Previsão de Preço Checkmate - Projeção CHECK
Previsão de Preço Checkmate até $0.077295 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.025894 | $0.077295 |
| 2027 | $0.024928 | $0.065486 |
| 2028 | $0.044987 | $0.110189 |
| 2029 | $0.098825 | $0.325089 |
| 2030 | $0.084046 | $0.2430031 |
| 2031 | $0.099369 | $0.221834 |
| 2032 | $0.151679 | $0.411491 |
| 2033 | $0.352469 | $1.09 |
| 2034 | $0.283368 | $0.63478 |
| 2035 | $0.335029 | $0.747929 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Checkmate hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.48, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Checkmate para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Checkmate'
'name_with_ticker' => 'Checkmate <small>CHECK</small>'
'name_lang' => 'Checkmate'
'name_lang_with_ticker' => 'Checkmate <small>CHECK</small>'
'name_with_lang' => 'Checkmate'
'name_with_lang_with_ticker' => 'Checkmate <small>CHECK</small>'
'image' => '/uploads/coins/checkmate-2.png?1762828538'
'price_for_sd' => 0.07494
'ticker' => 'CHECK'
'marketcap' => '$13.81M'
'low24h' => '$0.07331'
'high24h' => '$0.08256'
'volume24h' => '$7.52M'
'current_supply' => '184.31M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.07494'
'change_24h_pct' => '-9.2294%'
'ath_price' => '$0.084'
'ath_days' => 1
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 de jan. de 2026'
'ath_pct' => '-10.71%'
'fdv' => '$74.95M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.69'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.075589'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.06624'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.025894'
'current_year_max_price_prediction' => '$0.077295'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.084046'
'grand_prediction_max_price' => '$0.2430031'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.076368225177352
107 => 0.076653356408499
108 => 0.077295771631433
109 => 0.071806403888224
110 => 0.074270968845555
111 => 0.07571866985948
112 => 0.069177904010754
113 => 0.075589379948816
114 => 0.071710846208555
115 => 0.070394413603489
116 => 0.072166816679403
117 => 0.071476109477001
118 => 0.070882279984063
119 => 0.070550912923718
120 => 0.071852370129681
121 => 0.071791655595445
122 => 0.069662219004532
123 => 0.066884455778626
124 => 0.06781676429421
125 => 0.067478047870059
126 => 0.066250495853649
127 => 0.067077717697514
128 => 0.063435051344529
129 => 0.05716803321354
130 => 0.061308217354828
131 => 0.061148824769042
201 => 0.061068451799411
202 => 0.064179685755304
203 => 0.063880612398825
204 => 0.06333779132828
205 => 0.066240526519003
206 => 0.065180989127092
207 => 0.068446233710558
208 => 0.070596934976007
209 => 0.070051447567192
210 => 0.072074192502588
211 => 0.06783824279941
212 => 0.069245255374002
213 => 0.06953523871559
214 => 0.06620470721733
215 => 0.063929544498647
216 => 0.063777817084065
217 => 0.059832998466606
218 => 0.061940288730589
219 => 0.063794616957299
220 => 0.062906537638388
221 => 0.062625398256636
222 => 0.064061678386315
223 => 0.064173289653298
224 => 0.061628540938044
225 => 0.062157674777656
226 => 0.064364250850023
227 => 0.062102074722124
228 => 0.057707036029988
301 => 0.056617005668174
302 => 0.056471575524663
303 => 0.053515326732026
304 => 0.056689846709134
305 => 0.05530408366728
306 => 0.059681692512505
307 => 0.0571812258177
308 => 0.057073435696106
309 => 0.056910495117944
310 => 0.054365929661022
311 => 0.054923027780517
312 => 0.056774906778158
313 => 0.057435678067426
314 => 0.057366754208416
315 => 0.05676583156078
316 => 0.057040930871646
317 => 0.056154740140394
318 => 0.055841807748724
319 => 0.054854107041777
320 => 0.05340245986185
321 => 0.053604320305689
322 => 0.050728227398107
323 => 0.049161179336252
324 => 0.048727441086093
325 => 0.04814742817081
326 => 0.048792955088229
327 => 0.050720079788262
328 => 0.04839555853771
329 => 0.044410329899847
330 => 0.044649848931482
331 => 0.045187977081726
401 => 0.044185178833819
402 => 0.043236114450653
403 => 0.044061248931789
404 => 0.042372655021585
405 => 0.045392035588421
406 => 0.045310369805805
407 => 0.04643580816388
408 => 0.047139567865504
409 => 0.045517629598169
410 => 0.045109716510122
411 => 0.04534208234369
412 => 0.041501592716103
413 => 0.046121958226925
414 => 0.046161915339728
415 => 0.045819778281246
416 => 0.048279980277978
417 => 0.053471773847328
418 => 0.051518412267126
419 => 0.050762011622606
420 => 0.049324093444447
421 => 0.05124003404171
422 => 0.05109291969717
423 => 0.050427612839699
424 => 0.050025233176417
425 => 0.050766630043648
426 => 0.049933365899891
427 => 0.049783688763105
428 => 0.048876808164512
429 => 0.048553093051252
430 => 0.048313427268865
501 => 0.04804957879153
502 => 0.048631562785587
503 => 0.047312710488683
504 => 0.045722303907301
505 => 0.045590078808497
506 => 0.045955163931645
507 => 0.045793640942043
508 => 0.045589305498565
