Nakamoto Games (NAKA) Price Prediction
$0.07682
2.3762%
Add to portfolio
Add to favorites
Sentiment
BULLISH 50%
BEARISH 50%
SMA 50
$0.083644
SMA 200
$0.232072
RSI (14)
51.38
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.073789
Nakamoto Games Price Prediction up to $0.079228 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.026541 | $0.079228 |
| 2027 | $0.025551 | $0.067123 |
| 2028 | $0.046112 | $0.112944 |
| 2029 | $0.101296 | $0.333218 |
| 2030 | $0.086148 | $0.249079 |
| 2031 | $0.101853 | $0.227381 |
| 2032 | $0.155471 | $0.42178 |
| 2033 | $0.361282 | $1.12 |
| 2034 | $0.290454 | $0.650652 |
| 2035 | $0.3434066 | $0.766631 |
Investment Profit Calculator
If you open a short on $10,000.00 of Nakamoto Games today and close it on Apr 06, 2026, our forecast suggests you could make around $3,954.47 in profit, equal to a 39.54% ROI over the next 90 days.
$
≈ $3,954.47
(39.54% ROI)
Long-term Nakamoto Games price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'Nakamoto Games'
'name_with_ticker' => 'Nakamoto Games <small>NAKA</small>'
'name_lang' => 'Nakamoto Games'
'name_lang_with_ticker' => 'Nakamoto Games <small>NAKA</small>'
'name_with_lang' => 'Nakamoto Games'
'name_with_lang_with_ticker' => 'Nakamoto Games <small>NAKA</small>'
'image' => '/uploads/coins/nakamoto-games.jpg?1717208054'
'price_for_sd' => 0.07682
'ticker' => 'NAKA'
'marketcap' => '$5M'
'low24h' => '$0.07494'
'high24h' => '$0.07875'
'volume24h' => '$1.33M'
'current_supply' => '64.98M'
'max_supply' => '180M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.07682'
'change_24h_pct' => '2.3762%'
'ath_price' => '$6.71'
'ath_days' => 1529
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Oct 30, 2021'
'ath_pct' => '-98.85%'
'fdv' => '$13.85M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.78'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.077479'
'next_week_prediction_price_date' => 'January 13, 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.067896'
'next_month_prediction_price_date' => 'February 5, 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.026541'
'current_year_max_price_prediction' => '$0.079228'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.086148'
'grand_prediction_max_price' => '$0.249079'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.078277736491628
107 => 0.078569997144869
108 => 0.079228475319821
109 => 0.073601851410326
110 => 0.076128040356691
111 => 0.077611939690785
112 => 0.070907628514625
113 => 0.077479417014837
114 => 0.07350390440617
115 => 0.072154555716593
116 => 0.073971275963937
117 => 0.073263298316729
118 => 0.072654620709501
119 => 0.07231496814626
120 => 0.073648966991812
121 => 0.073586734351193
122 => 0.071404053321852
123 => 0.068556834896536
124 => 0.069512454856831
125 => 0.069165269166271
126 => 0.067907023435836
127 => 0.06875492913698
128 => 0.065021181544396
129 => 0.058597462874667
130 => 0.062841168191714
131 => 0.062677790153271
201 => 0.062595407537684
202 => 0.065784434796045
203 => 0.06547788340853
204 => 0.064921489638431
205 => 0.067896804827919
206 => 0.066810774760119
207 => 0.070157663528212
208 => 0.072362140934072
209 => 0.071803014156573
210 => 0.073876335811947
211 => 0.069534470410635
212 => 0.070976663931547
213 => 0.071273898017413
214 => 0.067860089900327
215 => 0.065528039006713
216 => 0.065372517799435
217 => 0.061329062926317
218 => 0.063489043881909
219 => 0.065389737736745
220 => 0.06447945288008
221 => 0.064191283888447
222 => 0.065663476770474
223 => 0.065777878765887
224 => 0.063169501146693
225 => 0.0637118654503
226 => 0.065973614756904
227 => 0.063654875170825
228 => 0.059149942919034
301 => 0.058032657435028
302 => 0.057883590955805
303 => 0.054853424110152
304 => 0.058107319793578
305 => 0.05668690712878
306 => 0.06117397371772
307 => 0.058610985346738
308 => 0.058500500040645
309 => 0.058333485295815
310 => 0.055725295517146
311 => 0.056296323319567
312 => 0.058194506704804
313 => 0.058871799921223
314 => 0.058801152689851
315 => 0.058185204570666
316 => 0.058467182465464
317 => 0.057558833418708
318 => 0.057238076464648
319 => 0.056225679286484
320 => 0.054737735116442
321 => 0.054944642879378
322 => 0.051996636136753
323 => 0.050390405600811
324 => 0.049945822158241
325 => 0.049351306598414
326 => 0.050012974272668
327 => 0.051988284804049
328 => 0.049605641217697
329 => 0.045520765911913
330 => 0.045766273878079
331 => 0.046317857386086
401 => 0.045289985168005
402 => 0.044317190376368
403 => 0.045162956522361
404 => 0.04343214100534
405 => 0.046527018172249
406 => 0.046443310418177
407 => 0.047596889240081
408 => 0.048318245751237
409 => 0.046655752534965
410 => 0.046237639986932
411 => 0.046475815896447
412 => 0.042539298655554
413 => 0.047275191798432
414 => 0.047316147998993
415 => 0.046965456144552
416 => 0.049487173038838
417 => 0.054808782229005
418 => 0.05280657879043
419 => 0.052031265102095
420 => 0.050557393213819
421 => 0.052521239995094
422 => 0.052370447203074
423 => 0.051688505011093
424 => 0.051276064245593
425 => 0.05203599900215
426 => 0.05118189991943
427 => 0.0510284802551
428 => 0.050098924011503
429 => 0.049767114724653
430 => 0.049521456338378
501 => 0.049251010592983
502 => 0.049847546516443
503 => 0.048495717633047
504 => 0.04686554452109
505 => 0.046730013265549
506 => 0.047104226978129
507 => 0.046938665267247
508 => 0.046729220619773
509 => 0.046329333748891
510 => 0.046210695856531
511 => 0.046596211451777
512 => 0.0461609868217
513 => 0.046803184471291
514 => 0.046628542245019
515 => 0.045653004965662
516 => 0.044437124325422
517 => 0.044426300437328
518 => 0.044164340947833
519 => 0.043830696152087
520 => 0.04373788380267
521 => 0.045091728456579
522 => 0.04789414637301
523 => 0.047343964679837
524 => 0.047741527338042
525 => 0.049697142134186
526 => 0.050318773270492
527 => 0.049877554214083
528 => 0.049273586356463
529 => 0.04930015787701
530 => 0.051364098879999
531 => 0.051492824348673
601 => 0.051818072079605
602 => 0.052236107328849
603 => 0.049948747424664
604 => 0.049192423431222
605 => 0.048834035163871
606 => 0.047730338014145
607 => 0.048920580766282
608 => 0.048227077285888
609 => 0.048320654598846
610 => 0.048259712251021
611 => 0.048292990893837
612 => 0.046526153091007
613 => 0.047169895924097
614 => 0.046099548608109
615 => 0.044666473704126
616 => 0.044661669534547
617 => 0.045012412587061
618 => 0.044803776894848
619 => 0.044242343611619
620 => 0.044322092559611
621 => 0.043623407859411
622 => 0.04440692553231
623 => 0.044429394015608
624 => 0.044127697033046
625 => 0.04533481411275
626 => 0.045829370965218
627 => 0.04563078754832
628 => 0.045815437823306
629 => 0.04736682721311
630 => 0.047619771375513
701 => 0.047732112463898
702 => 0.047581590287804
703 => 0.045843794373426
704 => 0.045920873011908
705 => 0.045355321105211
706 => 0.044877489340444
707 => 0.044896600105137
708 => 0.045142267746008
709 => 0.046215112741912
710 => 0.048472851788123
711 => 0.048558531334541
712 => 0.048662377444248
713 => 0.048239983127196
714 => 0.048112584959404
715 => 0.048280656026979
716 => 0.049128544106456
717 => 0.05130954244624
718 => 0.050538631968979
719 => 0.04991186975103
720 => 0.050461709190052
721 => 0.050377065718199
722 => 0.049662589633575
723 => 0.049642536669517
724 => 0.048271228631303
725 => 0.047764287272748
726 => 0.047340649129637
727 => 0.046878047336714
728 => 0.046603801487316
729 => 0.0470251677545
730 => 0.047121539205264
731 => 0.046200214497844
801 => 0.046074641344634
802 => 0.046827014988889
803 => 0.046495923399369
804 => 0.046836459309867
805 => 0.046915466562165
806 => 0.046902744574854
807 => 0.046557046929768
808 => 0.046777384299893
809 => 0.046256220733816
810 => 0.045689533631943
811 => 0.045328022566802
812 => 0.045012556214982
813 => 0.045187595281983
814 => 0.044563612968994
815 => 0.044363988468785
816 => 0.046702738956643
817 => 0.048430399087828
818 => 0.048405278225292
819 => 0.048252361435166
820 => 0.048025158103076
821 => 0.049111922767552
822 => 0.048733315688994
823 => 0.049008783972325
824 => 0.0490789022118
825 => 0.049291129004428
826 => 0.049366981841284
827 => 0.049137701885124
828 => 0.048368210348063
829 => 0.046450710598767
830 => 0.045558109289278
831 => 0.045263535989696
901 => 0.045274243169661
902 => 0.044978891347258
903 => 0.045065885695696
904 => 0.044948638263086
905 => 0.044726599990924
906 => 0.045173885044365
907 => 0.045225430480025
908 => 0.045121028803894
909 => 0.045145619178019
910 => 0.044281217890189
911 => 0.044346936442722
912 => 0.04398100719111
913 => 0.043912399867776
914 => 0.042987362584805
915 => 0.041348524951724
916 => 0.042256600086269
917 => 0.041159773018425
918 => 0.040744387988191
919 => 0.042710756115695
920 => 0.042513387294256
921 => 0.042175577666116
922 => 0.041675886820402
923 => 0.041490546625046
924 => 0.040364478269642
925 => 0.040297944143864
926 => 0.040856054027205
927 => 0.040598505519431
928 => 0.04023680987327
929 => 0.038926784907372
930 => 0.037453883111343
1001 => 0.037498340758235
1002 => 0.03796684341524
1003 => 0.039329078076672
1004 => 0.038796829427552
1005 => 0.038410676925765
1006 => 0.038338362169882
1007 => 0.039243532740954
1008 => 0.040524538738119
1009 => 0.041125558091095
1010 => 0.040529966165525
1011 => 0.039845782230377
1012 => 0.039887425336306
1013 => 0.040164458263614
1014 => 0.040193570507239
1015 => 0.039748237100703
1016 => 0.039873595846088
1017 => 0.039683164448804
1018 => 0.038514487315186
1019 => 0.038493349651754
1020 => 0.038206537435699
1021 => 0.038197852875784
1022 => 0.037709913747615
1023 => 0.03764164769062
1024 => 0.036672814935852
1025 => 0.037310503588936
1026 => 0.036882775520604
1027 => 0.036238088430777
1028 => 0.036126944133494
1029 => 0.036123603001707
1030 => 0.036785552493564
1031 => 0.037302768323718
1101 => 0.036890216033479
1102 => 0.036796285873982
1103 => 0.037799214236076
1104 => 0.037671582460104
1105 => 0.03756105416525
1106 => 0.04040983870127
1107 => 0.03815480344758
1108 => 0.03717147936406
1109 => 0.035954429082524
1110 => 0.036350706791092
1111 => 0.036434208326818
1112 => 0.033507421789526
1113 => 0.032320024855855
1114 => 0.031912554974329
1115 => 0.031678050296732
1116 => 0.031784917023037
1117 => 0.030716120514964
1118 => 0.031434369444652
1119 => 0.03050888201178
1120 => 0.030353721031863
1121 => 0.03200860720773
1122 => 0.032238874951397
1123 => 0.031256481218333
1124 => 0.031887337030058
1125 => 0.031658579943175
1126 => 0.030524746837507
1127 => 0.030481442752782
1128 => 0.029912525156518
1129 => 0.02902227928252
1130 => 0.028615413029617
1201 => 0.028403513552531
1202 => 0.028490947406615
1203 => 0.02844673817447
1204 => 0.028158243030446
1205 => 0.028463274378425
1206 => 0.027684045331993
1207 => 0.027373750047029
1208 => 0.027233596865607
1209 => 0.026541986236148
1210 => 0.02764264630826
1211 => 0.027859490208216
1212 => 0.028076761357642
1213 => 0.029967958376078
1214 => 0.029873479517504
1215 => 0.030727522385941
1216 => 0.030694335850558
1217 => 0.030450748989902
1218 => 0.029423096092891
1219 => 0.029832700221488
1220 => 0.028572002380281
1221 => 0.029516602922034
1222 => 0.029085526682239
1223 => 0.029370855611736
1224 => 0.028857808469429
1225 => 0.029141749941179
1226 => 0.027910911941274
1227 => 0.026761572735321
1228 => 0.027224100383099
1229 => 0.027726920832687
1230 => 0.028817163683661
1231 => 0.028167824035929
]
'min_raw' => 0.026541986236148
'max_raw' => 0.079228475319821
'avg_raw' => 0.052885230777985
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.026541'
'max' => '$0.079228'
'avg' => '$0.052885'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.050280013763852
'max_diff' => 0.0024064753198212
'year' => 2026
]
1 => [
'items' => [
101 => 0.028401351127504
102 => 0.027619074462691
103 => 0.0260050142569
104 => 0.026014149662378
105 => 0.02576586166393
106 => 0.025551304582629
107 => 0.028242408505641
108 => 0.027907727192757
109 => 0.027374456322684
110 => 0.028088260573619
111 => 0.028277001747163
112 => 0.028282374943035
113 => 0.028803148098563
114 => 0.029081084825022
115 => 0.029130072377707
116 => 0.029949520189979
117 => 0.030224188287874
118 => 0.031355507310621
119 => 0.029057503835618
120 => 0.029010177966293
121 => 0.028098305263259
122 => 0.027519981178858
123 => 0.028137903608096
124 => 0.028685298525578
125 => 0.028115314349203
126 => 0.028189742249615
127 => 0.02742458506225
128 => 0.027698092752741
129 => 0.027933674421256
130 => 0.027803600070753
131 => 0.027608872472379
201 => 0.028640418384753
202 => 0.028582214521716
203 => 0.029542813790458
204 => 0.030291669613554
205 => 0.031633753122534
206 => 0.030233219016518
207 => 0.030182177987076
208 => 0.030681112237111
209 => 0.03022411190364
210 => 0.030512920339278
211 => 0.031587221618591
212 => 0.031609919911762
213 => 0.031229694256063
214 => 0.031206557490359
215 => 0.031279583986749
216 => 0.031707302457045
217 => 0.031557844481062
218 => 0.031730801034682
219 => 0.031947085853388
220 => 0.03284173156642
221 => 0.033057427619024
222 => 0.032533398036779
223 => 0.032580712040745
224 => 0.032384710592052
225 => 0.032195375648505
226 => 0.03262097295145
227 => 0.033398760387718
228 => 0.033393921812444
301 => 0.033574353379631
302 => 0.033686760751213
303 => 0.033204226025159
304 => 0.032890113661792
305 => 0.033010564329396
306 => 0.033203167569969
307 => 0.03294810569432
308 => 0.03137374564166
309 => 0.031851305911127
310 => 0.031771816530784
311 => 0.031658613986936
312 => 0.03213880453075
313 => 0.032092488981366
314 => 0.03070515846196
315 => 0.03079397086063
316 => 0.030710559438079
317 => 0.030980078808712
318 => 0.030209556973139
319 => 0.030446564300217
320 => 0.030595213073955
321 => 0.03068276834366
322 => 0.030999078015047
323 => 0.030961962725942
324 => 0.030996770876564
325 => 0.031465774616572
326 => 0.033837834590886
327 => 0.033966940581633
328 => 0.033331175464899
329 => 0.033585151089122
330 => 0.033097573428977
331 => 0.033424887578719
401 => 0.033648827607094
402 => 0.032636885680058
403 => 0.032576965046588
404 => 0.032087374979999
405 => 0.032350452949985
406 => 0.031931876983762
407 => 0.032034580884707
408 => 0.031747411824099
409 => 0.032264258958404
410 => 0.032842174364483
411 => 0.03298817861863
412 => 0.032604104284754
413 => 0.032326009155296
414 => 0.031837765718198
415 => 0.032649725435306
416 => 0.032887167200613
417 => 0.032648478254795
418 => 0.032593168810593
419 => 0.032488357513771
420 => 0.032615405022689
421 => 0.032885874041766
422 => 0.032758325847148
423 => 0.032842573676803
424 => 0.032521507826141
425 => 0.033204385764232
426 => 0.034288960273446
427 => 0.034292447357838
428 => 0.034164898475688
429 => 0.034112708221191
430 => 0.034243581114591
501 => 0.034314574290573
502 => 0.034737793229844
503 => 0.035191924013468
504 => 0.037311154227859
505 => 0.036716082863895
506 => 0.038596389983671
507 => 0.040083468788093
508 => 0.040529378699464
509 => 0.040119162562685
510 => 0.038715835318205
511 => 0.038646981388665
512 => 0.040744144761398
513 => 0.040151600052434
514 => 0.040081118744764
515 => 0.039331316711207
516 => 0.039774542577827
517 => 0.039677602579066
518 => 0.039524578048555
519 => 0.040370222126686
520 => 0.041953192349779
521 => 0.041706471595509
522 => 0.041522305997493
523 => 0.040715345956787
524 => 0.041201316142342
525 => 0.041028271467412
526 => 0.041771781207778
527 => 0.041331342508342
528 => 0.040147110943479
529 => 0.040335703723462
530 => 0.040307198304164
531 => 0.040893837813408
601 => 0.040717743194021
602 => 0.040272813003511
603 => 0.041947781929647
604 => 0.041839018764251
605 => 0.041993220066062
606 => 0.042061104247953
607 => 0.04308062831703
608 => 0.043498294706999
609 => 0.043593112289801
610 => 0.043989863056794
611 => 0.043583240769287
612 => 0.045210019836093
613 => 0.04629173299033
614 => 0.047548198483425
615 => 0.049384232274924
616 => 0.05007459796479
617 => 0.049949889582139
618 => 0.05134194944849
619 => 0.053843450084569
620 => 0.050455514381331
621 => 0.054023018903391
622 => 0.052893588160528
623 => 0.050215728186789
624 => 0.050043305574375
625 => 0.051856783439185
626 => 0.055878902802556
627 => 0.054871407520532
628 => 0.055880550703912
629 => 0.054703331576703
630 => 0.054644872724655
701 => 0.055823375798506
702 => 0.058577012467417
703 => 0.057268862904544
704 => 0.055393309734734
705 => 0.056778189008482
706 => 0.055578478417035
707 => 0.052875194676653
708 => 0.054870637107877
709 => 0.053536341581046
710 => 0.053925759950827
711 => 0.056730250686745
712 => 0.056392806941637
713 => 0.056829490394256
714 => 0.056058755530379
715 => 0.055338767633786
716 => 0.053994856757792
717 => 0.053596991001416