509 => 0.045199173489519
510 => 0.045083429656287
511 => 0.045459540963367
512 => 0.045034933226325
513 => 0.045661465071911
514 => 0.0454910830775
515 => 0.044539343107006
516 => 0.043353122724503
517 => 0.043342562874917
518 => 0.043086993639298
519 => 0.042761487792646
520 => 0.042670939512672
521 => 0.043991758407275
522 => 0.04672581399032
523 => 0.046189053458963
524 => 0.0465769179523
525 => 0.048484827375921
526 => 0.049091294408852
527 => 0.048660838473836
528 => 0.048071603840621
529 => 0.048097527174067
530 => 0.050111120289216
531 => 0.050236705621884
601 => 0.050554019242173
602 => 0.050961856917063
603 => 0.04873029499341
604 => 0.047992420808144
605 => 0.047642775083463
606 => 0.046566001581372
607 => 0.047727209487794
608 => 0.047050623368602
609 => 0.047141917951554
610 => 0.04708246223464
611 => 0.047114929076453
612 => 0.045391191610018
613 => 0.046019230945813
614 => 0.044974993739821
615 => 0.043576877342126
616 => 0.043572190365718
617 => 0.043914377373344
618 => 0.043710831151429
619 => 0.043163093501908
620 => 0.043240897049774
621 => 0.042559256101731
622 => 0.043323660602374
623 => 0.043345580988282
624 => 0.04305124361814
625 => 0.044228914218875
626 => 0.044711406824883
627 => 0.044517667662538
628 => 0.044697813568784
629 => 0.046211358282369
630 => 0.046458132111269
701 => 0.046567732745102
702 => 0.046420882415067
703 => 0.044725478387695
704 => 0.044800676765724
705 => 0.044248920962658
706 => 0.043782745451662
707 => 0.043801390027333
708 => 0.04404106483856
709 => 0.045087738795928
710 => 0.04729040243441
711 => 0.047373991909364
712 => 0.047475304791486
713 => 0.047063214384123
714 => 0.046938923974088
715 => 0.047102895107001
716 => 0.047930099759062
717 => 0.050057894708037
718 => 0.049305789862423
719 => 0.04869431691573
720 => 0.049230743541902
721 => 0.049148164867454
722 => 0.048451117750868
723 => 0.048431553959893
724 => 0.047093697683722
725 => 0.046599122679935
726 => 0.046185818788473
727 => 0.045734501728567
728 => 0.045466945847171
729 => 0.045878033282969
730 => 0.04597205384338
731 => 0.045073203980428
801 => 0.044950694065472
802 => 0.04568471426658
803 => 0.045361699343104
804 => 0.045693928202284
805 => 0.04577100814742
806 => 0.045758596500952
807 => 0.045421331822814
808 => 0.045636294271282
809 => 0.045127843997267
810 => 0.044574980691037
811 => 0.044222288346263
812 => 0.043914517497598
813 => 0.044085286652184
814 => 0.043476525797299
815 => 0.043281770947886
816 => 0.045563469830549
817 => 0.047248985327569
818 => 0.047224477264705
819 => 0.047075290734982
820 => 0.046853629813196
821 => 0.047913883881993
822 => 0.047544512564873
823 => 0.047813261060084
824 => 0.047881668831454
825 => 0.048088718552289
826 => 0.048162721030962
827 => 0.047939034142385
828 => 0.047188313623267
829 => 0.045317589465991
830 => 0.044446762320856
831 => 0.044159374858188
901 => 0.04416982084663
902 => 0.043881673852467
903 => 0.043966546056091
904 => 0.043852158763659
905 => 0.04363553690505
906 => 0.04407191086284
907 => 0.04412219889637
908 => 0.044020344000342
909 => 0.044044334515557
910 => 0.043201019479237
911 => 0.043265134889864
912 => 0.042908132136098
913 => 0.042841198423499
914 => 0.041938726549764
915 => 0.040339866810052
916 => 0.041225790310923
917 => 0.040155719301566
918 => 0.039750467196101
919 => 0.041668867633739
920 => 0.041476313437946
921 => 0.041146744356045
922 => 0.040659242995697
923 => 0.040478423999036
924 => 0.039379825015661
925 => 0.039314913926926
926 => 0.039859409247754
927 => 0.039608143392132
928 => 0.039255270969017
929 => 0.0379772028226
930 => 0.036540231072205
1001 => 0.036583604216867
1002 => 0.037040678194858
1003 => 0.038369682430689
1004 => 0.037850417483743
1005 => 0.037473684806855
1006 => 0.037403134101017
1007 => 0.038286223892492
1008 => 0.039535980960461
1009 => 0.040122339015014
1010 => 0.039541275990911
1011 => 0.038873782075477
1012 => 0.03891440933724
1013 => 0.039184684308419
1014 => 0.039213086386407
1015 => 0.038778616466943
1016 => 0.03890091720435
1017 => 0.038715131200815
1018 => 0.037574962840053
1019 => 0.03755434080992
1020 => 0.03727452510649
1021 => 0.037266052398196
1022 => 0.036790016083364
1023 => 0.036723415312236
1024 => 0.035778216315798
1025 => 0.03640034915758
1026 => 0.035983055110753
1027 => 0.035354094552471
1028 => 0.035245661515153
1029 => 0.035242401887115
1030 => 0.035888203747463
1031 => 0.036392802586837
1101 => 0.035990314119357
1102 => 0.035898675297222
1103 => 0.036877138170907
1104 => 0.036752619851343
1105 => 0.036644787789658
1106 => 0.03942407892248
1107 => 0.03722405312006
1108 => 0.036264716297122
1109 => 0.035077354805615
1110 => 0.035463965694446
1111 => 0.035545430289219
1112 => 0.03269003994014
1113 => 0.031531608431135
1114 => 0.031134078391815
1115 => 0.030905294233936
1116 => 0.031009554047572
1117 => 0.029966829819004
1118 => 0.030667557745669
1119 => 0.029764646703013