718 => 0.053706946782768
719 => 0.053596936512791
720 => 0.052845030728851
721 => 0.052682656746398
722 => 0.052412026328544
723 => 0.05249590601136
724 => 0.051987041650072
725 => 0.052947373836564
726 => 0.053125619952795
727 => 0.053824469633066
728 => 0.053897026525217
729 => 0.055843312937268
730 => 0.054771331087524
731 => 0.055490509062792
801 => 0.055426179015519
802 => 0.050273765532401
803 => 0.050983722650246
804 => 0.052088193128795
805 => 0.051590630675283
806 => 0.0508871937777
807 => 0.050319130767002
808 => 0.049458457218368
809 => 0.050669838710298
810 => 0.052262676556126
811 => 0.053937423521569
812 => 0.055949522266781
813 => 0.055500445250261
814 => 0.053899808735114
815 => 0.053971612119918
816 => 0.054415472391185
817 => 0.053840633010936
818 => 0.053671101655503
819 => 0.054392181386279
820 => 0.054397147066087
821 => 0.053735724887451
822 => 0.053000675174879
823 => 0.052997595289744
824 => 0.05286680029313
825 => 0.054726599716038
826 => 0.055749301351706
827 => 0.05586655244607
828 => 0.055741409418848
829 => 0.055789572003277
830 => 0.055194484455174
831 => 0.056554678122406
901 => 0.057802926340671
902 => 0.057468369153242
903 => 0.056966820369181
904 => 0.056567312604813
905 => 0.057374257820497
906 => 0.057338325820292
907 => 0.057792023981432
908 => 0.057771441612155
909 => 0.057618879985015
910 => 0.057468374601698
911 => 0.05806511143419
912 => 0.057893260809733
913 => 0.057721143253789
914 => 0.057375935145465
915 => 0.057422854660686
916 => 0.056921392476093
917 => 0.056689393124152
918 => 0.053200679515239
919 => 0.052268381241932
920 => 0.052561701257396
921 => 0.052658269822538
922 => 0.052252532419221
923 => 0.05283425563019
924 => 0.052743594683957
925 => 0.053096303390867
926 => 0.052875946303622
927 => 0.052884989835346
928 => 0.053533013043849
929 => 0.053721136938165
930 => 0.05362545560717
1001 => 0.053692467531635
1002 => 0.055236729046965
1003 => 0.055017184442188
1004 => 0.054900555746587
1005 => 0.054932862692323
1006 => 0.05532745461883
1007 => 0.055437918814332
1008 => 0.05496987425581
1009 => 0.055190606775342
1010 => 0.056130457828382
1011 => 0.056459352505983
1012 => 0.057509026438485
1013 => 0.057063106295492
1014 => 0.057881612016927
1015 => 0.060397419555457
1016 => 0.062407220697875
1017 => 0.060558924508763
1018 => 0.064249668360181
1019 => 0.067123441854271
1020 => 0.067013141641048
1021 => 0.066512032760775
1022 => 0.063240318040974
1023 => 0.060229637377295
1024 => 0.062748199592716
1025 => 0.06275461992575
1026 => 0.062538273197843
1027 => 0.061194562251586
1028 => 0.062491514969576
1029 => 0.062594462366489
1030 => 0.06253683920014
1031 => 0.061506619168142
1101 => 0.059933663595768
1102 => 0.060241015349487
1103 => 0.060744463791883
1104 => 0.059791330860079
1105 => 0.059486747136007
1106 => 0.060053026228482
1107 => 0.061877695453369
1108 => 0.061532752305993
1109 => 0.06152374444639
1110 => 0.062999557509523
1111 => 0.061943193856713
1112 => 0.060244892039378
1113 => 0.059816048432651
1114 => 0.058293942532442
1115 => 0.059345266499272
1116 => 0.059383101777202
1117 => 0.05880730238484
1118 => 0.060291614986656
1119 => 0.060277936784722
1120 => 0.061687070689371
1121 => 0.064380805468535
1122 => 0.063584135543698
1123 => 0.062657695098555
1124 => 0.062758424862349
1125 => 0.06386318174893
1126 => 0.063195220516157
1127 => 0.063435424032653
1128 => 0.06386281817214
1129 => 0.064120675668091
1130 => 0.062721323136883
1201 => 0.062395067123089
1202 => 0.061727661819168
1203 => 0.061553548233085
1204 => 0.06209713592726
1205 => 0.061953919775082
1206 => 0.059379921868598
1207 => 0.059110924765781
1208 => 0.059119174522885
1209 => 0.058442768517737
1210 => 0.057411087003844
1211 => 0.060122284423852
1212 => 0.059904537327841
1213 => 0.059664161386133
1214 => 0.059693606067426
1215 => 0.060870444976445
1216 => 0.060187818977425
1217 => 0.062002692076021
1218 => 0.061629608727029
1219 => 0.061246957197907
1220 => 0.061194063100732
1221 => 0.061046774908314
1222 => 0.060541668892992
1223 => 0.059931723027325
1224 => 0.059528983934205
1225 => 0.054912340989119
1226 => 0.055769163065951
1227 => 0.056754858763555
1228 => 0.057095116968441
1229 => 0.056513081763833
1230 => 0.060564651190416
1231 => 0.061304911966548
]
'min_raw' => 0.025551304582629
'max_raw' => 0.067123441854271
'avg_raw' => 0.04633737321845
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.025551'
'max' => '$0.067123'
'avg' => '$0.046337'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00099068165351845
'max_diff' => -0.01210503346555
'year' => 2027
]
2 => [
'items' => [
101 => 0.059062613789631
102 => 0.058643171353161
103 => 0.060592149766722
104 => 0.059416677530423
105 => 0.059945992606453
106 => 0.058801902931943
107 => 0.061126604822943
108 => 0.061108894489475
109 => 0.060204532948102
110 => 0.06096889313007
111 => 0.060836066738473
112 => 0.059815044785607
113 => 0.061158973040013
114 => 0.06115963961166
115 => 0.060289211290605
116 => 0.059272741572873
117 => 0.059091020795285
118 => 0.058954118600125
119 => 0.059912323058701
120 => 0.060771446180033
121 => 0.062370061314148
122 => 0.062771991141023
123 => 0.064340750013301
124 => 0.063406630486343
125 => 0.063820713573771
126 => 0.064270259340802
127 => 0.064485788113015
128 => 0.064134595544606
129 => 0.066571523800166
130 => 0.066777275210488
131 => 0.066846261878626
201 => 0.066024543382073
202 => 0.066754421732621
203 => 0.06641293582343
204 => 0.067301387291627
205 => 0.067440707826158
206 => 0.067322708289882
207 => 0.067366930826567
208 => 0.065287442464049
209 => 0.065179610022278
210 => 0.063709307027282
211 => 0.064308466365673
212 => 0.063188366701004
213 => 0.063543561842976
214 => 0.063700128477133
215 => 0.063618346952528
216 => 0.064342341935695
217 => 0.063726798297599
218 => 0.062102277431923
219 => 0.060477313966622
220 => 0.060456913873982
221 => 0.060029089676556
222 => 0.059719851141727
223 => 0.059779421454361
224 => 0.059989355005963
225 => 0.05970764942207
226 => 0.059767765591229
227 => 0.060766094551214
228 => 0.060966302304382
229 => 0.060285918132897
301 => 0.057554077505415
302 => 0.056883676963127
303 => 0.057365547578303
304 => 0.057135244460691
305 => 0.046112601502775
306 => 0.048702207964564
307 => 0.047163551739695
308 => 0.047872635318283
309 => 0.046302065745791
310 => 0.047051623866388
311 => 0.046913207850994
312 => 0.051077218409523
313 => 0.051012203112061
314 => 0.051043322494423
315 => 0.049557913293157
316 => 0.051924210484029
317 => 0.053089933569547
318 => 0.052874189251133
319 => 0.052928487448049
320 => 0.051995464526499
321 => 0.051052356195791
322 => 0.050006303913704
323 => 0.051949739757852
324 => 0.051733662867539
325 => 0.052229265511906
326 => 0.0534897225765
327 => 0.053675329667272
328 => 0.053924787479511
329 => 0.053835374611439
330 => 0.055965551879458
331 => 0.055707573356939
401 => 0.056329227370724
402 => 0.055050437899365
403 => 0.053603366228711
404 => 0.053878407244965
405 => 0.05385191858336
406 => 0.053514687518852
407 => 0.053210250392434
408 => 0.052703448351576
409 => 0.054307045001439
410 => 0.054241941905966
411 => 0.055295885347604
412 => 0.055109590606834
413 => 0.053865468733916
414 => 0.053909902789998
415 => 0.054208743171431
416 => 0.05524303314367
417 => 0.055550080827262
418 => 0.055407844106487
419 => 0.055744507874286
420 => 0.056010593189467
421 => 0.055777924093151
422 => 0.05907202784128
423 => 0.057704086300945
424 => 0.058370811489628
425 => 0.058529821518556
426 => 0.058122520673078
427 => 0.058210849642112
428 => 0.058344643961996
429 => 0.059157016872717
430 => 0.061288918452446
501 => 0.062233123149763
502 => 0.065073809567879
503 => 0.062154720093614
504 => 0.061981513404605
505 => 0.062493206809019
506 => 0.064160990453649
507 => 0.065512572450669
508 => 0.065960970173717
509 => 0.066020233335057
510 => 0.066861457272412
511 => 0.067343631145406
512 => 0.066759310560031
513 => 0.066264160044841
514 => 0.064490592359776
515 => 0.064695887648587
516 => 0.066110168606951
517 => 0.068107923761373
518 => 0.069822205514865
519 => 0.069221923793543
520 => 0.073801649594376
521 => 0.074255710701026
522 => 0.07419297413764
523 => 0.075227392911942
524 => 0.073174282300673
525 => 0.072296537737211
526 => 0.066371217206423
527 => 0.06803599058489
528 => 0.070455836459206
529 => 0.070135560783784
530 => 0.06837820402719
531 => 0.069820872402179
601 => 0.069343881120996
602 => 0.068967658307141
603 => 0.070691207951792
604 => 0.068796094317982
605 => 0.070436931251022
606 => 0.068332540912113
607 => 0.069224665829882
608 => 0.068718252579329
609 => 0.06904596401611
610 => 0.067130169652932
611 => 0.068163885788024
612 => 0.067087163663169
613 => 0.067086653156689
614 => 0.067062884456105
615 => 0.06832964326108
616 => 0.068370952220232
617 => 0.067434815549389
618 => 0.067299903629918
619 => 0.067798743706404
620 => 0.067214732623262
621 => 0.067487987733342
622 => 0.067223009242177
623 => 0.067163357002514
624 => 0.066688037807894
625 => 0.066483257229678
626 => 0.066563556970942
627 => 0.066289452556654
628 => 0.066124294732256
629 => 0.06703003040787
630 => 0.066546132373662
701 => 0.066955866094053
702 => 0.06648892280715
703 => 0.064870293937237
704 => 0.06393940335746
705 => 0.060881963469169
706 => 0.061749049628746
707 => 0.062323928649611
708 => 0.062133931136645
709 => 0.062542119313774
710 => 0.062567178752682
711 => 0.062434472615312
712 => 0.062280815908946
713 => 0.062206024322036
714 => 0.062763459535266
715 => 0.063087069438953
716 => 0.062381625450244
717 => 0.0622163497939
718 => 0.062929592615115
719 => 0.063364670324029
720 => 0.066577039677604
721 => 0.066339056980075
722 => 0.066936346849127
723 => 0.066869101176032
724 => 0.067495156114537
725 => 0.068518491348435
726 => 0.066437764688889
727 => 0.066798906890872
728 => 0.066710363162937
729 => 0.067677060367116
730 => 0.067680078290269
731 => 0.067100495026257
801 => 0.067414696516343
802 => 0.067239317864244
803 => 0.067556250792433
804 => 0.066335878576058
805 => 0.067822160204562
806 => 0.068664786114052
807 => 0.068676485975623
808 => 0.069075883969228
809 => 0.069481695462303
810 => 0.070260615284528
811 => 0.06945997181122
812 => 0.068019692143812
813 => 0.068123675683724
814 => 0.0672792402417
815 => 0.06729343535404
816 => 0.067217660731877
817 => 0.067445066077035
818 => 0.066385781261208
819 => 0.066634393290214
820 => 0.066286334993735
821 => 0.06679815028011
822 => 0.066247521638069
823 => 0.06671032046447
824 => 0.066910049095921
825 => 0.067647052045824
826 => 0.066138665703129
827 => 0.063062963841596
828 => 0.063709513662171
829 => 0.062753215692148
830 => 0.062841724710157
831 => 0.06302052701264
901 => 0.062440970249819
902 => 0.062551531416233
903 => 0.062547581393361
904 => 0.062513542230232
905 => 0.062362777132678
906 => 0.062144137913259
907 => 0.063015129269821
908 => 0.063163127673681
909 => 0.06349210979234
910 => 0.064470937426764
911 => 0.06437312946374
912 => 0.064532658309445
913 => 0.064184407734986
914 => 0.0628578790555
915 => 0.062929915944918
916 => 0.062031614779561
917 => 0.063469138211885
918 => 0.063128713688728
919 => 0.062909239784057
920 => 0.062849354295756
921 => 0.063830608254559
922 => 0.064124214818304
923 => 0.063941258910982
924 => 0.063566011007387
925 => 0.064286597914373
926 => 0.064479396571562
927 => 0.064522557080765
928 => 0.06579929892111
929 => 0.064593912766808
930 => 0.064884061194657
1001 => 0.067147716402209
1002 => 0.065094893492025
1003 => 0.066182319570963
1004 => 0.066129095723091
1005 => 0.066685386108584
1006 => 0.066083463674581
1007 => 0.066090925224548
1008 => 0.066584873400491
1009 => 0.065891212271402
1010 => 0.065719452020862
1011 => 0.06548216646491
1012 => 0.066000270795412
1013 => 0.066310850909705
1014 => 0.068813898534947
1015 => 0.070430981453693
1016 => 0.070360779619437
1017 => 0.071002292972206
1018 => 0.070713285331194
1019 => 0.069780003422006
1020 => 0.071373001839387
1021 => 0.070868910486243
1022 => 0.070910467164925
1023 => 0.070908920423269
1024 => 0.071244097104679
1025 => 0.071006593707408
1026 => 0.070538450132164
1027 => 0.070849225684757
1028 => 0.071772117971664
1029 => 0.074636803948018
1030 => 0.076239920172427
1031 => 0.074540294338376
1101 => 0.075712673479807
1102 => 0.07500966375635
1103 => 0.07488190597687
1104 => 0.075618246715827
1105 => 0.076355876321771
1106 => 0.076308892504733
1107 => 0.075773411288517
1108 => 0.075470931536809
1109 => 0.077761409554892
1110 => 0.07944899474134
1111 => 0.079333912745339
1112 => 0.079841847249018
1113 => 0.081333158661642
1114 => 0.08146950548749
1115 => 0.081452328921329
1116 => 0.081114379087146
1117 => 0.082582768844134
1118 => 0.083807725413272
1119 => 0.081036153464843
1120 => 0.082091531780264
1121 => 0.082565325108222
1122 => 0.08326099428181
1123 => 0.084434704785345
1124 => 0.08570966570352
1125 => 0.085889959156585
1126 => 0.085762032323799
1127 => 0.084921161325474
1128 => 0.086316238775588
1129 => 0.087133442427273
1130 => 0.087620068500478
1201 => 0.088854071255269
1202 => 0.082568251094517
1203 => 0.078118835159204
1204 => 0.07742399461056
1205 => 0.078836980189482
1206 => 0.079209573218296
1207 => 0.079059381435573
1208 => 0.074051159277179
1209 => 0.077397627357371
1210 => 0.080998145632629
1211 => 0.081136456203154
1212 => 0.082938950935035
1213 => 0.083525917106491
1214 => 0.084977161624041
1215 => 0.084886385884336
1216 => 0.085239740830016
1217 => 0.085158510647259
1218 => 0.087846635520432
1219 => 0.090812036445949
1220 => 0.090709354041296
1221 => 0.090283042573221
1222 => 0.090916187800219
1223 => 0.093976799347028
1224 => 0.093695027281098
1225 => 0.093968744841862
1226 => 0.097577378344057
1227 => 0.10226911521904
1228 => 0.10008933239793
1229 => 0.10481883390413
1230 => 0.10779580440218
1231 => 0.11294416705407
]
'min_raw' => 0.046112601502775
'max_raw' => 0.11294416705407
'avg_raw' => 0.079528384278422
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.046112'
'max' => '$0.112944'
'avg' => '$0.079528'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.020561296920146
'max_diff' => 0.045820725199797
'year' => 2028
]
3 => [
'items' => [
101 => 0.11229956669383
102 => 0.11430378649378
103 => 0.11114559751685
104 => 0.10389375725053
105 => 0.10274612576945
106 => 0.10504371305722
107 => 0.11069210720892
108 => 0.10486582502446
109 => 0.10604447432221
110 => 0.10570502324517
111 => 0.10568693533984
112 => 0.10637727711714
113 => 0.10537590036337
114 => 0.10129611132427
115 => 0.10316585459854
116 => 0.1024438569279
117 => 0.10324496717197
118 => 0.10756822875621
119 => 0.10565681175614
120 => 0.10364328921746
121 => 0.10616869331738
122 => 0.10938440055958
123 => 0.10918316737954
124 => 0.10879269090133
125 => 0.11099378636433
126 => 0.11462935120874
127 => 0.11561202977731
128 => 0.11633742300664
129 => 0.11643744247735
130 => 0.11746770518737
131 => 0.11192772293592
201 => 0.12071981704581
202 => 0.12223796882189
203 => 0.12195261920893
204 => 0.12363998101445
205 => 0.12314351636703
206 => 0.12242421698583
207 => 0.12509904435973
208 => 0.12203257062299
209 => 0.11768009721201
210 => 0.11529224421658
211 => 0.11843676166357
212 => 0.12035700873991
213 => 0.12162616990672
214 => 0.12201021730895
215 => 0.1123577759878
216 => 0.10715564546463
217 => 0.11049015148743
218 => 0.11455847897056
219 => 0.11190512317134
220 => 0.1120091296952
221 => 0.10822614161515
222 => 0.11489318947414
223 => 0.11392185667978
224 => 0.11896113293516
225 => 0.1177584692141
226 => 0.12186780337678
227 => 0.12078567797297
228 => 0.1252775200234
301 => 0.12706943742909
302 => 0.13007834564292
303 => 0.13229171077347
304 => 0.13359144111306
305 => 0.13351341017863
306 => 0.13866358930716
307 => 0.13562670860862
308 => 0.13181167071343
309 => 0.1317426687142
310 => 0.13371853089962
311 => 0.13785939598896
312 => 0.13893306205948
313 => 0.13953309492069
314 => 0.13861412370646
315 => 0.13531780736339
316 => 0.13389447467916
317 => 0.13510719536404
318 => 0.13362414217671
319 => 0.13618430804928
320 => 0.13969996261424
321 => 0.13897399384898
322 => 0.14140079858793
323 => 0.14391228618543
324 => 0.14750382624783
325 => 0.14844278781448
326 => 0.14999485557865
327 => 0.15159244313568
328 => 0.15210554520281
329 => 0.15308521625518
330 => 0.15308005290515
331 => 0.15603235756092
401 => 0.1592888410215
402 => 0.1605180881401
403 => 0.16334467410825
404 => 0.15850424469318
405 => 0.16217576600735
406 => 0.16548757013688
407 => 0.161539100724
408 => 0.16698114593427
409 => 0.16719244821784
410 => 0.1703828618302
411 => 0.16714876642478
412 => 0.16522837089665
413 => 0.1707724808301
414 => 0.17345510098907
415 => 0.1726470739653