1120 => 0.029613270728386
1121 => 0.031227787521868
1122 => 0.031452438101811
1123 => 0.03049400893431
1124 => 0.031109475615433
1125 => 0.030886298841231
1126 => 0.029780124521328
1127 => 0.029737876798775
1128 => 0.029182837408955
1129 => 0.028314308240691
1130 => 0.027917367105045
1201 => 0.0277106367152
1202 => 0.027795937703145
1203 => 0.027752806913387
1204 => 0.027471349335423
1205 => 0.027768939732293
1206 => 0.027008719241132
1207 => 0.026705993316039
1208 => 0.026569259038862
1209 => 0.025894519596298
1210 => 0.02696833010741
1211 => 0.027179884305607
1212 => 0.027391855330928
1213 => 0.029236918387575
1214 => 0.029144744251359
1215 => 0.029977953552127
1216 => 0.029945576570873
1217 => 0.029707931781198
1218 => 0.028705347504231
1219 => 0.029104959727684
1220 => 0.027875015417423
1221 => 0.028796573322754
1222 => 0.028376012779939
1223 => 0.028654381380182
1224 => 0.02815384953746
1225 => 0.028430864525676
1226 => 0.027230051654143
1227 => 0.026108749490599
1228 => 0.02655999421406
1229 => 0.027050548834556
1230 => 0.028114196242783
1231 => 0.027480696621343
]
'min_raw' => 0.025894519596298
'max_raw' => 0.077295771631433
'avg_raw' => 0.051595145613866
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.025894'
'max' => '$0.077295'
'avg' => '$0.051595'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.049053480403702
'max_diff' => 0.0023477716314332
'year' => 2026
]
1 => [
'items' => [
101 => 0.027708527040486
102 => 0.02694533327471
103 => 0.025370646540394
104 => 0.025379559096299
105 => 0.02513732784864
106 => 0.024928004684321
107 => 0.027553461673489
108 => 0.027226944594553
109 => 0.026706682362767
110 => 0.027403074034412
111 => 0.027587211045617
112 => 0.02759245316746
113 => 0.028100522554621
114 => 0.028371679277625
115 => 0.028419471825315
116 => 0.029218929983579
117 => 0.029486897813121
118 => 0.030590619378778
119 => 0.028348673524145
120 => 0.028302502124622
121 => 0.027412873693353
122 => 0.026848657277773
123 => 0.027451506074036
124 => 0.027985547810458
125 => 0.027429467858739
126 => 0.027502080160945
127 => 0.026755588259164
128 => 0.027022423988342
129 => 0.027252258864965
130 => 0.027125357555164
131 => 0.026935380152298
201 => 0.027941762478203
202 => 0.027884978443331
203 => 0.028822144801843
204 => 0.029552732995713
205 => 0.030862077647388
206 => 0.029495708245685
207 => 0.02944591231386
208 => 0.029932675534964
209 => 0.029486823292208
210 => 0.029768586519333
211 => 0.030816681235456
212 => 0.030838825825242
213 => 0.03046787541464
214 => 0.030445303048443
215 => 0.030516548132551
216 => 0.030933832815477
217 => 0.0307880207254
218 => 0.030956758167548
219 => 0.031167766922753
220 => 0.032040588600142
221 => 0.032251022951636
222 => 0.031739776575207
223 => 0.031785936398815
224 => 0.031594716220004
225 => 0.031409999923254
226 => 0.031825215182699
227 => 0.032584029230412
228 => 0.032579308687604
301 => 0.032755338797436
302 => 0.032865004097549
303 => 0.032394240349557
304 => 0.032087790460077
305 => 0.032205302847617
306 => 0.03239320771438
307 => 0.032144367831844
308 => 0.030608412802988
309 => 0.031074323441556
310 => 0.030996773129432
311 => 0.030886332054527
312 => 0.031354808804387
313 => 0.031309623079007
314 => 0.029956135174911
315 => 0.03004278107915
316 => 0.029961404399328
317 => 0.030224349099937
318 => 0.029472623415464
319 => 0.029703849173058
320 => 0.029848871800614
321 => 0.029934291242361
322 => 0.03024288483861
323 => 0.030206674941864
324 => 0.030240633980587
325 => 0.030698196818136
326 => 0.033012392633852
327 => 0.033138349206116
328 => 0.032518092977835
329 => 0.03276587310702
330 => 0.032290189442543
331 => 0.03260951907331
401 => 0.032827996296588
402 => 0.031840739735349
403 => 0.031782280809035
404 => 0.031304633828864
405 => 0.0315612942607
406 => 0.03115292905911
407 => 0.031253127595572
408 => 0.030972963752474
409 => 0.031477202889986
410 => 0.032041020596565
411 => 0.032183463215083
412 => 0.031808758011165
413 => 0.031537446749253
414 => 0.031061113548821
415 => 0.031853266276917
416 => 0.03208491587503
417 => 0.031852049520195
418 => 0.031798089297549
419 => 0.03169583477314
420 => 0.031819783078291
421 => 0.032083654261569
422 => 0.031959217484471
423 => 0.032041410168038
424 => 0.031728176415007
425 => 0.032394396191946
426 => 0.033452513532246
427 => 0.033455915552515
428 => 0.033331478104656
429 => 0.033280560982034
430 => 0.033408241355033
501 => 0.033477502719662
502 => 0.033890397633365
503 => 0.034333450326227
504 => 0.036400983924781
505 => 0.035820428763677
506 => 0.037654867570438
507 => 0.03910567049452
508 => 0.039540702855529
509 => 0.039140493553255
510 => 0.037771399149057
511 => 0.037704224845977
512 => 0.039750229902597
513 => 0.039172139761133
514 => 0.039103377778274
515 => 0.038371866455853
516 => 0.038804280246844
517 => 0.038709705007626
518 => 0.038560413365743
519 => 0.039385428756747
520 => 0.040929783919076
521 => 0.040689081684156
522 => 0.040509408631644
523 => 0.039722133617574
524 => 0.040196249020284
525 => 0.040027425606461
526 => 0.04075279813023
527 => 0.040323103516118
528 => 0.039167760159744
529 => 0.039351752397309
530 => 0.039323942340742
531 => 0.039896271334245
601 => 0.039724472376474
602 => 0.039290395836962
603 => 0.040924505481024
604 => 0.040818395490134
605 => 0.040968835197095
606 => 0.041035063408602
607 => 0.0420297171527
608 => 0.042437194966288
609 => 0.042529699563875
610 => 0.042916771971318
611 => 0.042520068849763
612 => 0.044107164180515
613 => 0.045162489965885
614 => 0.046388305172161
615 => 0.048179550656596
616 => 0.048853075528691
617 => 0.048731409289034
618 => 0.050089511172131
619 => 0.052529990067146
620 => 0.049224699849679
621 => 0.052705178474544
622 => 0.051603299125969
623 => 0.048990763012463
624 => 0.048822546486531
625 => 0.050591786274765
626 => 0.05451578984205
627 => 0.053532871454125
628 => 0.054517397544412
629 => 0.05336889556391
630 => 0.053311862760244
701 => 0.054461617366723
702 => 0.057148081674624
703 => 0.055871843182549
704 => 0.054042042357643
705 => 0.0553931388119
706 => 0.054222694025149
707 => 0.05158535433373
708 => 0.053532119834958
709 => 0.052230373184976
710 => 0.052610292062099
711 => 0.055346369900161
712 => 0.055017157775921
713 => 0.055443188748909
714 => 0.054691255232757
715 => 0.053988830759639
716 => 0.052677703317839
717 => 0.052289543120123
718 => 0.052396816634231
719 => 0.052289489960697
720 => 0.051555926206893
721 => 0.051397513184102
722 => 0.051133484539217
723 => 0.051215318056539
724 => 0.05071886695985
725 => 0.051655772751332
726 => 0.051829670722216
727 => 0.052511472625798
728 => 0.052582259561219
729 => 0.05448106815785
730 => 0.053435236291008
731 => 0.054136870600065
801 => 0.054074109823424
802 => 0.049047384591945
803 => 0.049740022977671
804 => 0.050817550943961
805 => 0.050332126055702
806 => 0.049645848835634
807 => 0.049091643184573
808 => 0.048251964952778
809 => 0.049433795939437
810 => 0.050987778013181
811 => 0.05262167111107
812 => 0.054584686611267
813 => 0.054146564403642
814 => 0.052584973901739
815 => 0.052655025710911
816 => 0.053088058430847
817 => 0.052527241713359
818 => 0.052361845914929
819 => 0.053065335587968
820 => 0.053070180134715
821 => 0.052424892724281
822 => 0.051707773853933
823 => 0.051704769099682
824 => 0.05157716472325
825 => 0.053391596099003
826 => 0.054389349895963
827 => 0.054503740760824
828 => 0.05438165047934
829 => 0.054428638183093
830 => 0.053848067232646
831 => 0.0551750802624
901 => 0.056392878646489
902 => 0.056066482665086
903 => 0.055577168689039
904 => 0.055187406538564
905 => 0.055974667089253
906 => 0.055939611616194
907 => 0.056382242239988
908 => 0.056362161958135
909 => 0.056213321927532
910 => 0.056066487980632
911 => 0.056648667982735
912 => 0.056481009491654
913 => 0.056313090580628
914 => 0.055976303497466
915 => 0.056022078455509
916 => 0.055532848966419
917 => 0.055306509019148
918 => 0.051902899277657
919 => 0.050993343538574
920 => 0.051279508289804
921 => 0.051373721156173
922 => 0.050977881332897
923 => 0.051545413956568
924 => 0.051456964598334
925 => 0.051801069310076
926 => 0.05158608762547
927 => 0.051594910548795
928 => 0.052227125844295
929 => 0.052410660634214
930 => 0.052317313358754
1001 => 0.052382690590729
1002 => 0.053889281307593
1003 => 0.053675092285714
1004 => 0.053561308636786
1005 => 0.053592827485151
1006 => 0.053977793714979
1007 => 0.054085563240954
1008 => 0.053628936186568
1009 => 0.053844284145146
1010 => 0.054761208421046
1011 => 0.055082080024191
1012 => 0.056106148154325
1013 => 0.055671105811285
1014 => 0.056469644860127
1015 => 0.058924081654245
1016 => 0.060884855599494
1017 => 0.059081646847033
1018 => 0.062682358494427
1019 => 0.065486029003331
1020 => 0.065378419459442
1021 => 0.064889534656147
1022 => 0.061697630321196
1023 => 0.058760392363562
1024 => 0.061217516636834
1025 => 0.061223780351919
1026 => 0.061012711197729
1027 => 0.059701778808569
1028 => 0.060967093592197
1029 => 0.061067529684773
1030 => 0.061011312181043
1031 => 0.060006223391918
1101 => 0.058471638582381
1102 => 0.058771492780887
1103 => 0.059262660074901
1104 => 0.058332777919102
1105 => 0.058035624226777
1106 => 0.058588089476612
1107 => 0.060368247622284
1108 => 0.060031719036599
1109 => 0.060022930915208
1110 => 0.061462742915099
1111 => 0.060432148254054
1112 => 0.058775274902597
1113 => 0.058356892529879
1114 => 0.056871916962868
1115 => 0.057897594876304
1116 => 0.05793450719843
1117 => 0.057372753887415
1118 => 0.058820858087786
1119 => 0.058807513552646
1120 => 0.060182272969033
1121 => 0.062810296637106
1122 => 0.062033060721266
1123 => 0.061129219914171
1124 => 0.06122749247069
1125 => 0.062305299858359
1126 => 0.061653632907825
1127 => 0.06188797688682
1128 => 0.06230494515068
1129 => 0.062556512457006
1130 => 0.061191295806711
1201 => 0.060872998499666