416 => 0.1664979484172
417 => 0.16291889359981
418 => 0.15355181679458
419 => 0.16464752389798
420 => 0.17005191916183
421 => 0.16648395233908
422 => 0.16828342726824
423 => 0.17810077900005
424 => 0.18183859091307
425 => 0.18106115216444
426 => 0.18119252651523
427 => 0.18320938197741
428 => 0.19215322979931
429 => 0.18679386886766
430 => 0.19089089948848
501 => 0.19306394975683
502 => 0.19508239995147
503 => 0.19012572421116
504 => 0.18367716190104
505 => 0.1816346315252
506 => 0.16612918835549
507 => 0.16532206270178
508 => 0.16486899861395
509 => 0.16201249362732
510 => 0.15976806317039
511 => 0.15798320874069
512 => 0.15329921771449
513 => 0.15487992718583
514 => 0.14741462311497
515 => 0.15219066010538
516 => 0.14027585455222
517 => 0.15019885866725
518 => 0.14479821867107
519 => 0.14842460317876
520 => 0.14841195106483
521 => 0.14173462743993
522 => 0.13788328652527
523 => 0.14033751085252
524 => 0.1429686341479
525 => 0.14339552505042
526 => 0.14680684508222
527 => 0.14775887117702
528 => 0.14487418766394
529 => 0.14002894669031
530 => 0.1411543856603
531 => 0.13786047954047
601 => 0.13208803576372
602 => 0.13623390566138
603 => 0.13764948792547
604 => 0.13827468969724
605 => 0.13259815421245
606 => 0.13081446351956
607 => 0.12986484156127
608 => 0.13929617724211
609 => 0.13981284710074
610 => 0.13716949105422
611 => 0.1491177110378
612 => 0.14641346087095
613 => 0.1494347708647
614 => 0.14105226387007
615 => 0.14137248692581
616 => 0.13740407377892
617 => 0.13962611997171
618 => 0.13805564934254
619 => 0.13944660059802
620 => 0.14028033104546
621 => 0.1442480930148
622 => 0.15024416413543
623 => 0.14365544168978
624 => 0.14078464096797
625 => 0.14256566958978
626 => 0.14730878351089
627 => 0.1544948438969
628 => 0.15024055151544
629 => 0.15212853423176
630 => 0.15254097446477
701 => 0.14940401676515
702 => 0.1546105080018
703 => 0.15740070895297
704 => 0.16026287777815
705 => 0.1627480187729
706 => 0.15911966460893
707 => 0.16300252366852
708 => 0.15987362468338
709 => 0.15706667883409
710 => 0.15707093581229
711 => 0.15531009767809
712 => 0.1518982519132
713 => 0.15126905520704
714 => 0.15454221593123
715 => 0.15716698086255
716 => 0.15738316907407
717 => 0.15883637380534
718 => 0.15969636539611
719 => 0.1681254520875
720 => 0.17151570048384
721 => 0.17566123204877
722 => 0.17727615022267
723 => 0.18213647494589
724 => 0.17821136799561
725 => 0.17736214641684
726 => 0.16557258843841
727 => 0.16750312789691
728 => 0.17059410783933
729 => 0.16562355755918
730 => 0.16877622764897
731 => 0.16939863150738
801 => 0.16545466016267
802 => 0.16756130566682
803 => 0.16196667978465
804 => 0.15036611169132
805 => 0.15462342275028
806 => 0.15775823668509
807 => 0.15328447068035
808 => 0.16130352308519
809 => 0.15661895821712
810 => 0.15513417605272
811 => 0.1493415114663
812 => 0.15207542617098
813 => 0.15577308495495
814 => 0.15348836172543
815 => 0.1582295054796
816 => 0.16494422945236
817 => 0.16972954162408
818 => 0.17009689847316
819 => 0.16702026333777
820 => 0.17195059077706
821 => 0.1719865028299
822 => 0.16642507333739
823 => 0.1630187287394
824 => 0.16224480007973
825 => 0.16417822560925
826 => 0.16652576113212
827 => 0.17022717035667
828 => 0.17246385443044
829 => 0.17829594024928
830 => 0.17987393545285
831 => 0.18160767376332
901 => 0.18392448281121
902 => 0.18670640609085
903 => 0.18061971632998
904 => 0.18086155186119
905 => 0.17519371063183
906 => 0.16913680942761
907 => 0.17373324243822
908 => 0.17974246716174
909 => 0.17836394437056
910 => 0.17820883239589
911 => 0.17846968771281
912 => 0.17743032654661
913 => 0.1727293345124
914 => 0.17036852574259
915 => 0.1734145713622
916 => 0.17503340904513
917 => 0.17754408511387
918 => 0.17723459129445
919 => 0.18370182322061
920 => 0.18621479398817
921 => 0.18557186852974
922 => 0.18569018228696
923 => 0.1902397958265
924 => 0.19529990178186
925 => 0.20003935874884
926 => 0.20486053794007
927 => 0.19904841825122
928 => 0.19609738231493
929 => 0.19914209812631
930 => 0.19752652905931
1001 => 0.20681006812719
1002 => 0.20745284023004
1003 => 0.21673570799238
1004 => 0.22554625488217
1005 => 0.22001250823804
1006 => 0.22523058207803
1007 => 0.23087435437179
1008 => 0.2417621067955
1009 => 0.23809549481494
1010 => 0.23528692750097
1011 => 0.23263284496017
1012 => 0.23815556940384
1013 => 0.24526046617296
1014 => 0.24679079288717
1015 => 0.24927050679399
1016 => 0.24666339082596
1017 => 0.24980337484505
1018 => 0.26088889821133
1019 => 0.25789349194314
1020 => 0.25363953350672
1021 => 0.26239048953942
1022 => 0.26555742650918
1023 => 0.28778464870068
1024 => 0.3158474348782
1025 => 0.30422925713052
1026 => 0.29701747928628
1027 => 0.29871241814534
1028 => 0.3089599976721
1029 => 0.31225119497419
1030 => 0.30330458616338
1031 => 0.30646467964346
1101 => 0.32387710541222
1102 => 0.33321831317966
1103 => 0.3205316983399
1104 => 0.28552983115544
1105 => 0.25325651109309
1106 => 0.26181684886017
1107 => 0.26084637221559
1108 => 0.27955385145977
1109 => 0.25782205249429
1110 => 0.25818796025457
1111 => 0.27728229035795
1112 => 0.27218825044606
1113 => 0.26393655818413
1114 => 0.25331675757847
1115 => 0.23368507394625
1116 => 0.2162967442832
1117 => 0.25039926304561
1118 => 0.24892870042517
1119 => 0.2467991078256
1120 => 0.25153828570996
1121 => 0.27455038827728
1122 => 0.27401988483019
1123 => 0.27064509256508
1124 => 0.27320484275412
1125 => 0.26348782159978
1126 => 0.26599211920371
1127 => 0.2532513988343
1128 => 0.25901073654076
1129 => 0.26391885375856
1130 => 0.26490423095595
1201 => 0.26712433609628
1202 => 0.24815378074708
1203 => 0.25667100315263
1204 => 0.26167407336007
1205 => 0.23907002014959
1206 => 0.26122726390567
1207 => 0.24782354558413
1208 => 0.2432741222687
1209 => 0.24939932142198
1210 => 0.24701232535499
1211 => 0.24496012630571
1212 => 0.24381496397496
1213 => 0.24831263421956
1214 => 0.24810281252678
1215 => 0.24074375104643
1216 => 0.23114415533903
1217 => 0.23436609475442
1218 => 0.23319553395897
1219 => 0.2289532706309
1220 => 0.23181204390119
1221 => 0.21922345321086
1222 => 0.19756543722615
1223 => 0.21187338598862
1224 => 0.21132254552532
1225 => 0.2110447867851
1226 => 0.22179681483743
1227 => 0.22076325543169
1228 => 0.21888733498963
1229 => 0.22891881788086
1230 => 0.22525719168308
1231 => 0.23654146083701
]
'min_raw' => 0.10129611132427
'max_raw' => 0.33321831317966
'avg_raw' => 0.21725721225197
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.101296'
'max' => '$0.333218'
'avg' => '$0.217257'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.055183509821498
'max_diff' => 0.22027414612559
'year' => 2029
]
4 => [
'items' => [
101 => 0.24397401032257
102 => 0.24208887535524
103 => 0.24907922407104
104 => 0.23444032173115
105 => 0.23930277787764
106 => 0.24030492335036
107 => 0.22879503093913
108 => 0.22093235853272
109 => 0.22040800792424
110 => 0.20677521751451
111 => 0.21405774411135
112 => 0.22046606614514
113 => 0.21739697719683
114 => 0.21642539532222
115 => 0.2213889964092
116 => 0.22177471072403
117 => 0.21298038346981
118 => 0.21480900258608
119 => 0.22243464828359
120 => 0.2146168558799
121 => 0.19942816226866
122 => 0.19566115625295
123 => 0.19515856821076
124 => 0.18494214913115
125 => 0.19591288560756
126 => 0.19112386513815
127 => 0.20625232341975
128 => 0.19761102918485
129 => 0.19723852026152
130 => 0.19667541838872
131 => 0.18788172445195
201 => 0.1898069845557
202 => 0.19620684236596
203 => 0.19849038373222
204 => 0.19825219165921
205 => 0.19617547957126
206 => 0.19712618773064
207 => 0.19406362550059
208 => 0.19298217103544
209 => 0.18956880326595
210 => 0.18455209561171
211 => 0.18524969958029
212 => 0.17531028902427
213 => 0.16989477062891
214 => 0.16839582651245
215 => 0.16639137579475
216 => 0.16862223455466
217 => 0.17528213192298
218 => 0.16724888272074
219 => 0.1534764404304
220 => 0.15430418767915
221 => 0.15616388998672
222 => 0.15269834703972
223 => 0.14941850148135
224 => 0.15227006109207
225 => 0.14643449573475
226 => 0.15686909018041
227 => 0.15658686364327
228 => 0.16047623518162
301 => 0.16290833902249
302 => 0.15730312707225
303 => 0.15589343142488
304 => 0.15669645813272
305 => 0.14342421541619
306 => 0.1593916097969
307 => 0.15952969648657
308 => 0.15834731441479
309 => 0.16684945898453
310 => 0.18479163591207
311 => 0.17804106722953
312 => 0.17542704299864
313 => 0.17045778102486
314 => 0.17707902755934
315 => 0.17657061913302
316 => 0.17427140342108
317 => 0.1728808305845
318 => 0.17544300367318
319 => 0.1725633489845
320 => 0.17204608387479
321 => 0.16891202009996
322 => 0.16779330192316
323 => 0.16696504752251
324 => 0.16605322080999
325 => 0.16806448332475
326 => 0.1635066978627
327 => 0.15801045540069
328 => 0.15755350231014
329 => 0.15881518996887
330 => 0.15825698710148
331 => 0.15755082984956
401 => 0.15620258334517
402 => 0.15580258740805
403 => 0.15710238015326
404 => 0.15563498992654
405 => 0.15780020413895
406 => 0.15721138567994
407 => 0.15392229363275
408 => 0.14982286716411
409 => 0.1497863736697
410 => 0.14890315896144
411 => 0.14777825223824
412 => 0.14746532892223
413 => 0.1520299106953
414 => 0.16147845835912
415 => 0.15962348236813
416 => 0.16096389262721
417 => 0.16755738444907
418 => 0.16965325722602
419 => 0.16816565637241
420 => 0.16612933657276
421 => 0.16621892430944
422 => 0.17317764550078
423 => 0.17361165240574
424 => 0.17470824783865
425 => 0.17611768286776
426 => 0.16840568925244
427 => 0.16585569010369
428 => 0.16464735903845
429 => 0.16092616704047
430 => 0.1649391535794
501 => 0.16260095817638
502 => 0.16291646062038
503 => 0.16271098923983
504 => 0.16282319050752
505 => 0.15686617349861
506 => 0.15903659740506
507 => 0.15542784669994
508 => 0.15059613460707
509 => 0.15057993701392
510 => 0.15176249170356
511 => 0.15105906190079
512 => 0.14916615038836
513 => 0.14943502953441
514 => 0.14707936528708
515 => 0.14972104982472
516 => 0.14979680388485
517 => 0.14877961144434
518 => 0.15284949095678
519 => 0.15451692391374
520 => 0.15384738605901
521 => 0.154469947353
522 => 0.15970056499527
523 => 0.16055338389881
524 => 0.1609321497217
525 => 0.16042465369588
526 => 0.15456555344152
527 => 0.15482542945262
528 => 0.15291863171362
529 => 0.15130758855755
530 => 0.15137202183499
531 => 0.15220030743815
601 => 0.15581747924549
602 => 0.1634296040701
603 => 0.1637184786428
604 => 0.16406860305198
605 => 0.16264447112141
606 => 0.16221493930404
607 => 0.16278160264272
608 => 0.16564031650033
609 => 0.17299370467536
610 => 0.17039452617802
611 => 0.16828135360106
612 => 0.17013517565829
613 => 0.16984979428332
614 => 0.16744088828088
615 => 0.1673732783125
616 => 0.16274981752
617 => 0.16104062933611
618 => 0.15961230375914
619 => 0.15805260951648
620 => 0.157127970488
621 => 0.15854863627666
622 => 0.15887355935136
623 => 0.15576724877545
624 => 0.15534387012217
625 => 0.15788055039282
626 => 0.15676425198268
627 => 0.15791239258038
628 => 0.15817877104761
629 => 0.15813587797917
630 => 0.15697033423293
701 => 0.15771321705977
702 => 0.15595607771026
703 => 0.15404545258147
704 => 0.15282659278545
705 => 0.15176297595513
706 => 0.15235313239036
707 => 0.15024933245706
708 => 0.14957628451727
709 => 0.15746154507343
710 => 0.1632864718271
711 => 0.16320177508517
712 => 0.16268620545095
713 => 0.16192017355399
714 => 0.16558427649575
715 => 0.16430777629689
716 => 0.16523653684672
717 => 0.16547294538661
718 => 0.16618848283516
719 => 0.16644422597049
720 => 0.16567119259049
721 => 0.1630767981491
722 => 0.15661181386879
723 => 0.15360234623442
724 => 0.15260917178842
725 => 0.15264527179323
726 => 0.15164947250319
727 => 0.1519427800227
728 => 0.1515474721177
729 => 0.15079885458089
730 => 0.15230690736701
731 => 0.15248069640213
801 => 0.15212869886196
802 => 0.15221160702517
803 => 0.14929721773268
804 => 0.14951879242087
805 => 0.14828503640069
806 => 0.14805372202006
807 => 0.14493489423648
808 => 0.13940943873656
809 => 0.14247107745246
810 => 0.1387730484152
811 => 0.13737254878451
812 => 0.14400229621383
813 => 0.1433368534525
814 => 0.14219790470611
815 => 0.14051316213248
816 => 0.1398882747238
817 => 0.13609165664398
818 => 0.13586733219365
819 => 0.13774903863132
820 => 0.1368806958559
821 => 0.13566121373208
822 => 0.13124437309654
823 => 0.12627838185651
824 => 0.12642827391694
825 => 0.12800786333484
826 => 0.13260073260404
827 => 0.13080621912312
828 => 0.12950427900304
829 => 0.12926046475473
830 => 0.13231231053209
831 => 0.13663131168851
901 => 0.1386576903989
902 => 0.13664961063894
903 => 0.13434283673339
904 => 0.13448323937246
905 => 0.1354172752287
906 => 0.13551542919064
907 => 0.13401395651831
908 => 0.13443661228065
909 => 0.13379455952921
910 => 0.12985428297878
911 => 0.12978301587074
912 => 0.12881600845972
913 => 0.12878672785963
914 => 0.12714160702218
915 => 0.12691144324484
916 => 0.1236449559704
917 => 0.12579496778627
918 => 0.12435285274087
919 => 0.1221792452069
920 => 0.12180451444877
921 => 0.12179324958968
922 => 0.12402505851731
923 => 0.12576888779953
924 => 0.12437793894951
925 => 0.12406124685877
926 => 0.12744268985379
927 => 0.12701237041014
928 => 0.1266397165472
929 => 0.13624459250617
930 => 0.12864158370683
1001 => 0.12532623790574
1002 => 0.1212228679098
1003 => 0.12255894587147
1004 => 0.12284047712906
1005 => 0.11297261197687
1006 => 0.10896922031359
1007 => 0.10759540715939
1008 => 0.10680475826627
1009 => 0.10716506689521
1010 => 0.10356154484725
1011 => 0.10598317126023
1012 => 0.10286282576484
1013 => 0.10233968968805
1014 => 0.10791925397045
1015 => 0.10869561774501
1016 => 0.10538340868544
1017 => 0.10751038309962
1018 => 0.10673911260988
1019 => 0.10291631513242
1020 => 0.10277031238738
1021 => 0.10085216699102
1022 => 0.09785064087185
1023 => 0.096478862893693
1024 => 0.095764429012347
1025 => 0.096059218355829
1026 => 0.095910163843062
1027 => 0.094937482322897
1028 => 0.095965916809217
1029 => 0.093338691675138
1030 => 0.092292509457756
1031 => 0.091819973221407
1101 => 0.089488159697475
1102 => 0.093199111976232
1103 => 0.093930216324492
1104 => 0.094662761174168
1105 => 0.10103906396099
1106 => 0.100720521893
1107 => 0.1035999870513
1108 => 0.10348809633025
1109 => 0.10266682622286
1110 => 0.099202022732151
1111 => 0.10058303164936
1112 => 0.09633250085862
1113 => 0.099517287535044
1114 => 0.098063883895796
1115 => 0.099025890302622
1116 => 0.097296116042528
1117 => 0.098253444538692
1118 => 0.094103588287648
1119 => 0.090228510910476
1120 => 0.09178795516761
1121 => 0.093483249419198
1122 => 0.097159079309583
1123 => 0.094969785351808
1124 => 0.095757138245394
1125 => 0.093119637853164
1126 => 0.087677721179253
1127 => 0.087708521836637
1128 => 0.086871401514955
1129 => 0.086148007335453
1130 => 0.095221252098763
1201 => 0.094092850685671
1202 => 0.092294890715436
1203 => 0.094701531583685
1204 => 0.095337885627777
1205 => 0.095356001732804
1206 => 0.097111824785886
1207 => 0.098048907864065
1208 => 0.098214072818145
1209 => 0.10097689832924
1210 => 0.10190296099801
1211 => 0.10571728206937
1212 => 0.097969402911917
1213 => 0.097809840439303
1214 => 0.094735397956106
1215 => 0.09278553792825
1216 => 0.094868906540391
1217 => 0.096714486722572
1218 => 0.094792745276901
1219 => 0.095043684139529
1220 => 0.09246390326076
1221 => 0.093386053534948
1222 => 0.094180333578135
1223 => 0.09374177882391
1224 => 0.093085241130545
1225 => 0.096563170194352
1226 => 0.096366931806458
1227 => 0.099605659307919
1228 => 0.10213047899893
1229 => 0.10665540725074
1230 => 0.10193340873014
1231 => 0.1017613203358
]
'min_raw' => 0.086148007335453
'max_raw' => 0.24907922407104
'avg_raw' => 0.16761361570324
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.086148'
'max' => '$0.249079'
'avg' => '$0.167613'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01514810398882
'max_diff' => -0.084139089108622
'year' => 2030
]
5 => [
'items' => [
101 => 0.10344351199427
102 => 0.10190270346323
103 => 0.10287644126794
104 => 0.10649852303647
105 => 0.10657505191664
106 => 0.10529309457194
107 => 0.10521508735101
108 => 0.10546130128214
109 => 0.10690338396709
110 => 0.10639947596624
111 => 0.10698261106221
112 => 0.10771183042901
113 => 0.11072819091266
114 => 0.11145542521343
115 => 0.10968862289032
116 => 0.10984814535805
117 => 0.10918731278939
118 => 0.10854895680828
119 => 0.10998388782942
120 => 0.11260625247418
121 => 0.11258993887982
122 => 0.11319827650592
123 => 0.11357726580724
124 => 0.11195036628886
125 => 0.11089131452514
126 => 0.11129742236056
127 => 0.11194679763328
128 => 0.11108683871168
129 => 0.10577877387583
130 => 0.10738890166653
131 => 0.10712089767093
201 => 0.1067392273908
202 => 0.1083582233351