1202 => 0.060221873916626
1203 => 0.060052007666726
1204 => 0.060582335053452
1205 => 0.060442612523793
1206 => 0.057931404860687
1207 => 0.057668969687664
1208 => 0.05767701819975
1209 => 0.057017112479073
1210 => 0.056010597859521
1211 => 0.058655658183839
1212 => 0.0584432228222
1213 => 0.058208710624143
1214 => 0.058237437030297
1215 => 0.059385568067671
1216 => 0.058719594083987
1217 => 0.0604901950706
1218 => 0.06012621273689
1219 => 0.059752895629751
1220 => 0.059701291834028
1221 => 0.059557596597698
1222 => 0.059064812165681
1223 => 0.058469745352268
1224 => 0.058076830698248
1225 => 0.053572806389479
1226 => 0.054408727102482
1227 => 0.055370377686222
1228 => 0.055702335614156
1229 => 0.055134498607636
1230 => 0.059087233831706
1231 => 0.059809436646648
]
'min_raw' => 0.024928004684321
'max_raw' => 0.065486029003331
'avg_raw' => 0.045207016843826
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.024928'
'max' => '$0.065486'
'avg' => '$0.045207'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00096651491197705
'max_diff' => -0.011809742628102
'year' => 2027
]
2 => [
'items' => [
101 => 0.057621837212065
102 => 0.057212626676951
103 => 0.059114061606262
104 => 0.057967263902921
105 => 0.058483666838516
106 => 0.057367486149063
107 => 0.059635479137096
108 => 0.059618200830454
109 => 0.058735900333165
110 => 0.059481614671741
111 => 0.059352028454285
112 => 0.058355913365855
113 => 0.059667057762137
114 => 0.0596677080734
115 => 0.058818513027626
116 => 0.05782683912686
117 => 0.057649551255696
118 => 0.057515988660047
119 => 0.058450818627523
120 => 0.059288984253224
121 => 0.060848602683773
122 => 0.061240727812833
123 => 0.062771218296802
124 => 0.061859885731828
125 => 0.062263867654148
126 => 0.062702447177559
127 => 0.062912718329311
128 => 0.062570092771304
129 => 0.064947574467924
130 => 0.065148306767276
131 => 0.065215610570921
201 => 0.06441393711957
202 => 0.065126010778377
203 => 0.064792855094822
204 => 0.065659633630117
205 => 0.065795555572035
206 => 0.065680434522794
207 => 0.065723578292541
208 => 0.063694817080987
209 => 0.0635896151096
210 => 0.062155178764946
211 => 0.062739722178211
212 => 0.061646946285008
213 => 0.061993476777582
214 => 0.062146224116844
215 => 0.062066437575149
216 => 0.062772771385755
217 => 0.062172243352275
218 => 0.060587351135973
219 => 0.059002027116847
220 => 0.058982124665164
221 => 0.058564736834221
222 => 0.058263041880844
223 => 0.058321159032068
224 => 0.05852597145332
225 => 0.058251137810592
226 => 0.058309787502687
227 => 0.059283763172325
228 => 0.059479087046794
229 => 0.058815300203384
301 => 0.056150100243105
302 => 0.055496053487705
303 => 0.055966169325176
304 => 0.055741484234203
305 => 0.044987728221473
306 => 0.047514163683946
307 => 0.046013041521786
308 => 0.04670482767742
309 => 0.045172570663554
310 => 0.045903844023041
311 => 0.045768804535371
312 => 0.049831237996368
313 => 0.049767808685569
314 => 0.049798168940044
315 => 0.048348994890729
316 => 0.050657568500651
317 => 0.05179485487452
318 => 0.051584373434614
319 => 0.051637347078394
320 => 0.050727084368177
321 => 0.049806982272814
322 => 0.04878644744636
323 => 0.050682475011995
324 => 0.050471669112967
325 => 0.05095518199977
326 => 0.052184891406934
327 => 0.052365970788351
328 => 0.052609343313301
329 => 0.052522111587542
330 => 0.05460032519671
331 => 0.054348639816145
401 => 0.054955129168481
402 => 0.053707534556268
403 => 0.052295762829781
404 => 0.052564094480691
405 => 0.052538251984922
406 => 0.05220924735314
407 => 0.051912236682358
408 => 0.051417797597745
409 => 0.052982276024678
410 => 0.052918761057618
411 => 0.053946994546253
412 => 0.05376524428941
413 => 0.052551471592376
414 => 0.052594821721705
415 => 0.052886372174799
416 => 0.053895431621824
417 => 0.054194989167707
418 => 0.05405622217715
419 => 0.054384673350889
420 => 0.05464426776658
421 => 0.054417274412714
422 => 0.057631021616832
423 => 0.056296449716009
424 => 0.056946910774579
425 => 0.057102041904308
426 => 0.056704676777562
427 => 0.056790851044975
428 => 0.056921381579023
429 => 0.057713937421265
430 => 0.05979383327919
501 => 0.060715004996335
502 => 0.063486395557177
503 => 0.060638514508555
504 => 0.060469533032833
505 => 0.060968744160818
506 => 0.062595843801516
507 => 0.063914455234605
508 => 0.064351914719478
509 => 0.064409732212073
510 => 0.065230435287453
511 => 0.065700846985055
512 => 0.065130780347469
513 => 0.064647708560579
514 => 0.062917405381017
515 => 0.063117692685511
516 => 0.064497473598107
517 => 0.066446495405839
518 => 0.068118958878031
519 => 0.067533320461306
520 => 0.072001328184625
521 => 0.072444312900218
522 => 0.072383106735933
523 => 0.073392291843017
524 => 0.071389264922429
525 => 0.070532932107059
526 => 0.064752154164002
527 => 0.066376316971133
528 => 0.068737132995035
529 => 0.068424670141666
530 => 0.066710182440315
531 => 0.068117658285368
601 => 0.067652302755154
602 => 0.067285257540856
603 => 0.068966762822771
604 => 0.067117878692876
605 => 0.068718688961517
606 => 0.066665633233723
607 => 0.067535995608263
608 => 0.067041935829783
609 => 0.067361653056149
610 => 0.06549259268371
611 => 0.066501092291802
612 => 0.065450635784375
613 => 0.065450137731217
614 => 0.065426948845594
615 => 0.066662806268145
616 => 0.066703107534326
617 => 0.065789807031783
618 => 0.065658186160932
619 => 0.066144857505761
620 => 0.065575092820393
621 => 0.065841682130621
622 => 0.065583167539021
623 => 0.065524970459302
624 => 0.06506124622668
625 => 0.064861461076904
626 => 0.06493980198196
627 => 0.064672384085498
628 => 0.064511255129951
629 => 0.065394896240779
630 => 0.064922802441244
701 => 0.065322541095222
702 => 0.064866988447974
703 => 0.063287844497774
704 => 0.06237966211287
705 => 0.059396805577664
706 => 0.060242739990827
707 => 0.060803595381936
708 => 0.06061823267852
709 => 0.061016463491301
710 => 0.061040911628909
711 => 0.060911442732191
712 => 0.060761534335785
713 => 0.060688567218869
714 => 0.061232404327525
715 => 0.061548120073816
716 => 0.060859884723711
717 => 0.060698640810617
718 => 0.061394484748088
719 => 0.06181894914797
720 => 0.064952955790751
721 => 0.064720778455946
722 => 0.065303498003806
723 => 0.065237892725277
724 => 0.065848675645939
725 => 0.066847047585099
726 => 0.064817078283602
727 => 0.065169410763285
728 => 0.065083026975812
729 => 0.066026142516397
730 => 0.06602908682017
731 => 0.065463641941474
801 => 0.065770178783511
802 => 0.065599078327684
803 => 0.065908279976976
804 => 0.064717677586087
805 => 0.066167702780604
806 => 0.066989773628335
807 => 0.067001188082854
808 => 0.067390843140321
809 => 0.067786755246006
810 => 0.068546674056192
811 => 0.067765561522837
812 => 0.066360416115103
813 => 0.066461863074949
814 => 0.065638026836517
815 => 0.065651875672523
816 => 0.065577949500569
817 => 0.065799807507506
818 => 0.064766362942452
819 => 0.06500891031625
820 => 0.064669342572577
821 => 0.065168672609326
822 => 0.064631476031996
823 => 0.065082985318934
824 => 0.065277841759406
825 => 0.065996866219709
826 => 0.064525275534588
827 => 0.061524602509697
828 => 0.062155380359173
829 => 0.061222410373268
830 => 0.06130876029753
831 => 0.06148320088703
901 => 0.060917781863053
902 => 0.061025645994426
903 => 0.061021792328626
904 => 0.060988583518672
905 => 0.060841496193017
906 => 0.060628190470477
907 => 0.061477934817039
908 => 0.061622322939875
909 => 0.061943279851036
910 => 0.062898229911498
911 => 0.062802807881185
912 => 0.062958445171648
913 => 0.062618689840433
914 => 0.061324520572903
915 => 0.061394800190567
916 => 0.060518412232154
917 => 0.061920868640551
918 => 0.061588748451522
919 => 0.061374628405086
920 => 0.061316203766607
921 => 0.062273520963561
922 => 0.062559965272999
923 => 0.06238147240192
924 => 0.062015378315869
925 => 0.062718387187088
926 => 0.062906482703463
927 => 0.062948590352884
928 => 0.064194187284103
929 => 0.063018205384483
930 => 0.063301275915976
1001 => 0.065509711396641
1002 => 0.063506965158943
1003 => 0.064567864507622
1004 => 0.064515939005158
1005 => 0.065058659213066
1006 => 0.064471420107294
1007 => 0.06447869963981
1008 => 0.06496059841738
1009 => 0.064283858495185
1010 => 0.064116288173434
1011 => 0.063884790974097
1012 => 0.064390256639694
1013 => 0.064693260445974
1014 => 0.067135248592815
1015 => 0.068712884303863
1016 => 0.068644394976928
1017 => 0.069270259218464
1018 => 0.068988301645393
1019 => 0.068077786265295
1020 => 0.0696319249936
1021 => 0.069140130472038
1022 => 0.069180673414866
1023 => 0.069179164404509
1024 => 0.069506164767924
1025 => 0.069274455041301
1026 => 0.068817731385612
1027 => 0.069120925862659
1028 => 0.07002130506548
1029 => 0.072816109738045
1030 => 0.074380119459049
1031 => 0.072721954389012
1101 => 0.073865734450608
1102 => 0.073179873984157
1103 => 0.073055232734821
1104 => 0.073773611138187
1105 => 0.074493246967849
1106 => 0.074447409276571
1107 => 0.073924990617945
1108 => 0.073629889573569
1109 => 0.075864493547682
1110 => 0.077510911690323
1111 => 0.077398637010722
1112 => 0.077894180932798
1113 => 0.07934911321461
1114 => 0.079482133988654
1115 => 0.079465376428572
1116 => 0.079135670560822
1117 => 0.080568240339097
1118 => 0.081763315251802
1119 => 0.079059353178556
1120 => 0.080088986538585
1121 => 0.080551222126618
1122 => 0.081229921108968
1123 => 0.08237500005535
1124 => 0.08361885950831
1125 => 0.083794754873184
1126 => 0.083669948694438
1127 => 0.082849589948474
1128 => 0.084210635804233
1129 => 0.085007904546084
1130 => 0.085482659836685
1201 => 0.086686560261903
1202 => 0.080554076736245
1203 => 0.076213200092578
1204 => 0.075535309521651
1205 => 0.076913826654361
1206 => 0.077277330628789
1207 => 0.077130802632492
1208 => 0.072244751314806
1209 => 0.075509585472655
1210 => 0.079022272511446
1211 => 0.079157209126474
1212 => 0.080915733704916