203 => 0.10820206722671
204 => 0.1035245855202
205 => 0.103824022723
206 => 0.10354279528827
207 => 0.1044514986636
208 => 0.10185363049885
209 => 0.10265271724942
210 => 0.1031538969684
211 => 0.10344909567313
212 => 0.10451555581424
213 => 0.10439041902572
214 => 0.10450777713577
215 => 0.10608905599
216 => 0.11408662180534
217 => 0.11452191166704
218 => 0.11237838518826
219 => 0.11323468173734
220 => 0.11159077961458
221 => 0.11269434212278
222 => 0.11344937156344
223 => 0.11003753870491
224 => 0.10983551210564
225 => 0.10818482501405
226 => 0.10907181075737
227 => 0.10766055266321
228 => 0.1080068260358
301 => 0.10703861549846
302 => 0.10878120169689
303 => 0.11072968383725
304 => 0.11122194737379
305 => 0.10992701394192
306 => 0.10898939679697
307 => 0.10734324996072
308 => 0.11008082883617
309 => 0.11088138032556
310 => 0.11007662388
311 => 0.10989014422729
312 => 0.10953676562237
313 => 0.10996511516886
314 => 0.11087702035022
315 => 0.11044698270693
316 => 0.11073103014661
317 => 0.109648534215
318 => 0.11195090486029
319 => 0.11560762354068
320 => 0.11561938048917
321 => 0.11518934052782
322 => 0.11501337744098
323 => 0.11545462453833
324 => 0.11569398298774
325 => 0.11712089518969
326 => 0.11865202883308
327 => 0.12579716146083
328 => 0.12379083681067
329 => 0.13013042354384
330 => 0.13514421355748
331 => 0.1366476299561
401 => 0.13526455761058
402 => 0.13053314182863
403 => 0.13030099599796
404 => 0.1373717287284
405 => 0.13537392287198
406 => 0.13513629022232
407 => 0.13260828031667
408 => 0.13410264727103
409 => 0.13377580729707
410 => 0.13325987440862
411 => 0.13611102245902
412 => 0.14144811708563
413 => 0.14061628083712
414 => 0.13999535366538
415 => 0.13727463154798
416 => 0.13891311395794
417 => 0.13832968175482
418 => 0.14083647675465
419 => 0.13935150692906
420 => 0.13535878752772
421 => 0.13599464125256
422 => 0.13589853324121
423 => 0.13787642930449
424 => 0.13728271400069
425 => 0.13578260079935
426 => 0.14142987547642
427 => 0.14106317287068
428 => 0.14158307332573
429 => 0.1418119495845
430 => 0.14524934616428
501 => 0.1466575375586
502 => 0.14697722165897
503 => 0.14831489457014
504 => 0.14694393913835
505 => 0.15242873834018
506 => 0.15607580976248
507 => 0.16031207089608
508 => 0.1665023870119
509 => 0.16883000313508
510 => 0.16840954011611
511 => 0.17310296714602
512 => 0.18153695118976
513 => 0.17011428942818
514 => 0.18214237999952
515 => 0.17833442539561
516 => 0.16930583353194
517 => 0.16872449865603
518 => 0.17483876589021
519 => 0.18839962213923
520 => 0.18500278145481
521 => 0.1884051781537
522 => 0.1844361016755
523 => 0.18423900357435
524 => 0.1882124089683
525 => 0.19749648725031
526 => 0.19308596966699
527 => 0.18676241120804
528 => 0.19143162836867
529 => 0.18738672034848
530 => 0.17827241048054
531 => 0.18500018395475
601 => 0.1805015134285
602 => 0.18181446465054
603 => 0.19127000096998
604 => 0.19013228582378
605 => 0.19160459457255
606 => 0.189006008168
607 => 0.18657851870669
608 => 0.18204742935941
609 => 0.18070599718369
610 => 0.18107672077738
611 => 0.18070581347148
612 => 0.17817071062455
613 => 0.17762325540612
614 => 0.17671080605751
615 => 0.17699361226441
616 => 0.17527794054256
617 => 0.17851576755757
618 => 0.17911673678319
619 => 0.18147295727235
620 => 0.18171758789999
621 => 0.1882796284236
622 => 0.18466536677381
623 => 0.18709012552883
624 => 0.18687323228306
625 => 0.16950151049471
626 => 0.17189518048515
627 => 0.17561897981524
628 => 0.17394141326453
629 => 0.17156972665193
630 => 0.16965446255047
701 => 0.16675264159094
702 => 0.17083689886694
703 => 0.17620726287253
704 => 0.18185378919362
705 => 0.18863772059336
706 => 0.1871236260786
707 => 0.18172696831491
708 => 0.18196905843993
709 => 0.18346556433384
710 => 0.18152745322933
711 => 0.18095586642818
712 => 0.18338703708467
713 => 0.18340377922084
714 => 0.18117374816655
715 => 0.17869547674108
716 => 0.17868509269331
717 => 0.17824410823041
718 => 0.1845145518318
719 => 0.1879626617992
720 => 0.18835798205006
721 => 0.18793605359657
722 => 0.18809843711258
723 => 0.18609205789646
724 => 0.19067804581123
725 => 0.19488660182901
726 => 0.19375861891356
727 => 0.19206761217108
728 => 0.19072064385077
729 => 0.19344131598457
730 => 0.19332016873718
731 => 0.19484984376366
801 => 0.19478044886863
802 => 0.19426607669121
803 => 0.19375863728341
804 => 0.19577057717699
805 => 0.19519117079841
806 => 0.19461086444168
807 => 0.1934469712028
808 => 0.19360516362419
809 => 0.19191444885786
810 => 0.19113224684511
811 => 0.17936980533846
812 => 0.17622649661902
813 => 0.1772154455301
814 => 0.17754103318968
815 => 0.17617306120672
816 => 0.17813438162712
817 => 0.17782871191715
818 => 0.17901789394783
819 => 0.17827494464334
820 => 0.17830543554195
821 => 0.18049029103295
822 => 0.18112456387703
823 => 0.18080196758932
824 => 0.18102790297128
825 => 0.18623448848711
826 => 0.18549427852399
827 => 0.18510105673402
828 => 0.18520998185716
829 => 0.18654037608691
830 => 0.18691281383441
831 => 0.18533476892753
901 => 0.18607898402818
902 => 0.18924775747181
903 => 0.19035664884003
904 => 0.19389569778936
905 => 0.19239224689411
906 => 0.19515189608017
907 => 0.2036341168444
908 => 0.21041030171589
909 => 0.20417864207038
910 => 0.21662224264495
911 => 0.22631137062073
912 => 0.22593948575093
913 => 0.22424996217479
914 => 0.21321914757315
915 => 0.20306842751655
916 => 0.21155993586624
917 => 0.21158158246731
918 => 0.21085215436933
919 => 0.20632173909912
920 => 0.21069450573817
921 => 0.21104160007442
922 => 0.21084731954596
923 => 0.20737386078041
924 => 0.2020705312479
925 => 0.20310678914417
926 => 0.20480420071736
927 => 0.20159064649217
928 => 0.2005637212011
929 => 0.20247297069773
930 => 0.20862497038377
1001 => 0.20746197047923
1002 => 0.20743159985167
1003 => 0.212407406632
1004 => 0.2088458028236
1005 => 0.2031198596748
1006 => 0.20167398351382
1007 => 0.19654209720123
1008 => 0.20008670935649
1009 => 0.20021427363761
1010 => 0.19827292578523
1011 => 0.20327738935365
1012 => 0.20323127234084
1013 => 0.20798226568296
1014 => 0.21706438056146
1015 => 0.21437835228816
1016 => 0.21125479364535
1017 => 0.21159441107671
1018 => 0.21531917605148
1019 => 0.21306709811962
1020 => 0.21387696104596
1021 => 0.21531795022695
1022 => 0.21618733477758
1023 => 0.21146932001894
1024 => 0.21036932508997
1025 => 0.20811912151105
1026 => 0.20753208539935
1027 => 0.20936482926234
1028 => 0.20888196600624
1029 => 0.20020355235373
1030 => 0.19929660984081
1031 => 0.19932442447286
1101 => 0.19704387440135
1102 => 0.19356548814756
1103 => 0.20270647953887
1104 => 0.20197233000205
1105 => 0.20116188573207
1106 => 0.20126116053081
1107 => 0.20522895507684
1108 => 0.20292743386172
1109 => 0.20904640522403
1110 => 0.20778852866505
1111 => 0.20649839231874
1112 => 0.20632005617717
1113 => 0.2058234637531
1114 => 0.20412046355706
1115 => 0.20206398848591
1116 => 0.20070612551511
1117 => 0.18514079150203
1118 => 0.18802962695548
1119 => 0.19135296881903
1120 => 0.19250017311287
1121 => 0.19053780078413
1122 => 0.2041979499774
1123 => 0.20669379086749
1124 => 0.19913372601175
1125 => 0.19771954655266
1126 => 0.20429066334731
1127 => 0.20032747663377
1128 => 0.20211209936821
1129 => 0.19825472115281
1130 => 0.20609261588382
1201 => 0.20603290425803
1202 => 0.20298378618079
1203 => 0.20556087990022
1204 => 0.2051130464473
1205 => 0.20167059964774
1206 => 0.20620174758754
1207 => 0.20620399498039
1208 => 0.20326928512459
1209 => 0.1998421865036
1210 => 0.19922950221463
1211 => 0.19876792690544
1212 => 0.20199858013723
1213 => 0.20489517372286
1214 => 0.21028501625927
1215 => 0.21164015073243
1216 => 0.21692933079756
1217 => 0.21377988159428
1218 => 0.2151759916339
1219 => 0.21669166657373
1220 => 0.21741833687698
1221 => 0.21623426661311
1222 => 0.22445054036763
1223 => 0.22514424561263
1224 => 0.22537683898075
1225 => 0.22260635769907
1226 => 0.22506719351642
1227 => 0.2239158499318
1228 => 0.22691132608653
1229 => 0.22738105499575
1230 => 0.22698321132073
1231 => 0.22713231069068
]
'min_raw' => 0.10185363049885
'max_raw' => 0.22738105499575
'avg_raw' => 0.1646173427473
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.101853'
'max' => '$0.227381'
'avg' => '$0.164617'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.015705623163398
'max_diff' => -0.021698169075287
'year' => 2031
]
6 => [
'items' => [
101 => 0.22012117049121
102 => 0.21975760588516
103 => 0.21480037668425
104 => 0.21682048422561
105 => 0.21304399000332
106 => 0.21424155522341
107 => 0.2147694305616
108 => 0.21449369844159
109 => 0.21693469807505
110 => 0.21485934972333
111 => 0.20938216420428
112 => 0.20390348642969
113 => 0.20383470609306
114 => 0.20239226694171
115 => 0.20134964763119
116 => 0.2015504930993
117 => 0.20225829872562
118 => 0.20130850868147
119 => 0.20151119454297
120 => 0.20487713033266
121 => 0.20555214475052
122 => 0.20325818201345
123 => 0.19404759060688
124 => 0.19178728837268
125 => 0.19341194879488
126 => 0.1926354657546
127 => 0.15547185544563
128 => 0.1642028944321
129 => 0.15901520754441
130 => 0.16140593233626
131 => 0.15611064736893
201 => 0.158637834905
202 => 0.1581711556452
203 => 0.17221040796522
204 => 0.1719912043506
205 => 0.17209612552092
206 => 0.16708796469089
207 => 0.17506610087951
208 => 0.17899641765052
209 => 0.1782690206182
210 => 0.17845209078008
211 => 0.1753063388585
212 => 0.17212658327579
213 => 0.1685997449737
214 => 0.1751521746086
215 => 0.17442365628691
216 => 0.17609461520426
217 => 0.18034433419984
218 => 0.18097012146505
219 => 0.1818111858956
220 => 0.18150972416829
221 => 0.18869176555165
222 => 0.18782197295149
223 => 0.18991792286146
224 => 0.18560639487654
225 => 0.18072749170762
226 => 0.18165481169667
227 => 0.18156550332469
228 => 0.18042850524598
229 => 0.17940207421914
301 => 0.1776933557546
302 => 0.18309999381915
303 => 0.18288049418741
304 => 0.18643393808488
305 => 0.18580583235969
306 => 0.18161118860333
307 => 0.1817610011257
308 => 0.18276856233607
309 => 0.18625574318929
310 => 0.1872909758919
311 => 0.18681141485716
312 => 0.18794650025541
313 => 0.18884362547303
314 => 0.18805916537036
315 => 0.19916546614416
316 => 0.19455335573429
317 => 0.1968012662572
318 => 0.19733737967146
319 => 0.19596413643409
320 => 0.19626194372012
321 => 0.19671304061083
322 => 0.19945201259739
323 => 0.20663986761806
324 => 0.20982331967733
325 => 0.2194008922664
326 => 0.2095589782996
327 => 0.2089749998547
328 => 0.21070020989297
329 => 0.21632325889178
330 => 0.22088021195918
331 => 0.22239201618856
401 => 0.22259182607464
402 => 0.22542807131181
403 => 0.22705375418892
404 => 0.22508367653936
405 => 0.2234142420071
406 => 0.21743453473036
407 => 0.21812670212984
408 => 0.22289504912291
409 => 0.22963062010486
410 => 0.23541044072408
411 => 0.23338654899031
412 => 0.24882741427407
413 => 0.25035831299667
414 => 0.25014679229309
415 => 0.25363440741146
416 => 0.24671220164196
417 => 0.24375282456408
418 => 0.22377519270186
419 => 0.22938809237813
420 => 0.23754677169163
421 => 0.23646693989101
422 => 0.23054188889142
423 => 0.23540594604159
424 => 0.23379773663461
425 => 0.23252927515066
426 => 0.238340343112
427 => 0.231950835183
428 => 0.23748303146232
429 => 0.23038793251084
430 => 0.23339579395727
501 => 0.23168838632639
502 => 0.23279328831558
503 => 0.22633405386364
504 => 0.22981929998485
505 => 0.22618905616657
506 => 0.22618733495833
507 => 0.22610719712483
508 => 0.23037816287808
509 => 0.23051743891796
510 => 0.22736118877324
511 => 0.22690632381749
512 => 0.22858819796327
513 => 0.2266191638221
514 => 0.2275404625038
515 => 0.22664706902063
516 => 0.22644594732982
517 => 0.22484337547943
518 => 0.22415294346265
519 => 0.22442367964667
520 => 0.22349951747654
521 => 0.22294267634063
522 => 0.22599642740741
523 => 0.2243649314004
524 => 0.22574637724539
525 => 0.22417204535266
526 => 0.21871472510868
527 => 0.21557616252626
528 => 0.20526779047925
529 => 0.20819123200429
530 => 0.21012947675991
531 => 0.20948888687974
601 => 0.21086512181772
602 => 0.21094961146559
603 => 0.2105021834582
604 => 0.20998411914472
605 => 0.20973195408767
606 => 0.21161138582796
607 => 0.21270245921196
608 => 0.2103240055515
609 => 0.20976676713696
610 => 0.21217151510571
611 => 0.21363840997747
612 => 0.22446913753351
613 => 0.22366676225337
614 => 0.22568056674833
615 => 0.22545384326655
616 => 0.22756463120148
617 => 0.23101487738955
618 => 0.22399956218519
619 => 0.22521717833332
620 => 0.22491864697266
621 => 0.2281779340892
622 => 0.22818810922781
623 => 0.22623400378798
624 => 0.22729335604866
625 => 0.22670205467856
626 => 0.2277706161735
627 => 0.22365604604232
628 => 0.22866714832169
629 => 0.2315081204058
630 => 0.23154756730594
701 => 0.23289416552646
702 => 0.23426238730822
703 => 0.23688856987129
704 => 0.2341891445019
705 => 0.22933314104611
706 => 0.22968372881082
707 => 0.22683665576144
708 => 0.22688451557377
709 => 0.22662903614473
710 => 0.22739574914286
711 => 0.2238242964294
712 => 0.22466250924273
713 => 0.2234890063955
714 => 0.22521462736731
715 => 0.22335814445701
716 => 0.2249185030118
717 => 0.22559190203735
718 => 0.22807675893885
719 => 0.22299112907228
720 => 0.21262118550747
721 => 0.21480107336821
722 => 0.21157684799569
723 => 0.2118752623294
724 => 0.21247810677581
725 => 0.21052409068659
726 => 0.21089685537829
727 => 0.2108835376004
728 => 0.21076877218537
729 => 0.21026045713288
730 => 0.20952329973971
731 => 0.21245990790903
801 => 0.21295889486056
802 => 0.21406808104242
803 => 0.21736826675144
804 => 0.21703850037537
805 => 0.21757636301662
806 => 0.21640221189075
807 => 0.21192972783259
808 => 0.21217260523472
809 => 0.20914392013833
810 => 0.21399063075509
811 => 0.21284286570759
812 => 0.21210289411481
813 => 0.21190098600993
814 => 0.215209352241
815 => 0.21619926726962
816 => 0.21558241865451
817 => 0.21431724414857
818 => 0.21674675321524
819 => 0.21739678734873
820 => 0.21754230601888
821 => 0.22184693027287
822 => 0.21778288669627
823 => 0.21876114237827
824 => 0.2263932139539
825 => 0.21947197818869
826 => 0.2231383111355
827 => 0.22295886321643
828 => 0.22483443509007
829 => 0.22280501157895
830 => 0.22283016871561
831 => 0.22449554947716
901 => 0.22215682255057
902 => 0.22157772087395
903 => 0.22077769605531
904 => 0.22252452097849
905 => 0.22357166351784
906 => 0.23201086334354
907 => 0.23746297130522
908 => 0.23722628091969
909 => 0.23938918797758
910 => 0.23841477853804
911 => 0.23526815342155
912 => 0.24063905880535
913 => 0.23893947961369
914 => 0.23907959085726
915 => 0.23907437590978
916 => 0.24020444749244
917 => 0.23940368820659
918 => 0.23782530945791
919 => 0.23887311093113
920 => 0.24198470671072
921 => 0.25164319548599
922 => 0.25704821376258
923 => 0.25131780659899
924 => 0.25527056472723
925 => 0.25290031836202
926 => 0.25246957408874
927 => 0.2549521982998
928 => 0.2574391680159
929 => 0.25728075879645
930 => 0.25547534648987
1001 => 0.25445551488852
1002 => 0.26217802144256
1003 => 0.2678678327221
1004 => 0.26747982573782
1005 => 0.26919236237983
1006 => 0.27422042292753
1007 => 0.2746801257703
1008 => 0.27462221377826
1009 => 0.27348279231741
1010 => 0.27843357090279
1011 => 0.28256359749938
1012 => 0.27321904917028
1013 => 0.27677733084488
1014 => 0.27837475812928
1015 => 0.28072025531811
1016 => 0.28467750222663
1017 => 0.28897612197718
1018 => 0.28958399394188
1019 => 0.28915267969357
1020 => 0.28631762441498
1021 => 0.29102122543924
1022 => 0.29377648460623
1023 => 0.29541717838719
1024 => 0.29957770483029
1025 => 0.27838462329636
1026 => 0.26338310682216
1027 => 0.26104040340018
1028 => 0.26580438293103
1029 => 0.26706060634128
1030 => 0.26655422425978
1031 => 0.24966865358985
1101 => 0.26095150436516
1102 => 0.27309090311035
1103 => 0.27355722685541
1104 => 0.27963446369011
1105 => 0.28161346111784
1106 => 0.28650643333142
1107 => 0.28620037658724
1108 => 0.28739173745706
1109 => 0.28711786422458
1110 => 0.29618106491337
1111 => 0.30617912117143
1112 => 0.30583292027509
1113 => 0.30439558139636
1114 => 0.30653027473397
1115 => 0.31684934024911
1116 => 0.31589932605613
1117 => 0.31682218392259
1118 => 0.32898894372199
1119 => 0.34480746216261
1120 => 0.33745817219366
1121 => 0.35340401672506
1122 => 0.36344108060469
1123 => 0.38079914473272
1124 => 0.37862582961362
1125 => 0.3853831965993
1126 => 0.37473514196588
1127 => 0.35028505620065
1128 => 0.34641573653714
1129 => 0.35416221249028
1130 => 0.373206167731
1201 => 0.35356245056806
1202 => 0.35753634896609
1203 => 0.35639186596012
1204 => 0.35633088132447
1205 => 0.35865841682474
1206 => 0.35528220518552
1207 => 0.34152691159844
1208 => 0.34783088158894
1209 => 0.3453966160341
1210 => 0.34809761515371
1211 => 0.36267379342548
1212 => 0.35622931755884
1213 => 0.34944058574005
1214 => 0.35795516198101
1215 => 0.36879714346158
1216 => 0.36811867174544
1217 => 0.36680215303695
1218 => 0.37422330006603
1219 => 0.38648086076601
1220 => 0.38979403016834
1221 => 0.39223974408638
1222 => 0.392576966715
1223 => 0.3960505693725
1224 => 0.37737213242253
1225 => 0.40701529155842
1226 => 0.41213384626545
1227 => 0.41117177012288
1228 => 0.41686082825803
1229 => 0.4151869630372
1230 => 0.41276179495361
1231 => 0.42178016219519
]
'min_raw' => 0.15547185544563
'max_raw' => 0.42178016219519
'avg_raw' => 0.28862600882041
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.155471'
'max' => '$0.42178'
'avg' => '$0.288626'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.053618224946782
'max_diff' => 0.19439910719944
'year' => 2032
]
7 => [
'items' => [
101 => 0.41144133189743
102 => 0.3967666639123
103 => 0.38871585082363
104 => 0.39931781093936
105 => 0.40579205802461
106 => 0.41007112350851
107 => 0.41136596613845
108 => 0.37882208631226
109 => 0.36128274005227
110 => 0.37252525991591
111 => 0.38624191006683
112 => 0.37729593573837
113 => 0.37764660099507
114 => 0.36489199256338
115 => 0.3873704098984
116 => 0.38409549356593
117 => 0.40108576529198
118 => 0.39703090058911
119 => 0.41088580762315
120 => 0.40723734627259
121 => 0.42238190535604
122 => 0.428423479997
123 => 0.43856822411518
124 => 0.44603073918505
125 => 0.45041287076924
126 => 0.45014978402589
127 => 0.46751397253175
128 => 0.45727491722838
129 => 0.4444122506073
130 => 0.44417960554932
131 => 0.45084136285777
201 => 0.46480257861242
202 => 0.46842251873018
203 => 0.47044557141469
204 => 0.46734719580539
205 => 0.45623343511329
206 => 0.45143456959448
207 => 0.45552334205302
208 => 0.45052312468845
209 => 0.4591549026729
210 => 0.47100817749384
211 => 0.46856052311625
212 => 0.4767426647277
213 => 0.48521032050915
214 => 0.49731944858284
215 => 0.50048522306102
216 => 0.50571812788982
217 => 0.51110450587835
218 => 0.51283446532131
219 => 0.51613749467281
220 => 0.51612008607771
221 => 0.52607398734796
222 => 0.53705344869572
223 => 0.54119794117938
224 => 0.55072797311691
225 => 0.53440812739604
226 => 0.5467869178442
227 => 0.55795289668966
228 => 0.54464035639083
301 => 0.5629885917687
302 => 0.56370101217042
303 => 0.57445771441205
304 => 0.56355373595536
305 => 0.55707898835451
306 => 0.57577134207253
307 => 0.58481598323306
308 => 0.58209166370778
309 => 0.56135945760414
310 => 0.54929242440567
311 => 0.51771067096842
312 => 0.55512062214507
313 => 0.57334191809998
314 => 0.56131226884956
315 => 0.56737932420856
316 => 0.60047921099797
317 => 0.61308150482841
318 => 0.61046031580836
319 => 0.61090325360431
320 => 0.6177032226074
321 => 0.64785802997846
322 => 0.62978857041876
323 => 0.64360199520242
324 => 0.65092858589966
325 => 0.6577339316546
326 => 0.64102215333209
327 => 0.61928037527929
328 => 0.61239384151221
329 => 0.56011615731008
330 => 0.55739487681688
331 => 0.55586733961281
401 => 0.54623643361559
402 => 0.53866917962894
403 => 0.53265141830462
404 => 0.51685901553398
405 => 0.52218848787823
406 => 0.49701869399245
407 => 0.51312143615784
408 => 0.47294983737021
409 => 0.50640593854606
410 => 0.4881973037383
411 => 0.50042391229205
412 => 0.50038125480662
413 => 0.4778681920094
414 => 0.4648831272236
415 => 0.4731577158914
416 => 0.48202873178094
417 => 0.48346802426333
418 => 0.49496952792133
419 => 0.49817935036828
420 => 0.48845343850173
421 => 0.47211737027524
422 => 0.47591186633821
423 => 0.464806231882
424 => 0.44534403466955
425 => 0.45932212448489
426 => 0.46409485892108
427 => 0.46620277034478
428 => 0.44706393463478
429 => 0.44105009693036
430 => 0.43784838019752
501 => 0.46964678692029
502 => 0.47138877542141
503 => 0.46247651595733
504 => 0.50276077383006
505 => 0.49364320558782
506 => 0.50382976317286
507 => 0.47556755559252
508 => 0.4766472099822
509 => 0.4632674279917
510 => 0.47075921186903
511 => 0.465464260496
512 => 0.47015394976699
513 => 0.47296493017971
514 => 0.48634251667964
515 => 0.50655868909517
516 => 0.48434435135975
517 => 0.47466524629324
518 => 0.48067010863915
519 => 0.4966618483778
520 => 0.52089015268395
521 => 0.50654650889464
522 => 0.51291197443747
523 => 0.51430254547872
524 => 0.50372607357905
525 => 0.52128012228901
526 => 0.53068747960152
527 => 0.54033748162584
528 => 0.54871630799664
529 => 0.53648305860923
530 => 0.54957438902118
531 => 0.53902508764006
601 => 0.52956127373446
602 => 0.52957562643366
603 => 0.52363883772642
604 => 0.51213556152262
605 => 0.51001418089872
606 => 0.52104987080509
607 => 0.52989944902628
608 => 0.5306283426752
609 => 0.53552792388619
610 => 0.53842744557716
611 => 0.56684669985723
612 => 0.57827715902508
613 => 0.592254108128
614 => 0.59769891750128
615 => 0.61408584164265
616 => 0.60085206951759
617 => 0.597988859674
618 => 0.55823954182907
619 => 0.56474849039938
620 => 0.57516994508056
621 => 0.5584113877783
622 => 0.56904083509843
623 => 0.5711393131619
624 => 0.55784193841391
625 => 0.56494464081246
626 => 0.54608196904642
627 => 0.50696984379394
628 => 0.52132366526521
629 => 0.53189290931213
630 => 0.51680929487878
701 => 0.54384608993407
702 => 0.52805175241551
703 => 0.52304570568403
704 => 0.5035153326
705 => 0.51273291690266
706 => 0.5251998316551
707 => 0.5174967277725
708 => 0.53348182495577
709 => 0.55612098563699
710 => 0.57225499972375
711 => 0.57349356898848
712 => 0.56312047882569
713 => 0.57974342201174
714 => 0.57986450200518
715 => 0.56111375418459
716 => 0.54962902554908
717 => 0.54701967103901
718 => 0.55353835019924
719 => 0.56145323011431
720 => 0.57393278973901
721 => 0.58147392625403
722 => 0.60113721077546
723 => 0.60645753177642
724 => 0.61230295153592
725 => 0.62011423499532
726 => 0.62949368356029
727 => 0.60897198407243
728 => 0.60978734945032
729 => 0.5906778270295
730 => 0.57025656174013
731 => 0.58575375654811
801 => 0.60601427725411
802 => 0.60136649141826
803 => 0.60084352056608
804 => 0.60172301247943
805 => 0.5982187337417
806 => 0.58236901088558
807 => 0.57440937929175
808 => 0.58467933476638
809 => 0.59013735903801
810 => 0.59860227869358
811 => 0.59755879867326
812 => 0.61936352264
813 => 0.62783617903285
814 => 0.62566851096215
815 => 0.626067414055
816 => 0.64140675374744
817 => 0.65846725426124
818 => 0.67444666432375
819 => 0.69070160657095
820 => 0.67110563925075
821 => 0.66115601555679
822 => 0.67142148749013
823 => 0.66597448358532
824 => 0.69727458370868
825 => 0.69944173473036
826 => 0.73073957150021
827 => 0.76044494547188
828 => 0.74178753230733
829 => 0.75938063257315
830 => 0.77840900489716
831 => 0.8151178223523
901 => 0.80275558406518
902 => 0.79328630327821
903 => 0.78433787868976
904 => 0.80295812973593
905 => 0.82691278524105
906 => 0.83207238860201
907 => 0.84043291716696
908 => 0.83164284365771
909 => 0.84222951900476
910 => 0.87960513500072
911 => 0.86950591363492
912 => 0.85516339576464
913 => 0.88466785500113
914 => 0.89534540410314
915 => 0.97028603557688
916 => 1.0649016784556
917 => 1.025730181024
918 => 1.0014151685119
919 => 1.007129773212
920 => 1.0416802030497
921 => 1.0527767045377
922 => 1.0226125882998
923 => 1.0332670640986
924 => 1.0919742732747
925 => 1.1234688074449
926 => 1.0806949997615
927 => 0.96268376079678
928 => 0.85387200895531
929 => 0.88273378540071
930 => 0.879461755637
1001 => 0.94253532802324
1002 => 0.86926505054538
1003 => 0.87049873410601
1004 => 0.93487660117313
1005 => 0.91770168995567
1006 => 0.88988053337983
1007 => 0.85407513418705
1008 => 0.78788554218064
1009 => 0.72925957470723
1010 => 0.84423859767655
1011 => 0.83928049313033
1012 => 0.83210042299747
1013 => 0.84807889211341
1014 => 0.92566580257282
1015 => 0.92387717316241
1016 => 0.91249882542012
1017 => 0.9211292018985
1018 => 0.88836758665591
1019 => 0.89681100087204
1020 => 0.85385477261788
1021 => 0.87327278179932
1022 => 0.88982084167293
1023 => 0.89314310969077
1024 => 0.90062834917418
1025 => 0.83666779733248
1026 => 0.86538420732626
1027 => 0.88225240783386
1028 => 0.80604126427012
1029 => 0.88074595856312
1030 => 0.8355543864243
1031 => 0.82021568808575
1101 => 0.84086722467877
1102 => 0.83281930078419
1103 => 0.82590016840958
1104 => 0.82203917365876
1105 => 0.83720338290575
1106 => 0.83649595441923
1107 => 0.81168436484497
1108 => 0.77931865769512
1109 => 0.79018165138273
1110 => 0.78623502393492
1111 => 0.77193193693895
1112 => 0.78157049061292
1113 => 0.73912717819314
1114 => 0.66610566518631
1115 => 0.71434591338806
1116 => 0.71248871630758
1117 => 0.71155223332243
1118 => 0.7478034465835
1119 => 0.74431872888624
1120 => 0.73799393214325
1121 => 0.7718157770868
1122 => 0.75947034871439
1123 => 0.79751605000941
1124 => 0.82257540952398
1125 => 0.81621954536573
1126 => 0.83978799411158
1127 => 0.79043191281713
1128 => 0.80682602320087
1129 => 0.8102048266297
1130 => 0.77139842077023
1201 => 0.74488887179774
1202 => 0.74312098711226
1203 => 0.69715708243485
1204 => 0.72171062930585
1205 => 0.74331673445752
1206 => 0.73296908679136
1207 => 0.72969333066744
1208 => 0.74642845827975
1209 => 0.7477289210219
1210 => 0.71807823268397
1211 => 0.72424354970461
1212 => 0.74995394657934
1213 => 0.72359571366945
1214 => 0.67238597271843
1215 => 0.65968524893252
1216 => 0.65799073825869
1217 => 0.62354536804419
1218 => 0.66053397202677
1219 => 0.64438745515541
1220 => 0.69539410848704
1221 => 0.66625938165819
1222 => 0.66500344181543
1223 => 0.6631049045368
1224 => 0.63345635147285
1225 => 0.63994750033001
1226 => 0.6615250677611
1227 => 0.66922418690921
1228 => 0.66842110570504
1229 => 0.66141932590909
1230 => 0.66462470484476
1231 => 0.65429906246491
]
'min_raw' => 0.36128274005227
'max_raw' => 1.1234688074449
'avg_raw' => 0.74237577374859
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.361282'
'max' => '$1.12'
'avg' => '$0.742375'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.20581088460663
'max_diff' => 0.70168864524972
'year' => 2033
]
8 => [
'items' => [
101 => 0.65065286323092
102 => 0.63914445548234
103 => 0.62223027537072
104 => 0.62458229585593
105 => 0.59107087921884
106 => 0.57281208084945
107 => 0.5677582861079
108 => 0.56100014056687
109 => 0.56852163662949
110 => 0.59097594558599
111 => 0.56389128503707
112 => 0.51745653429397
113 => 0.5202473419346
114 => 0.52651745810486
115 => 0.51483313810255
116 => 0.50377490981101
117 => 0.51338914212808
118 => 0.49371412609973
119 => 0.52889508979338
120 => 0.52794354331898
121 => 0.54105683100777
122 => 0.54925683891133
123 => 0.53035847547772
124 => 0.52560558818077
125 => 0.5283130487918
126 => 0.48356475583462
127 => 0.53739994079707
128 => 0.53786550971218
129 => 0.53387902600592
130 => 0.56254460002357
131 => 0.62303790221754
201 => 0.60027788859473
202 => 0.59146452339492
203 => 0.57471030970755
204 => 0.59703430467919
205 => 0.59532017017394
206 => 0.58756820387499
207 => 0.58287979046978
208 => 0.59151833592349
209 => 0.58180937908952
210 => 0.58006538365785
211 => 0.56949866882765
212 => 0.56572683238817
213 => 0.56293431484951
214 => 0.55986002742655
215 => 0.5666411394169
216 => 0.55127424751718
217 => 0.53274328232111
218 => 0.53120263307288
219 => 0.53545650110251
220 => 0.53357448116263
221 => 0.53119362268547
222 => 0.52664791546436
223 => 0.52529930123552
224 => 0.52968164322463
225 => 0.52473423462533
226 => 0.53203440551289
227 => 0.53004916296835
228 => 0.51895975949417
301 => 0.50513825694233
302 => 0.50501521657804
303 => 0.50203739652505
304 => 0.49824469496933
305 => 0.49718965216179
306 => 0.51257945829861
307 => 0.54443589642371
308 => 0.53818171535979
309 => 0.54270100213273
310 => 0.56493142015304
311 => 0.57199780154971
312 => 0.56698225141077
313 => 0.56011665703493
314 => 0.56041870834399
315 => 0.58388052268298
316 => 0.58534380726445
317 => 0.58904105532834
318 => 0.59379306393262
319 => 0.56779153902435
320 => 0.55919403885909
321 => 0.55512006630964
322 => 0.54257380768314
323 => 0.5561038719769
324 => 0.54822048292804
325 => 0.54928422144565
326 => 0.54859146034058
327 => 0.54896975474825
328 => 0.52888525599704
329 => 0.5362029917318
330 => 0.52403583677457
331 => 0.50774538211408
401 => 0.50769077079789
402 => 0.51167783649737
403 => 0.50930617380542
404 => 0.50292409048241
405 => 0.50383063529586
406 => 0.49588834881876
407 => 0.50479497267392
408 => 0.50505038277665
409 => 0.50162084744534
410 => 0.51534273037146
411 => 0.52096459700228
412 => 0.51870720337944
413 => 0.52080621224795
414 => 0.53844160481893
415 => 0.54131694329413
416 => 0.54259397871061
417 => 0.5408829204273
418 => 0.5211285548504
419 => 0.52200474496579
420 => 0.51557584326038
421 => 0.51014409878028
422 => 0.51036134007373
423 => 0.51315396281386
424 => 0.52534951010516
425 => 0.55101432041291
426 => 0.55198828120335
427 => 0.55316875009382
428 => 0.54836718986018
429 => 0.54691899334897
430 => 0.54882953835849
501 => 0.55846789171846
502 => 0.58326035334772
503 => 0.5744970415751
504 => 0.56737233269489
505 => 0.57362262319056
506 => 0.57266043996015
507 => 0.56453864518849
508 => 0.56431069345973
509 => 0.54872237259807
510 => 0.5429597253044
511 => 0.53814402589914
512 => 0.53288540786561
513 => 0.52976792282486
514 => 0.53455779671906
515 => 0.53565329755079
516 => 0.52518015456845
517 => 0.52375270387955
518 => 0.53230529851742
519 => 0.52854162049016
520 => 0.53241265667592
521 => 0.53331077027615
522 => 0.53316615330121
523 => 0.52923644118508
524 => 0.5317411225022
525 => 0.52581680450577
526 => 0.51937499848845
527 => 0.5152655275881
528 => 0.51167946918533
529 => 0.51366922281013
530 => 0.50657611445239
531 => 0.50430688633268
601 => 0.53089259282907
602 => 0.55053174006246
603 => 0.55024617908373
604 => 0.54850790006604
605 => 0.54592517004277
606 => 0.55827894893043
607 => 0.55397513938757
608 => 0.55710652042532
609 => 0.55790358832307
610 => 0.56031607278809
611 => 0.56117832862428
612 => 0.55857199261212
613 => 0.54982481061815
614 => 0.5280276647463
615 => 0.51788103450268
616 => 0.5145324775168
617 => 0.51465419120342
618 => 0.51129678437256
619 => 0.51228569115267
620 => 0.51095288295145
621 => 0.50842886665929
622 => 0.51351337191658
623 => 0.51409931378203
624 => 0.51291252949967
625 => 0.51319206016038
626 => 0.5033659931846
627 => 0.50411304771568
628 => 0.49995335315556
629 => 0.49917346057141
630 => 0.48865811494948
701 => 0.47002865595651
702 => 0.48035118464395
703 => 0.4678830215567
704 => 0.46316113927206
705 => 0.4855137956042
706 => 0.48327020887463
707 => 0.47943016365732
708 => 0.47374993644536
709 => 0.47164308491875
710 => 0.45884252199121
711 => 0.4580861964451
712 => 0.46443050107626
713 => 0.46150282278317
714 => 0.4573912536612
715 => 0.44249956708449
716 => 0.42575638090429
717 => 0.42626175245115
718 => 0.43158744845702
719 => 0.44707262786205
720 => 0.44102230037218
721 => 0.43663271835877
722 => 0.43581068159801
723 => 0.44610019270946
724 => 0.46066200665137
725 => 0.46749408395069
726 => 0.46072370284034
727 => 0.45294625356396
728 => 0.45341963086419
729 => 0.4565687979658
730 => 0.45689973090136
731 => 0.45183741095714
801 => 0.45326242436873
802 => 0.45109769869057
803 => 0.43781278119949
804 => 0.437572499169
805 => 0.43431216616845
806 => 0.43421344458094
807 => 0.42866680481883
808 => 0.427890791574
809 => 0.41687760166936
810 => 0.4241265166156
811 => 0.41926432505478
812 => 0.41193585549757
813 => 0.41067242458364
814 => 0.41063444432473
815 => 0.41815914394417
816 => 0.42403858611945
817 => 0.41934890495866
818 => 0.418281155464
819 => 0.42968192660652
820 => 0.4282310745583
821 => 0.42697464604153
822 => 0.45935815592824
823 => 0.43372408093612
824 => 0.42254616109771
825 => 0.40871136266827
826 => 0.413216042798
827 => 0.41416524508886
828 => 0.38089504877591
829 => 0.36739733427528
830 => 0.36276542730931
831 => 0.36009969936484
901 => 0.36131450506324
902 => 0.34916497888867
903 => 0.3573296614126
904 => 0.34680919871931
905 => 0.34504540891223
906 => 0.36385729944308
907 => 0.36647486411297
908 => 0.35530752001759
909 => 0.36247876275561
910 => 0.35987837045108
911 => 0.34698954185662
912 => 0.34649728340812
913 => 0.34003012228366
914 => 0.32991026741302
915 => 0.32528522218519
916 => 0.32287645847405
917 => 0.32387036132713
918 => 0.32336781363068
919 => 0.32008834997499
920 => 0.32355578864863
921 => 0.31469791568207
922 => 0.31117063929406
923 => 0.30957745038179
924 => 0.30171557828383
925 => 0.31422731298207
926 => 0.31669228233631
927 => 0.31916210844164
928 => 0.34066025846664
929 => 0.33958627164453
930 => 0.34929458946359
1001 => 0.34891734208559
1002 => 0.34614837257927
1003 => 0.3344665457055
1004 => 0.33912271368884
1005 => 0.32479175236527