1213 => 0.081488381392014
1214 => 0.082904224172745
1215 => 0.082815662821318
1216 => 0.083160398007446
1217 => 0.083081149358137
1218 => 0.085703699968568
1219 => 0.088596762744409
1220 => 0.088496585179858
1221 => 0.088080673176666
1222 => 0.088698373424941
1223 => 0.091684324249057
1224 => 0.09140942574606
1225 => 0.091676466225923
1226 => 0.09519707052837
1227 => 0.099774356921673
1228 => 0.097647747839944
1229 => 0.10226187763202
1230 => 0.10516622775162
1231 => 0.11018900096806
]
'min_raw' => 0.044987728221473
'max_raw' => 0.11018900096806
'avg_raw' => 0.077588364594767
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.044987'
'max' => '$0.110189'
'avg' => '$0.077588'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.020059723537152
'max_diff' => 0.044702971964729
'year' => 2028
]
3 => [
'items' => [
101 => 0.10956012502368
102 => 0.11151545377803
103 => 0.10843430583287
104 => 0.10135936734806
105 => 0.10023973125106
106 => 0.10248127107095
107 => 0.1079918779919
108 => 0.10230772244843
109 => 0.10345761971181
110 => 0.1031264492226
111 => 0.10310880255461
112 => 0.10378230409746
113 => 0.10280535498208
114 => 0.098825088536248
115 => 0.10064922119252
116 => 0.099944835971887
117 => 0.10072640388957
118 => 0.1049442035982
119 => 0.10307941380723
120 => 0.10111500924566
121 => 0.10357880850214
122 => 0.1067160716089
123 => 0.10651974732189
124 => 0.10613879614789
125 => 0.10828619796977
126 => 0.11183307664983
127 => 0.11279178370453
128 => 0.11349948165241
129 => 0.11359706124277
130 => 0.11460219166884
131 => 0.1091973520424
201 => 0.11777497133568
202 => 0.11925608923567
203 => 0.11897770045652
204 => 0.1206239006674
205 => 0.12013954680529
206 => 0.11943779405189
207 => 0.12204737154296
208 => 0.11905570153149
209 => 0.114809402591
210 => 0.11247979900997
211 => 0.11554760892923
212 => 0.1174210133951
213 => 0.11865921457615
214 => 0.11903389350539
215 => 0.109616914357
216 => 0.10454168488562
217 => 0.10779484878915
218 => 0.11176393327283
219 => 0.10917530357769
220 => 0.10927677296082
221 => 0.10558606729546
222 => 0.11209047883039
223 => 0.11114284078046
224 => 0.11605918865982
225 => 0.11488586278225
226 => 0.11889495362635
227 => 0.11783922564783
228 => 0.12222149346169
301 => 0.12396969873781
302 => 0.12690520748282
303 => 0.12906457966533
304 => 0.13033260431311
305 => 0.13025647686949
306 => 0.13528102225135
307 => 0.13231822338392
308 => 0.12859624972834
309 => 0.12852893096758
310 => 0.13045659386458
311 => 0.1344964464682
312 => 0.13554392147086
313 => 0.13612931709817
314 => 0.13523276331717
315 => 0.13201685749228
316 => 0.1306282456621
317 => 0.13181138317337
318 => 0.13036450766525
319 => 0.13286222071382
320 => 0.13629211421224
321 => 0.13558385476808
322 => 0.1379514599017
323 => 0.14040168213566
324 => 0.1439056099766
325 => 0.14482166646429
326 => 0.14633587300394
327 => 0.14789448892418
328 => 0.14839507435188
329 => 0.1493508472559
330 => 0.14934580986092
331 => 0.15222609583812
401 => 0.155403140466
402 => 0.15660240126428
403 => 0.15936003534228
404 => 0.15463768362272
405 => 0.15821964164848
406 => 0.16145065744993
407 => 0.15759850721229
408 => 0.16290779887899
409 => 0.16311394664329
410 => 0.16622653313438
411 => 0.16307133042624
412 => 0.16119778112991
413 => 0.16660664774744
414 => 0.16922382792597
415 => 0.16843551195688
416 => 0.16243638850814
417 => 0.15894464134647
418 => 0.14980606551665
419 => 0.16063110334417
420 => 0.16590366349927
421 => 0.1624227338511
422 => 0.16417831229205
423 => 0.17375617901767
424 => 0.17740281054584
425 => 0.17664433667986
426 => 0.17677250627767
427 => 0.17874016245923
428 => 0.1874658335763
429 => 0.18223720918348
430 => 0.18623429661897
501 => 0.18835433738219
502 => 0.19032354939422
503 => 0.18548778706852
504 => 0.17919653133424
505 => 0.17720382655425
506 => 0.16207662399921
507 => 0.16128918741211
508 => 0.160847175394
509 => 0.15806035214366
510 => 0.15587067244402
511 => 0.15412935784927
512 => 0.1495596283521
513 => 0.15110177791158
514 => 0.14381858286976
515 => 0.14847811295694
516 => 0.1368539578113
517 => 0.14653489963022
518 => 0.14126600313659
519 => 0.14480392542555
520 => 0.14479158194797
521 => 0.13827714531473
522 => 0.13451975421749
523 => 0.1369141100645
524 => 0.13948104959669
525 => 0.13989752689957
526 => 0.14322563100704
527 => 0.14415443332607
528 => 0.14134011893776
529 => 0.13661307303306
530 => 0.13771105798428
531 => 0.1344975035875
601 => 0.12886587311473
602 => 0.13291060843911
603 => 0.13429165891331
604 => 0.13490160947943
605 => 0.12936354770658
606 => 0.12762336846038
607 => 0.12669691163123
608 => 0.13589817880219
609 => 0.1364022449885
610 => 0.13382337111155
611 => 0.1454801255742
612 => 0.14284184303137
613 => 0.14578945102663
614 => 0.13761142735849
615 => 0.13792383887578
616 => 0.13405223141265
617 => 0.1362200728911
618 => 0.13468791240692
619 => 0.13604493272267
620 => 0.13685832510472