1006 => 0.33552948299954
1007 => 0.33062923115641
1008 => 0.33387270292217
1009 => 0.32804064823528
1010 => 0.33126834809864
1011 => 0.31727681801453
1012 => 0.30421172408813
1013 => 0.30946949927798
1014 => 0.31518530220888
1015 => 0.32757861932255
1016 => 0.32019726189229
1017 => 0.32285187714424
1018 => 0.31395936042744
1019 => 0.29561155841886
1020 => 0.29571540498566
1021 => 0.29289299537524
1022 => 0.29045402139328
1023 => 0.3210450995865
1024 => 0.31724061543979
1025 => 0.31117866787059
1026 => 0.31929282558419
1027 => 0.32143833767266
1028 => 0.32149941738559
1029 => 0.32741929739671
1030 => 0.33057873841984
1031 => 0.33113560359396
1101 => 0.34045066269893
1102 => 0.34357294764232
1103 => 0.35643319744182
1104 => 0.33031068192281
1105 => 0.32977270590609
1106 => 0.31940700842328
1107 => 0.31283291920448
1108 => 0.31985714193647
1109 => 0.32607964437498
1110 => 0.3196003589192
1111 => 0.32044641681454
1112 => 0.31174850546723
1113 => 0.31485759949912
1114 => 0.31753557011959
1115 => 0.31605695214681
1116 => 0.31384338947563
1117 => 0.32556947013551
1118 => 0.3249078387098
1119 => 0.33582743460171
1120 => 0.34434004046724
1121 => 0.3595961519886
1122 => 0.34367560429698
1123 => 0.34309539626065
1124 => 0.34876702288406
1125 => 0.34357207934583
1126 => 0.34685510433864
1127 => 0.35906720590689
1128 => 0.35932522836945
1129 => 0.35500301967841
1130 => 0.35474001288676
1201 => 0.35557014034565
1202 => 0.36043222280097
1203 => 0.35873326179438
1204 => 0.36069934248363
1205 => 0.36315795649124
1206 => 0.37332782645745
1207 => 0.37577974767637
1208 => 0.36982285028979
1209 => 0.37036069142725
1210 => 0.36813264828418
1211 => 0.36598038652527
1212 => 0.37081835664671
1213 => 0.37965984213417
1214 => 0.37960483971183
1215 => 0.381655892491
1216 => 0.38293368138059
1217 => 0.37744847606785
1218 => 0.37387780910585
1219 => 0.37524703002652
1220 => 0.37743644409643
1221 => 0.37453703255183
1222 => 0.3566405213605
1223 => 0.36206917962239
1224 => 0.36116558543979
1225 => 0.35987875744295
1226 => 0.36533731530385
1227 => 0.36481082408193
1228 => 0.34904036793712
1229 => 0.35004994137239
1230 => 0.34910176344153
1231 => 0.35216552031509
]
'min_raw' => 0.29045402139328
'max_raw' => 0.65065286323092
'avg_raw' => 0.4705534423121
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.290454'
'max' => '$0.650652'
'avg' => '$0.470553'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.070828718658987
'max_diff' => -0.47281594421399
'year' => 2034
]
9 => [
'items' => [
101 => 0.34340662642027
102 => 0.34610080319026
103 => 0.34779056560407
104 => 0.34878584864716
105 => 0.3523814934708
106 => 0.35195958605152
107 => 0.35235526711323
108 => 0.35768665917165
109 => 0.38465101069028
110 => 0.38611862084995
111 => 0.37889157167053
112 => 0.38177863527047
113 => 0.37623610448999
114 => 0.37995684253465
115 => 0.38250247700831
116 => 0.37099924431921
117 => 0.37031809753473
118 => 0.36475269075814
119 => 0.36774322511912
120 => 0.36298506992376
121 => 0.3641525547755
122 => 0.36088816535054
123 => 0.36676341638202
124 => 0.37333285995692
125 => 0.37499256083913
126 => 0.3706266023642
127 => 0.36746536069766
128 => 0.36191526170896
129 => 0.37114520001919
130 => 0.37384431525837
131 => 0.37113102271589
201 => 0.37050229354718
202 => 0.36931085290857
203 => 0.37075506331096
204 => 0.37382961529711
205 => 0.37237971335851
206 => 0.37333739913294
207 => 0.36968768852207
208 => 0.37745029189905
209 => 0.38977917423392
210 => 0.3898188136066
211 => 0.38836890385248
212 => 0.38777563201984
213 => 0.38926332741545
214 => 0.3900703411391
215 => 0.39488127525182
216 => 0.40004359923084
217 => 0.42413391274252
218 => 0.41736944910739
219 => 0.43874380839411
220 => 0.45564815147672
221 => 0.46071702482986
222 => 0.45605389985389
223 => 0.44010160120816
224 => 0.43931890533215
225 => 0.46315837439562
226 => 0.45642263246833
227 => 0.45562143739904
228 => 0.44709807550214
301 => 0.45213643802211
302 => 0.45103447423068
303 => 0.44929497047598
304 => 0.45890781518871
305 => 0.47690220234638
306 => 0.47409760835756
307 => 0.47200410904628
308 => 0.46283100447274
309 => 0.46835526231309
310 => 0.46638817990633
311 => 0.47484001426712
312 => 0.46983333482284
313 => 0.45637160259845
314 => 0.45851542782563
315 => 0.45819139295532
316 => 0.46486000762497
317 => 0.46285825502633
318 => 0.45780051863346
319 => 0.47684069948732
320 => 0.47560433604972
321 => 0.4773572167322
322 => 0.47812888901827
323 => 0.48971831157839
324 => 0.49446612718111
325 => 0.49554396444514
326 => 0.50005402205849
327 => 0.49543175010315
328 => 0.51392413354856
329 => 0.52622048947927
330 => 0.54050333965748
331 => 0.56137442263605
401 => 0.56922214290431
402 => 0.56780452248007
403 => 0.58362873939604
404 => 0.61206450544147
405 => 0.57355220380751
406 => 0.61410575094324
407 => 0.60126696613329
408 => 0.57082643830876
409 => 0.56886642718711
410 => 0.58948110605167
411 => 0.63520247968397
412 => 0.62374979415661
413 => 0.63522121217468
414 => 0.62183919371635
415 => 0.62117466370739
416 => 0.63457127740738
417 => 0.66587319552882
418 => 0.65100282756418
419 => 0.62968250872306
420 => 0.64542510037444
421 => 0.63178741057793
422 => 0.60105787851737
423 => 0.62374103650382
424 => 0.60857345473743
425 => 0.61300016144986
426 => 0.6448801623153
427 => 0.64104427626715
428 => 0.64600826800694
429 => 0.6372469525165
430 => 0.62906250231578
501 => 0.61378561823088
502 => 0.60926288599463
503 => 0.61051280647387
504 => 0.60926226659611
505 => 0.60071499035243
506 => 0.5988692068614
507 => 0.59579282017738
508 => 0.59674632104887
509 => 0.59096181405425
510 => 0.60187837389322
511 => 0.60390458359573
512 => 0.61184874548099
513 => 0.61267353472166
514 => 0.63479791249405
515 => 0.62261217700208
516 => 0.63078742043588
517 => 0.63005614971479
518 => 0.57148617685047
519 => 0.57955660234393
520 => 0.59211165177271
521 => 0.58645561902301
522 => 0.57845931202277
523 => 0.57200186538522
524 => 0.56221817342151
525 => 0.57598853198127
526 => 0.59409508917298
527 => 0.61313274689241
528 => 0.63600524524557
529 => 0.63090036987838
530 => 0.61270516144548
531 => 0.61352138520417
601 => 0.61856695930819
602 => 0.61203248240474
603 => 0.61010533759777
604 => 0.61830219920504
605 => 0.61835864648601
606 => 0.61083994109067
607 => 0.60248427595231
608 => 0.60244926541029
609 => 0.60096245550507
610 => 0.62210369389553
611 => 0.63372923738998
612 => 0.63506208721612
613 => 0.63363952597709
614 => 0.63418701333856
615 => 0.6274223657305
616 => 0.64288434416858
617 => 0.65707378461455
618 => 0.65327071146185
619 => 0.64756936416725
620 => 0.64302796643301
621 => 0.65220090248336
622 => 0.65179244608058
623 => 0.65694985223085
624 => 0.65671588249725
625 => 0.65498164078877
626 => 0.65327077339708
627 => 0.66005416921745
628 => 0.65810066015919
629 => 0.65614411676178
630 => 0.65221996944648
701 => 0.65275332623982
702 => 0.64705296336321
703 => 0.64441571466564
704 => 0.60475782189851
705 => 0.5941599370921
706 => 0.59749424739204
707 => 0.5985919889181
708 => 0.5939797758688
709 => 0.60059250460118
710 => 0.59956191783285
711 => 0.60357132807533
712 => 0.60106642262419
713 => 0.60116922481765
714 => 0.6085356176473
715 => 0.61067411282463
716 => 0.60958645691767
717 => 0.61034821383224
718 => 0.62790258041106
719 => 0.62540691084059
720 => 0.62408113612182
721 => 0.62444838477943
722 => 0.62893390181018
723 => 0.63018960167864
724 => 0.62486911309951
725 => 0.6273782862708
726 => 0.63806202717269
727 => 0.64180073184099
728 => 0.65373288246214
729 => 0.64866389280121
730 => 0.65796824270458
731 => 0.68656664222091
801 => 0.70941302261328
802 => 0.68840254703786
803 => 0.73035701515945
804 => 0.76302458660311
805 => 0.76177075080042
806 => 0.75607440410467
807 => 0.71888324252838
808 => 0.68465938115689
809 => 0.71328909441605
810 => 0.71336207744291
811 => 0.71090275968351
812 => 0.69562814829651
813 => 0.71037123631688
814 => 0.71154148910491
815 => 0.71088645873894
816 => 0.69917545000175
817 => 0.68129490421626
818 => 0.68478872006276
819 => 0.69051166169125
820 => 0.67967693925783
821 => 0.67621458894137
822 => 0.68265175691877
823 => 0.70339365337917
824 => 0.69947251800296
825 => 0.69937012131173
826 => 0.71614640127135
827 => 0.70413820536807
828 => 0.68483278826934
829 => 0.67995791584474
830 => 0.66265540284496
831 => 0.67460631020334
901 => 0.67503640208338
902 => 0.66849101225851
903 => 0.68536391057992
904 => 0.68520842385147
905 => 0.70122672960817
906 => 0.73184771401407
907 => 0.72279158215811
908 => 0.71226028611398
909 => 0.71340532999514
910 => 0.72596363516238
911 => 0.71837059718005
912 => 0.72110110657903
913 => 0.72595950220937
914 => 0.72889069292034
915 => 0.7129835767603
916 => 0.70927486705808
917 => 0.70168814858755
918 => 0.69970891535139
919 => 0.70588813924356
920 => 0.70426013206318
921 => 0.67500025452626
922 => 0.67194243452323
923 => 0.67203621349716
924 => 0.66434717970813
925 => 0.6526195576003
926 => 0.68343904827975
927 => 0.68096381185969
928 => 0.67823134242003
929 => 0.67856605433514
930 => 0.69194375066963
1001 => 0.68418401120577
1002 => 0.70481455036674
1003 => 0.70057353172602
1004 => 0.69622374695999
1005 => 0.69562247420764
1006 => 0.69394817817891
1007 => 0.68820639411831
1008 => 0.68127284483739
1009 => 0.67669471502838
1010 => 0.62421510466638
1011 => 0.63395501508972
1012 => 0.645159894211
1013 => 0.64902777358293
1014 => 0.64241149826814
1015 => 0.68846764499441
1016 => 0.69688254680937
1017 => 0.67139326032139
1018 => 0.66662525554019
1019 => 0.68878023459408
1020 => 0.67541807388855
1021 => 0.68143505403607
1022 => 0.6684296340693
1023 => 0.69485564337923
1024 => 0.69465432146397
1025 => 0.68437400698391
1026 => 0.6930628583859
1027 => 0.69155295663267
1028 => 0.67994650690399
1029 => 0.69522358853768
1030 => 0.69523116577958
1031 => 0.68533658660583
1101 => 0.6737818843328
1102 => 0.67171617647627
1103 => 0.67015994309518
1104 => 0.68105231602316
1105 => 0.69081838353083
1106 => 0.70899061394913
1107 => 0.71355954443784
1108 => 0.73139238430619
1109 => 0.7207737964298
1110 => 0.72548087890167
1111 => 0.73059108278236
1112 => 0.73304110244428
1113 => 0.72904892688048
1114 => 0.75675066748576
1115 => 0.75908954315224
1116 => 0.75987374793202
1117 => 0.750532876862
1118 => 0.75882975663027
1119 => 0.75494792135048
1120 => 0.7650473783436
1121 => 0.76663110215647
1122 => 0.76528974442958
1123 => 0.76579244336516
1124 => 0.74215389468047
1125 => 0.74092811122789
1126 => 0.72421446687435
1127 => 0.73102540048944
1128 => 0.71829268655257
1129 => 0.72233036130344
1130 => 0.72411012986124
1201 => 0.72318047976762
1202 => 0.73141048045699
1203 => 0.72441329859297
1204 => 0.70594658521059
1205 => 0.68747484058451
1206 => 0.68724294287748
1207 => 0.68237965857081
1208 => 0.67886439477204
1209 => 0.67954155929036
1210 => 0.6819279753769
1211 => 0.67872569193082
1212 => 0.67940906146393
1213 => 0.69075754898101
1214 => 0.69303340721885
1215 => 0.68529915169145
1216 => 0.65424499970122
1217 => 0.64662423290938
1218 => 0.65210188895298
1219 => 0.64948392217037
1220 => 0.52418421533327
1221 => 0.55362152285782
1222 => 0.53613087432324
1223 => 0.54419136987402
1224 => 0.52633794690169
1225 => 0.53485853612215
1226 => 0.53328509441523
1227 => 0.58061941380146
1228 => 0.57988035351047
1229 => 0.58023410256157
1230 => 0.56334873866451
1231 => 0.59024758184011
]
'min_raw' => 0.34340662642027
'max_raw' => 0.76663110215647
'avg_raw' => 0.55501886428837
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.3434066'
'max' => '$0.766631'
'avg' => '$0.555018'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.052952605026989
'max_diff' => 0.11597823892555
'year' => 2035
]
10 => [
'items' => [
101 => 0.60349891923953
102 => 0.60104644935982
103 => 0.60166368319216
104 => 0.59105756095915
105 => 0.58033679300862
106 => 0.56844581143712
107 => 0.59053778542723
108 => 0.5880815350421
109 => 0.59371528969459
110 => 0.60804351399409
111 => 0.61015339944982
112 => 0.61298910689867
113 => 0.61197270763766
114 => 0.63618746159575
115 => 0.63325489511733
116 => 0.64032153657336
117 => 0.62578491895094
118 => 0.60933535628276
119 => 0.61246188036926
120 => 0.61216077095781
121 => 0.60832730255277
122 => 0.60486661868266
123 => 0.59910555508055
124 => 0.61733441279461
125 => 0.61659435446122
126 => 0.62857503865506
127 => 0.62645733634964
128 => 0.6123148020644
129 => 0.61281990544314
130 => 0.61621696840958
131 => 0.62797424212341
201 => 0.63146460145791
202 => 0.6298477279474
203 => 0.63367474761673
204 => 0.6366994679232
205 => 0.63405460591781
206 => 0.67150027439382
207 => 0.65595022213968
208 => 0.66352920941178
209 => 0.66533675321819
210 => 0.66070676776662
211 => 0.66171084582372
212 => 0.66323175048532
213 => 0.67246638576693
214 => 0.69670074080913
215 => 0.70743397168849
216 => 0.73972542635731
217 => 0.70654272627774
218 => 0.70457380217868
219 => 0.71039046827305
220 => 0.72934897056127
221 => 0.7447130559843
222 => 0.74981020949447
223 => 0.75048388247567
224 => 0.76004648131311
225 => 0.76552758463482
226 => 0.75888533029293
227 => 0.75325671521119
228 => 0.73309571463783
229 => 0.73542940535078
301 => 0.75150622015327
302 => 0.77421566798144
303 => 0.79370273673335
304 => 0.78687904444935
305 => 0.83893899980031
306 => 0.84410053172751
307 => 0.84338737490748
308 => 0.85514611277658
309 => 0.83180741273174
310 => 0.82182966629655
311 => 0.75447368567936
312 => 0.77339796881804
313 => 0.8009055257443
314 => 0.79726479743707
315 => 0.77728807431811
316 => 0.79368758259751
317 => 0.7882653923003
318 => 0.78398868584601
319 => 0.80358110719345
320 => 0.78203843510963
321 => 0.80069062111098
322 => 0.7767689996321
323 => 0.78691021450091
324 => 0.781153570466
325 => 0.78487882466435
326 => 0.76310106474027
327 => 0.77485181537006
328 => 0.76261219488118
329 => 0.76260639170743
330 => 0.76233620140675
331 => 0.77673606063313
401 => 0.77720563952553
402 => 0.76656412180026
403 => 0.7650305128443
404 => 0.77070106895148
405 => 0.76406233287097
406 => 0.76716855569933
407 => 0.76415641719608
408 => 0.76347832137365
409 => 0.75807513849207
410 => 0.75574729874308
411 => 0.7566601046897
412 => 0.75354422741016
413 => 0.75166679864303
414 => 0.76196273357078
415 => 0.75646203087571
416 => 0.76111967199157
417 => 0.75581170209888
418 => 0.7374119658784
419 => 0.72683008300432
420 => 0.69207468694028
421 => 0.70193127415011
422 => 0.7084662016676
423 => 0.70630640816205
424 => 0.7109464803411
425 => 0.71123134308779
426 => 0.70972280832245
427 => 0.70797611831945
428 => 0.707125926224
429 => 0.71346256155413
430 => 0.7171411916446
501 => 0.70912206907003
502 => 0.70724330085026
503 => 0.71535107652104
504 => 0.72029681499651
505 => 0.75681336912896
506 => 0.75410810485191
507 => 0.760897787306
508 => 0.76013337325784
509 => 0.76725004215096
510 => 0.77888278806254
511 => 0.75523016305739
512 => 0.75933544091205
513 => 0.7583289215868
514 => 0.76931783565635
515 => 0.7693521418466
516 => 0.76276373892493
517 => 0.7663354190334
518 => 0.76434180518077
519 => 0.76794453486554
520 => 0.75407197439817
521 => 0.77096725559706
522 => 0.78054579132896
523 => 0.78067878930689
524 => 0.78521893922385
525 => 0.78983199448724
526 => 0.79868635235286
527 => 0.78958505125207
528 => 0.77321269656557
529 => 0.77439472769155
530 => 0.76479562212926
531 => 0.76495698482798
601 => 0.76409561809598
602 => 0.76668064449938
603 => 0.75463924232507
604 => 0.75746533534737
605 => 0.75350878856657
606 => 0.75932684015205
607 => 0.75306757840446
608 => 0.7583284362127
609 => 0.76059884804254
610 => 0.76897671657312
611 => 0.75183016041065
612 => 0.71686717167557
613 => 0.72421681579295
614 => 0.71334611484126
615 => 0.71435223960202
616 => 0.71638477174231
617 => 0.70979667007248
618 => 0.71105347225614
619 => 0.71100857043816
620 => 0.71062163082872
621 => 0.70890781113984
622 => 0.70642243352207
623 => 0.71632341299238
624 => 0.71800578233763
625 => 0.72174548099066
626 => 0.73287228752024
627 => 0.73176045715977
628 => 0.7335738986071
629 => 0.72961516610962
630 => 0.71453587384865
701 => 0.71535475196709
702 => 0.70514332870859
703 => 0.72148435193953
704 => 0.71761458194747
705 => 0.71511971605925
706 => 0.71443896878688
707 => 0.72559335651768
708 => 0.72893092415035
709 => 0.7268511759775
710 => 0.72258555179906
711 => 0.73077681124026
712 => 0.73296844670523
713 => 0.73345907306143
714 => 0.74797241427303
715 => 0.73427020761205
716 => 0.73756846494357
717 => 0.763300527115
718 => 0.73996509750737
719 => 0.75232639501271
720 => 0.75172137382491
721 => 0.75804499534515
722 => 0.75120265228757
723 => 0.75128747133024
724 => 0.75690241884099
725 => 0.74901723772327
726 => 0.74706475598897
727 => 0.74436741645698
728 => 0.75025695864489
729 => 0.75378747282547
730 => 0.78224082424396
731 => 0.80062298689077
801 => 0.79982496873076
802 => 0.80711736088579
803 => 0.80383207142929
804 => 0.7932230051587
805 => 0.8113313876448
806 => 0.80560113773929
807 => 0.80607353257925
808 => 0.80605595001971
809 => 0.80986606525974
810 => 0.80716624942025
811 => 0.8018446352702
812 => 0.80537737109234
813 => 0.8158683335079
814 => 0.84843260274786
815 => 0.86665599923372
816 => 0.84733553139744
817 => 0.86066253139954
818 => 0.85267108029392
819 => 0.85121879590295
820 => 0.85958913676183
821 => 0.86797412879433
822 => 0.86744004105118
823 => 0.86135296740969
824 => 0.85791453396338
825 => 0.8839515039785
826 => 0.90313509995743
827 => 0.90182690732013
828 => 0.90760084417415
829 => 0.9245533013587
830 => 0.92610322158854
831 => 0.92590796726409
901 => 0.92206632825697
902 => 0.93875822390991
903 => 0.95268289692955
904 => 0.92117709982244
905 => 0.93317409491966
906 => 0.93855993253784
907 => 0.94646794006735
908 => 0.95981007430557
909 => 0.97430317091462
910 => 0.97635265368385
911 => 0.9748984475823
912 => 0.96533986077329
913 => 0.9811983800215
914 => 0.99048792866907
915 => 0.99601964230115
916 => 1.0100471476827
917 => 0.93859319363741
918 => 0.88801453347219
919 => 0.88011594532268
920 => 0.89617803492134
921 => 0.90041347985574
922 => 0.89870617731348
923 => 0.84177529688692
924 => 0.87981621601935
925 => 0.92074504643452
926 => 0.92231728949867
927 => 0.94280711778599
928 => 0.94947944578278
929 => 0.96597644321726
930 => 0.96494455153608
1001 => 0.96896130788682
1002 => 0.96803792516231
1003 => 0.99859513905703
1004 => 1.0323042837731
1005 => 1.0311370432801
1006 => 1.0262909548986
1007 => 1.0334882225259
1008 => 1.0682796723644
1009 => 1.0650766331849
1010 => 1.0681881129135
1011 => 1.1092091930332
1012 => 1.1625424323695
1013 => 1.1377637881281
1014 => 1.1915263162691
1015 => 1.2253669779046
1016 => 1.2838909030136
1017 => 1.2765634193536
1018 => 1.2993463539301
1019 => 1.2634456943101
1020 => 1.1810105231021
1021 => 1.1679648417093
1022 => 1.194082626227
1023 => 1.2582906509276
1024 => 1.1920604870322
1025 => 1.2054587629299
1026 => 1.20160005857
1027 => 1.2013944446131
1028 => 1.2092418930556
1029 => 1.1978587597944
1030 => 1.1514818271016
1031 => 1.1727361020538
1101 => 1.1645288057806
1102 => 1.1736354128901
1103 => 1.2227800156097
1104 => 1.2010520152864
1105 => 1.1781633319852
1106 => 1.2068708202503
1107 => 1.243425317775
1108 => 1.2411378030147
1109 => 1.2366990682726
1110 => 1.2617199836091
1111 => 1.3030472053046
1112 => 1.3142177872627
1113 => 1.3224636824916
1114 => 1.3236006521282
1115 => 1.3353121460071
1116 => 1.2723364917435
1117 => 1.3722804723894
1118 => 1.3895380369502
1119 => 1.3862943300656
1120 => 1.4054753867656
1121 => 1.399831833308
1122 => 1.3916552097943
1123 => 1.4220612645916
1124 => 1.3872031764086
1125 => 1.3377265087442
1126 => 1.3105826303259
1127 => 1.3463278790613
1128 => 1.3681562551267
1129 => 1.3825834231605
1130 => 1.3869490754904
1201 => 1.2772251125153
1202 => 1.2180899820416
1203 => 1.2559949226896
1204 => 1.3022415663393
1205 => 1.2720795893029
1206 => 1.2732618816986
1207 => 1.2302588288728
1208 => 1.3060463823108
1209 => 1.2950047732485
1210 => 1.3522886605958
1211 => 1.3386174011485
1212 => 1.3853301875324
1213 => 1.3730291453616
1214 => 1.4240900836708
1215 => 1.4444596743821
1216 => 1.4786633874599
1217 => 1.5038237780341
1218 => 1.5185984406209
1219 => 1.5177114252976
1220 => 1.576255999174
1221 => 1.5417343093507
1222 => 1.498366930795
1223 => 1.4975825517393
1224 => 1.5200431316138
1225 => 1.5671143452715
1226 => 1.5793192261147
1227 => 1.5861400894855
1228 => 1.5756936997971
1229 => 1.5382228796857
1230 => 1.522043169543
1231 => 1.5358287513559
]
'min_raw' => 0.56844581143712
'max_raw' => 1.5861400894855
'avg_raw' => 1.0772929504613
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.568445'
'max' => '$1.58'
'avg' => '$1.07'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.22503918501685
'max_diff' => 0.81950898732907
'year' => 2036
]
11 => [
'items' => [
101 => 1.5189701694072
102 => 1.5480728115333
103 => 1.5880369551613
104 => 1.5797845175375
105 => 1.6073711792394
106 => 1.6359204718994
107 => 1.6767472426321
108 => 1.6874208723126
109 => 1.7050639762927
110 => 1.7232245257459
111 => 1.7290572047898
112 => 1.7401935988585
113 => 1.7401349045647
114 => 1.7736951776565
115 => 1.810713198152
116 => 1.8246866439199
117 => 1.8568178119629
118 => 1.8017943126997
119 => 1.8435302689552
120 => 1.8811771462165
121 => 1.836292987147
122 => 1.8981553437564
123 => 1.9005573188805
124 => 1.936824291497
125 => 1.9000607668389
126 => 1.8782307032502
127 => 1.9412532788689
128 => 1.9717479180183
129 => 1.9625626845329
130 => 1.8926626041781
131 => 1.8519777592561
201 => 1.7454976725748
202 => 1.8716279348463
203 => 1.9330623063285
204 => 1.8925035039974
205 => 1.9129590047286
206 => 2.0245575839994
207 => 2.0670470975128
208 => 2.0582095757261
209 => 2.0597029714301
210 => 2.0826295416827
211 => 2.1842985800756
212 => 2.1233761356007
213 => 2.1699490616813
214 => 2.1946511737433
215 => 2.2175958720901
216 => 2.1612509446967
217 => 2.0879470220292
218 => 2.0647285926311
219 => 1.8884707304322
220 => 1.8792957432557
221 => 1.8741455449229
222 => 1.8416742729449
223 => 1.8161607478001
224 => 1.7958714453485
225 => 1.7426262568169
226 => 1.7605949449174
227 => 1.6757332275326
228 => 1.7300247470008
301 => 1.5945833969968
302 => 1.7073829779416
303 => 1.645991294401
304 => 1.6872141587745
305 => 1.6870703360841
306 => 1.6111659730514
307 => 1.5673859205378
308 => 1.5952842739446
309 => 1.6251935233708
310 => 1.6300461984634
311 => 1.6688243210556
312 => 1.6796464615382
313 => 1.6468548706386
314 => 1.5917766760652
315 => 1.6045700844647
316 => 1.567126662525
317 => 1.501508505816
318 => 1.5486366115475
319 => 1.5647282189207
320 => 1.5718351894554
321 => 1.5073072686283
322 => 1.4870311949351
323 => 1.4762363834336
324 => 1.5834469317933
325 => 1.5893201676466
326 => 1.5592718626294
327 => 1.6950930506044
328 => 1.6643525327073
329 => 1.698697222808
330 => 1.6034092167466
331 => 1.6070493469005
401 => 1.561938477773
402 => 1.587197550175
403 => 1.5693452519392
404 => 1.5851568667399
405 => 1.5946342834578
406 => 1.6397377503356
407 => 1.7078979870826
408 => 1.6330007964521
409 => 1.6003670179469
410 => 1.6206128305922
411 => 1.6745300976287
412 => 1.756217517163
413 => 1.7078569206862
414 => 1.7293185321864
415 => 1.7340069395386
416 => 1.6983476261031
417 => 1.7575323269133
418 => 1.7892498888931
419 => 1.8217855444598
420 => 1.8500353425599
421 => 1.8087900881521
422 => 1.8529284226434
423 => 1.8173607165083
424 => 1.7854528071832
425 => 1.7855011983106
426 => 1.7654849006908
427 => 1.7267008018366
428 => 1.719548418953
429 => 1.7567560179596
430 => 1.7865929887902
501 => 1.7890505046172
502 => 1.8055697847479
503 => 1.8153457245672
504 => 1.9111632245414
505 => 1.949701815675
506 => 1.9968260754149
507 => 2.0151836303614
508 => 2.0704332892025
509 => 2.0258147025304
510 => 2.0161611906398
511 => 1.8821435903169
512 => 1.904088964862
513 => 1.9392256269223
514 => 1.8827229809326
515 => 1.9185609046967
516 => 1.9256360699988
517 => 1.8808030426429
518 => 1.9047502996744
519 => 1.8411534848656
520 => 1.7092842238554
521 => 1.7576791350976
522 => 1.7933140793229
523 => 1.7424586201565
524 => 1.8336150623342
525 => 1.7803633506649
526 => 1.7634851145987
527 => 1.6976370981788
528 => 1.7287148272064
529 => 1.7707479007065
530 => 1.7447763481527
531 => 1.79867121935
601 => 1.8750007302024
602 => 1.9293976851368
603 => 1.933573607887
604 => 1.8986000101771
605 => 1.9546454237058
606 => 1.9550536533571
607 => 1.8918341979446
608 => 1.8531126335119
609 => 1.8443150126019
610 => 1.8662931945102
611 => 1.8929787647431
612 => 1.9350544713128
613 => 1.9604799395786
614 => 2.0267760761893
615 => 2.0447139098969
616 => 2.0644221507303
617 => 2.09075843828
618 => 2.122381903969
619 => 2.0531915613664
620 => 2.0559406226649
621 => 1.9915115336389
622 => 1.9226598119486
623 => 1.9749096862233
624 => 2.0432194463279
625 => 2.0275491118843
626 => 2.0257858791435
627 => 2.0287511475336
628 => 2.0169362271084
629 => 1.9634977799066
630 => 1.9366613262643
701 => 1.9712871981724
702 => 1.9896893080713
703 => 2.0182293756919
704 => 2.0147112099499
705 => 2.088227359161
706 => 2.1167935117315
707 => 2.1094850674894
708 => 2.1108299971174
709 => 2.162547651849
710 => 2.2200683204574
711 => 2.2739440171299
712 => 2.3287486898002
713 => 2.2626795178334
714 => 2.2291336668886
715 => 2.2637444222243
716 => 2.2453794682615
717 => 2.3509099411306
718 => 2.3582166421059
719 => 2.4637394839206
720 => 2.5638932262291
721 => 2.5009884551258
722 => 2.5603048209831
723 => 2.624460306792
724 => 2.7482266477698
725 => 2.7065464982808
726 => 2.6746201569835
727 => 2.6444499187245
728 => 2.7072293951511
729 => 2.7879941886472
730 => 2.8053901516107
731 => 2.8335782573809
801 => 2.8039419108411
802 => 2.8396356259118
803 => 2.9656501247243
804 => 2.9315998947844
805 => 2.8832430944222
806 => 2.9827194386735
807 => 3.0187195409536
808 => 3.2713871121552
809 => 3.5903903579739
810 => 3.4583209195167
811 => 3.3763411572122
812 => 3.3956083459397
813 => 3.5120975323713
814 => 3.5495101618712
815 => 3.4478097379838
816 => 3.483732047011
817 => 3.6816675015548
818 => 3.7878535223878
819 => 3.6436386434113
820 => 3.2457555119602
821 => 2.8788890936327
822 => 2.9761985879833
823 => 2.9651667111891
824 => 3.1778236641455
825 => 2.9307878080615
826 => 2.9349472583192
827 => 3.1520017318551
828 => 3.0940953195715
829 => 3.0002943477649
830 => 2.8795739445333
831 => 2.6564111138739
901 => 2.458749571403
902 => 2.8464093749231
903 => 2.8296927792817
904 => 2.8054846715323
905 => 2.8593571957378
906 => 3.1209468812968
907 => 3.1149163923615
908 => 3.0765534985375
909 => 3.1056514153879
910 => 2.9951933422546
911 => 3.0236609027847
912 => 2.8788309801177
913 => 2.944300153795
914 => 3.0000930930076
915 => 3.0112943515831
916 => 3.0365313591041
917 => 2.8208838929867
918 => 2.9177032741964
919 => 2.974575589908
920 => 2.7176243984907
921 => 2.9694964910147
922 => 2.8171299503739
923 => 2.7654144580117
924 => 2.8350425554793
925 => 2.8079084181807
926 => 2.7845800803013
927 => 2.7715624669328
928 => 2.8226896571404
929 => 2.820304512607
930 => 2.7366505060675
1001 => 2.6275272647103
1002 => 2.664152606358
1003 => 2.650846276373
1004 => 2.6026224199565
1005 => 2.6351194766106
1006 => 2.4920188854898
1007 => 2.2458217561881
1008 => 2.4084671210268
1009 => 2.4022054514047
1010 => 2.399048033637
1011 => 2.5212715301257
1012 => 2.5095225611141
1013 => 2.4881980673119
1014 => 2.6022307789049
1015 => 2.560607305217
1016 => 2.6888810433992
1017 => 2.7733704235912
1018 => 2.7519411838294
1019 => 2.8314038542726
1020 => 2.6649963802568
1021 => 2.7202702680158
1022 => 2.7316621396766
1023 => 2.6008236329447
1024 => 2.5114448377464
1025 => 2.5054842910995
1026 => 2.3505137773822
1027 => 2.4332977749317
1028 => 2.5061442669407
1029 => 2.4712564503845
1030 => 2.4602120099067
1031 => 2.5166356610609
1101 => 2.5210202619915
1102 => 2.4210508961152
1103 => 2.441837692899
1104 => 2.5285220910047
1105 => 2.439653468476
1106 => 2.2669962515097
1107 => 2.2241748745293
1108 => 2.2184617134855
1109 => 2.1023267429084
1110 => 2.2270364036975
1111 => 2.1725972947519
1112 => 2.3445697876303
1113 => 2.2463400220051
1114 => 2.2421055331384
1115 => 2.2357044821518
1116 => 2.1357423155008
1117 => 2.1576276770703
1118 => 2.2303779521619
1119 => 2.2563360699051
1120 => 2.2536284255559
1121 => 2.2300214361252
1122 => 2.2408285949992
1123 => 2.2060149708022
1124 => 2.1937215555153
1125 => 2.1549201552996
1126 => 2.0978928161429
1127 => 2.1058228174216
1128 => 1.9928367365373
1129 => 1.9312759230463
1130 => 1.9142367012305
1201 => 1.8914511417002
1202 => 1.9168103908095
1203 => 1.9925166611661
1204 => 1.9011988371348
1205 => 1.7446408330337
1206 => 1.754050235842
1207 => 1.7751903702756
1208 => 1.7357958696146
1209 => 1.6985122808688
1210 => 1.7309273363701
1211 => 1.6645916461648
1212 => 1.7832067215144
1213 => 1.7799985161411
1214 => 1.8242108811243
1215 => 1.8518577802774
1216 => 1.7881406285194
1217 => 1.7721159371618
1218 => 1.7812443296407
1219 => 1.6303723357096
1220 => 1.811881420463
1221 => 1.8134511185653
1222 => 1.8000104104223
1223 => 1.8966583945892
1224 => 2.1006157864437
1225 => 2.023878811461
1226 => 1.9941639353603
1227 => 1.9376759341715
1228 => 2.0129428418299
1229 => 2.0071635176684
1230 => 1.9810272220665
1231 => 1.9652199089363
]
'min_raw' => 1.4762363834336
'max_raw' => 3.7878535223878
'avg_raw' => 2.6320449529107
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.47'
'max' => '$3.78'
'avg' => '$2.63'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.90779057199651
'max_diff' => 2.2017134329023
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.04633737321845
]
1 => [
'year' => 2028
'avg' => 0.079528384278422
]
2 => [
'year' => 2029
'avg' => 0.21725721225197
]
3 => [
'year' => 2030
'avg' => 0.16761361570324
]
4 => [
'year' => 2031
'avg' => 0.1646173427473
]
5 => [
'year' => 2032
'avg' => 0.28862600882041
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.04633737321845
'min' => '$0.046337'
'max_raw' => 0.28862600882041
'max' => '$0.288626'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.28862600882041
]
1 => [
'year' => 2033
'avg' => 0.74237577374859
]
2 => [
'year' => 2034
'avg' => 0.4705534423121
]
3 => [
'year' => 2035
'avg' => 0.55501886428837
]
4 => [
'year' => 2036
'avg' => 1.0772929504613
]
5 => [
'year' => 2037
'avg' => 2.6320449529107
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.28862600882041
'min' => '$0.288626'
'max_raw' => 2.6320449529107
'max' => '$2.63'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.6320449529107
]
]
]
]
'prediction_2025_max_price' => '$0.079228'
'last_price' => 0.076822
'sma_50day_nextmonth' => '$0.07116'
'sma_200day_nextmonth' => '$0.190719'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'INCREASE'
'sma_200day_date_nextmonth' => 'Feb 4, 2026'
'sma_50day_date_nextmonth' => 'Feb 4, 2026'
'daily_sma3' => '$0.073654'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.071933'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.070915'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.072225'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.083644'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.121752'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.232072'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.074286'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.072992'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.072042'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.07398'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.089127'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.131389'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.223313'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.169257'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.303661'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.807688'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.627122'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.075000057'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.078237'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.09902'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.163186'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.347257'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.561858'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.694269'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.38'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 139.11
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.071368'
'vwma_10_action' => 'BUY'
'hma_9' => '0.073789'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 135.8
'cci_20_action' => 'SELL'
'adx_14' => 26.46
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.004991'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 65.67
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.033866'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'NEUTRAL '
'overall_action_dir' => 0
'last_updated' => 1767681097
'last_updated_date' => 'January 6, 2026'
]
Nakamoto Games price prediction 2026
The Nakamoto Games price forecast for 2026 suggests that the average price could range between $0.026541 on the lower end and $0.079228 on the high end. In the crypto market, compared to today’s average price, Nakamoto Games could potentially gain 3.13% by 2026 if NAKA reaches the forecast price target.
Nakamoto Games price prediction 2027-2032
The NAKA price prediction for 2027-2032 is currently within a price range of $0.046337 on the lower end and $0.288626 on the high end. Considering the price volatility in the market, if Nakamoto Games reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| Nakamoto Games Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.025551 | $0.046337 | $0.067123 |
| 2028 | $0.046112 | $0.079528 | $0.112944 |
| 2029 | $0.101296 | $0.217257 | $0.333218 |
| 2030 | $0.086148 | $0.167613 | $0.249079 |
| 2031 | $0.101853 | $0.164617 | $0.227381 |
| 2032 | $0.155471 | $0.288626 | $0.42178 |
Nakamoto Games price prediction 2032-2037
The Nakamoto Games price prediction for 2032-2037 is currently estimated to be between $0.288626 on the lower end and $2.63 on the high end. Compared to the current price, Nakamoto Games could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| Nakamoto Games Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.155471 | $0.288626 | $0.42178 |
| 2033 | $0.361282 | $0.742375 | $1.12 |
| 2034 | $0.290454 | $0.470553 | $0.650652 |
| 2035 | $0.3434066 | $0.555018 | $0.766631 |
| 2036 | $0.568445 | $1.07 | $1.58 |
| 2037 | $1.47 | $2.63 | $3.78 |
Nakamoto Games potential price histogram
Nakamoto Games Price Forecast Based on Technical Analysis
Market Sentiment Indicator
BULLISH 50%
BEARISH 50%
As of January 6, 2026, the overall price prediction sentiment for Nakamoto Games is NEUTRAL , with 17 technical indicators showing bullish signals and 17 indicating bearish signals. The NAKA price prediction was last updated on January 6, 2026.
Nakamoto Games's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, Nakamoto Games's 200-day SMA is projected to INCREASE over the next month, reaching $0.190719 by Feb 4, 2026. The short-term 50-day SMA for Nakamoto Games is expected to reach $0.07116 by Feb 4, 2026.
The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 51.38, suggesting that the NAKA market is in a NEUTRAL state.
Popular NAKA Moving Averages and Oscillators for Sat, Oct 19, 2024
Moving averages (MA) are widely used indicators across financial markets, designed to smooth out price movements over a set period. As lagging indicators, they are based on historical price data. The table below highlights two types: the simple moving average (SMA) and the exponential moving average (EMA).
Daily Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 3 | $0.073654 | BUY |
| SMA 5 | $0.071933 | BUY |
| SMA 10 | $0.070915 | BUY |
| SMA 21 | $0.072225 | BUY |
| SMA 50 | $0.083644 | SELL |
| SMA 100 | $0.121752 | SELL |
| SMA 200 | $0.232072 | SELL |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.074286 | BUY |
| EMA 5 | $0.072992 | BUY |
| EMA 10 | $0.072042 | BUY |
| EMA 21 | $0.07398 | BUY |
| EMA 50 | $0.089127 | SELL |
| EMA 100 | $0.131389 | SELL |
| EMA 200 | $0.223313 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.169257 | SELL |
| SMA 50 | $0.303661 | SELL |
| SMA 100 | $0.807688 | SELL |
| SMA 200 | $0.627122 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.163186 | SELL |
| EMA 50 | $0.347257 | SELL |
| EMA 100 | $0.561858 | SELL |
| EMA 200 | $0.694269 | SELL |
Nakamoto Games Oscillators
An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions.
| Period | Value | Action |
|---|---|---|
| RSI (14) | 51.38 | NEUTRAL |
| Stoch RSI (14) | 139.11 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 135.8 | SELL |
| Average Directional Index (14) | 26.46 | SELL |
| Awesome Oscillator (5, 34) | -0.004991 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 65.67 | NEUTRAL |
| VWMA (10) | 0.071368 | BUY |
| Hull Moving Average (9) | 0.073789 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.033866 | SELL |
Nakamoto Games price prediction based on worldwide money flows
Worldwide money flows definitions used for Nakamoto Games price prediction
M0: The total of all physical currency, plus accounts at the central bank which can be exchanged for physical currency.
M1: Measure M0 plus the amount in demand accounts, including "checking" or "current" accounts.
M2: Measure M1 plus most savings accounts, money market accounts, and certificate of deposit (CD) accounts of under $100,000.
Nakamoto Games price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.107947 | $0.151684 | $0.213142 | $0.29950038 | $0.420848 | $0.591361 |
| Amazon.com stock | $0.160293 | $0.334462 | $0.697875 | $1.45 | $3.03 | $6.33 |
| Apple stock | $0.108966 | $0.15456 | $0.219231 | $0.310963 | $0.441078 | $0.625635 |
| Netflix stock | $0.121213 | $0.191255 | $0.30177 | $0.476146 | $0.751285 | $1.18 |
| Google stock | $0.099484 | $0.128831 | $0.166836 | $0.216052 | $0.279786 | $0.362322 |
| Tesla stock | $0.174149 | $0.394784 | $0.894945 | $2.02 | $4.59 | $10.42 |
| Kodak stock | $0.0576083 | $0.04320012 | $0.032395 | $0.024293 | $0.018217 | $0.013661 |
| Nokia stock | $0.050891 | $0.033713 | $0.022333 | $0.014795 | $0.0098011 | $0.006492 |
This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches. If you extrapolate the data projections, you can get a potential picture of the future Nakamoto Games price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
Nakamoto Games forecast and prediction overview
You may ask questions like: "Should I invest in Nakamoto Games now?", "Should I buy NAKA today?", "Will Nakamoto Games be a good or bad investment in short-term, long-term period?".
We update Nakamoto Games forecast projection regularly with fresh values. Look at our similar predictions. We making a forecast of future prices for huge amounts of digital coins like Nakamoto Games with technical analysis methods.
If you are trying to find cryptocurrencies with good returns, you should explore the maximum of available sources of information about Nakamoto Games in order to make such a responsible decision about the investment by yourself.
Nakamoto Games price equal to $0.07682 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
Nakamoto Games short-term forecast
based on 4 hour price history
Nakamoto Games long-term forecast
based on 1 month price history
Nakamoto Games price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If Nakamoto Games has 1% of Bitcoin's previous average grow per year | $0.078818 | $0.080867 | $0.082969 | $0.085126 |
| If Nakamoto Games has 2% of Bitcoin's previous average grow per year | $0.080815 | $0.085017 | $0.089436 | $0.094086 |
| If Nakamoto Games has 5% of Bitcoin's previous average grow per year | $0.0868062 | $0.098088 | $0.110836 | $0.125241 |
| If Nakamoto Games has 10% of Bitcoin's previous average grow per year | $0.09679 | $0.121949 | $0.153648 | $0.193586 |
| If Nakamoto Games has 20% of Bitcoin's previous average grow per year | $0.116759 | $0.177457 | $0.269711 | $0.409925 |
| If Nakamoto Games has 50% of Bitcoin's previous average grow per year | $0.176664 | $0.406268 | $0.934279 | $2.14 |
| If Nakamoto Games has 100% of Bitcoin's previous average grow per year | $0.276507 | $0.995237 | $3.58 | $12.89 |
Frequently Asked Questions about Nakamoto Games
Is NAKA a good investment?
The determination to procure Nakamoto Games is entirely contingent on your individualistic risk tolerance. As you may discern, Nakamoto Games's value has experienced an escalation of 2.3762% during the preceding 24 hours, and Nakamoto Games has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in Nakamoto Games will hinge on whether such an investment aligns with your trading aspirations.
Can Nakamoto Games rise?
It appears that the mean value of Nakamoto Games may potentially surge to $0.079228 by the end of this year. Looking at Nakamoto Games's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.249079. However, given the market's unpredictability, it is vital to conduct thorough research before investing any funds into a particular project, network, or asset.
What will the price of Nakamoto Games be next week?
Based on the our new experimental Nakamoto Games forecast, the price of Nakamoto Games will increase by 0.86% over the next week and reach $0.077479 by January 13, 2026.
What will the price of Nakamoto Games be next month?
Based on the our new experimental Nakamoto Games forecast, the price of Nakamoto Games will decrease by -11.62% over the next month and reach $0.067896 by February 5, 2026.
How high can Nakamoto Games’s price go this year in 2026?
As per our most recent prediction on Nakamoto Games's value in 2026, NAKA is anticipated to fluctuate within the range of $0.026541 and $0.079228. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected Nakamoto Games price forecast fails to consider sudden and extreme price fluctuations.
Where will Nakamoto Games be in 5 years?
Nakamoto Games's future appears to be on an upward trend, with an maximum price of $0.249079 projected after a period of five years. Based on the Nakamoto Games forecast for 2030, Nakamoto Games's value may potentially reach its highest peak of approximately $0.249079, while its lowest peak is anticipated to be around $0.086148.
How much will be Nakamoto Games in 2026?
Based on the our new experimental Nakamoto Games price prediction simulation, NAKA’s value in 2026 expected to grow by 3.13% to $0.079228 if the best happened. The price will be between $0.079228 and $0.026541 during 2026.
How much will be Nakamoto Games in 2027?
According to our latest experimental simulation for Nakamoto Games price prediction, NAKA’s value could down by -12.62% to $0.067123 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.067123 and $0.025551 throughout the year.
How much will be Nakamoto Games in 2028?
Our new experimental Nakamoto Games price prediction model suggests that NAKA’s value in 2028 could increase by 47.02% , reaching $0.112944 in the best-case scenario. The price is expected to range between $0.112944 and $0.046112 during the year.
How much will be Nakamoto Games in 2029?
Based on our experimental forecast model, Nakamoto Games's value may experience a 333.75% growth in 2029, potentially reaching $0.333218 under optimal conditions. The predicted price range for 2029 lies between $0.333218 and $0.101296.
How much will be Nakamoto Games in 2030?
Using our new experimental simulation for Nakamoto Games price predictions, NAKA’s value in 2030 is expected to rise by 224.23% , reaching $0.249079 in the best scenario. The price is forecasted to range between $0.249079 and $0.086148 over the course of 2030.
How much will be Nakamoto Games in 2031?
Our experimental simulation indicates that Nakamoto Games’s price could grow by 195.98% in 2031, potentially hitting $0.227381 under ideal conditions. The price will likely fluctuate between $0.227381 and $0.101853 during the year.
How much will be Nakamoto Games in 2032?
Based on the findings from our latest experimental Nakamoto Games price prediction, NAKA could see a 449.04% rise in value, reaching $0.42178 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.42178 and $0.155471 throughout the year.
How much will be Nakamoto Games in 2033?
According to our experimental Nakamoto Games price prediction, NAKA’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $1.12. Throughout the year, NAKA’s price could range from $1.12 and $0.361282.
How much will be Nakamoto Games in 2034?
The results from our new Nakamoto Games price prediction simulation suggest that NAKA may rise by 746.96% in 2034, potentially reaching $0.650652 under the best circumstances. The predicted price range for the year is between $0.650652 and $0.290454.
How much will be Nakamoto Games in 2035?
Based on our experimental forecast for Nakamoto Games’s price, NAKA could grow by 897.93% , with the value potentially hitting $0.766631 in 2035. The expected price range for the year lies between $0.766631 and $0.3434066.
How much will be Nakamoto Games in 2036?
Our recent Nakamoto Games price prediction simulation suggests that NAKA’s value might rise by 1964.7% in 2036, possibly reaching $1.58 if conditions are optimal. The expected price range for 2036 is between $1.58 and $0.568445.
How much will be Nakamoto Games in 2037?
According to the experimental simulation, Nakamoto Games’s value could rise by 4830.69% in 2037, with a high of $3.78 under favorable conditions. The price is expected to fall between $3.78 and $1.47 over the course of the year.
Related Predictions
Gelato Price Prediction- Bifrost Price Prediction
- Request Price Prediction
- POL (ex-MATIC) Price Prediction
- Maya Protocol Price Prediction
- Shentu Price Prediction
- Badger Price Prediction
- Electroneum Price Prediction
- Ondo US Dollar Yield Price Prediction
- Sidus Price Prediction
- Hard Protocol Price Prediction
- Solidus Ai Tech Price Prediction
- Chainge Price Prediction
- Mobox Price Prediction
- TriasLab Price Prediction
- SuperRare Price Prediction
- CONX Price Prediction
- Banana Gun Price Prediction
- Dora Factory Price Prediction
- Automata Price Prediction
- StormX Price Prediction
- Adventure Gold Price Prediction
- Star Atlas Price Prediction
- Radio Caca Price Prediction
- CoinEx Price Prediction
Gelato Price Prediction
Bifrost Price Prediction
Request Price Prediction
POL (ex-MATIC) Price Prediction
Maya Protocol Price Prediction
Shentu Price Prediction
Badger Price Prediction
Electroneum Price Prediction
Ondo US Dollar Yield Price Prediction
Sidus Price Prediction
Hard Protocol Price Prediction
Solidus Ai Tech Price Prediction
Chainge Price Prediction
Mobox Price Prediction
TriasLab Price Prediction
SuperRare Price Prediction
CONX Price Prediction
Banana Gun Price Prediction
Dora Factory Price Prediction
Automata Price Prediction
StormX Price Prediction
Adventure Gold Price Prediction
Star Atlas Price Prediction
Radio Caca Price Prediction
CoinEx Price PredictionHow to read and predict Nakamoto Games price movements?
Nakamoto Games traders use indicators and chart patterns to predict market direction. They also identify key support and resistance levels to gauge when a downtrend might slow or an uptrend might stall.
Nakamoto Games Price Prediction Indicators
Moving averages are popular tools for Nakamoto Games price prediction. A simple moving average (SMA) calculates the average closing price of NAKA over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes.
Commonly used moving averages in the crypto market include the 50-day, 100-day, and 200-day averages, which help identify key resistance and support levels. A NAKA price move above these averages is seen as bullish, while a drop below indicates weakness.
Traders also use RSI and Fibonacci retracement levels to gauge NAKA's future direction.
How to read Nakamoto Games charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent Nakamoto Games's price action in different time frames, such as 5-minute for short-term and weekly for long-term trends. Popular choices include 1-hour, 4-hour, and 1-day charts.
A 1-hour candlestick chart, for instance, shows NAKA's opening, closing, highest, and lowest prices within each hour. The candle's color is crucial: green indicates the price closed higher than it opened, while red means the opposite. Some charts use hollow and filled candlesticks to convey the same information.
What affects the price of Nakamoto Games?
Nakamoto Games's price action is driven by supply and demand, influenced by factors like block reward halvings, hard forks, and protocol updates. Real-world events, such as regulations, adoption by companies and governments, and cryptocurrency exchange hacks, also impact NAKA's price. Nakamoto Games's market capitalization can change rapidly.
Traders often monitor the activity of NAKA "whales," large holders of Nakamoto Games, as their actions can significantly influence price movements in the relatively small Nakamoto Games market.
Bullish and bearish price prediction patterns
Traders often identify candlestick patterns to gain an edge in cryptocurrency price predictions. Certain formations indicate bullish trends, while others suggest bearish movements.
Commonly followed bullish candlestick patterns:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Three White Soldiers
Common bearish candlestick patterns:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man