621 => 0.14072929727517
622 => 0.14657909991438
623 => 0.14015110311845
624 => 0.13735033286386
625 => 0.13908791497768
626 => 0.14371532512268
627 => 0.15072608836512
628 => 0.14657557542083
629 => 0.14841750258523
630 => 0.14881988172901
701 => 0.14575944714424
702 => 0.15083893095362
703 => 0.15356106759271
704 => 0.15635341651762
705 => 0.15877793484928
706 => 0.15523809095195
707 => 0.15902623133878
708 => 0.15597365888379
709 => 0.15323518582252
710 => 0.15323933895576
711 => 0.15152145480171
712 => 0.14819283778592
713 => 0.14757898973806
714 => 0.15077230480349
715 => 0.1533330410779
716 => 0.15354395558256
717 => 0.15496171075945
718 => 0.1558007236691
719 => 0.16402419076637
720 => 0.16733173726098
721 => 0.17137614250594
722 => 0.17295166627904
723 => 0.17769342797954
724 => 0.17386407029933
725 => 0.17303556467743
726 => 0.16153360181044
727 => 0.16341704758556
728 => 0.16643262599701
729 => 0.16158332758774
730 => 0.16465909127379
731 => 0.165266312179
801 => 0.1614185502834
802 => 0.16347380616382
803 => 0.15801565588633
804 => 0.14669807267502
805 => 0.15085153065903
806 => 0.1539098737741
807 => 0.14954524105791
808 => 0.15736867626707
809 => 0.15279838692636
810 => 0.15134982461794
811 => 0.14569846660301
812 => 0.14836569004534
813 => 0.15197314794204
814 => 0.14974415837387
815 => 0.15436964641229
816 => 0.1609205710473
817 => 0.16558915005651
818 => 0.16594754558286
819 => 0.16294596205044
820 => 0.167756018817
821 => 0.16779105482928
822 => 0.16236529114695
823 => 0.1590420411023
824 => 0.15828699169998
825 => 0.16017325314313
826 => 0.1624635227582
827 => 0.16607463960703
828 => 0.16825676188921
829 => 0.17394657949289
830 => 0.17548608099659
831 => 0.17717752640147
901 => 0.17943781908483
902 => 0.18215187997835
903 => 0.1762136692549
904 => 0.17644960543715
905 => 0.17092002583159
906 => 0.16501087700113
907 => 0.16949518437765
908 => 0.17535781975004
909 => 0.17401292471798
910 => 0.17386159655316
911 => 0.17411608855146
912 => 0.17310208161744
913 => 0.16851576583577
914 => 0.16621254676207
915 => 0.16918428698099
916 => 0.17076363465041
917 => 0.17321306515209
918 => 0.17291112114156
919 => 0.17922059106425
920 => 0.18167226028775
921 => 0.18104501838754
922 => 0.18116044599259
923 => 0.18559907601474
924 => 0.19053574547326
925 => 0.19515958787207
926 => 0.19986315895879
927 => 0.19419282043024
928 => 0.19131377222331
929 => 0.19428421507342
930 => 0.19270805628514
1001 => 0.20176513220167
1002 => 0.20239222448727
1003 => 0.21144864547412
1004 => 0.22004426740919
1005 => 0.21464551127834
1006 => 0.21973629514442
1007 => 0.22524239295328
1008 => 0.23586454895875
1009 => 0.23228738050806
1010 => 0.22954732553621
1011 => 0.22695798682766
1012 => 0.23234598963421
1013 => 0.23927756916939
1014 => 0.24077056501142
1015 => 0.24318978864383
1016 => 0.24064627080295
1017 => 0.24370965788299
1018 => 0.25452476039602
1019 => 0.25160242422945
1020 => 0.24745223708393
1021 => 0.25598972182449
1022 => 0.25907940436346
1023 => 0.2807644145013
1024 => 0.3081426355634
1025 => 0.2968078722686
1026 => 0.28977201892099
1027 => 0.29142561135035
1028 => 0.30142321087096
1029 => 0.30463412252903
1030 => 0.29590575777477
1031 => 0.29898876376452
1101 => 0.31597642988252
1102 => 0.32508976772525
1103 => 0.31271263085026
1104 => 0.27856460109654
1105 => 0.24707855813966
1106 => 0.25543007456682
1107 => 0.25448327178171
1108 => 0.27273439977099
1109 => 0.25153272747836
1110 => 0.25188970926505
1111 => 0.27051825125287
1112 => 0.26554847562458
1113 => 0.25749807558752
1114 => 0.24713733496904
1115 => 0.22798454768326
1116 => 0.21102038986927
1117 => 0.24429100995473
1118 => 0.24285632031795
1119 => 0.2407786771148
1120 => 0.24540224723894
1121 => 0.26785299133849
1122 => 0.26733542902103
1123 => 0.26404296161995
1124 => 0.26654026912519
1125 => 0.25706028550755
1126 => 0.25950349314103
1127 => 0.24707357058959
1128 => 0.25269241470226
1129 => 0.25748080304466
1130 => 0.25844214289769
1201 => 0.26060809067382
1202 => 0.24210030407217
1203 => 0.25040975689624
1204 => 0.25529078193995
1205 => 0.23323813321928
1206 => 0.25485487197941
1207 => 0.24177812468354
1208 => 0.23733968024517
1209 => 0.24331546096085
1210 => 0.24098669340431
1211 => 0.23898455580902
1212 => 0.23786732862976
1213 => 0.2422552824645
1214 => 0.24205057917337
1215 => 0.23487103503459
1216 => 0.22550561238122
1217 => 0.22864895563321
1218 => 0.22750694956076
1219 => 0.22336817223249
1220 => 0.22615720843386
1221 => 0.21387570450193
1222 => 0.19274601532407
1223 => 0.20670493521485
1224 => 0.20616753198344
1225 => 0.20589654890486
1226 => 0.21638629140658
1227 => 0.21537794470457
1228 => 0.21354778556667
1229 => 0.22333455992469
1230 => 0.21976225563333
1231 => 0.23077125571858
]
'min_raw' => 0.098825088536248
'max_raw' => 0.32508976772525
'avg_raw' => 0.21195742813075
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.098825'
'max' => '$0.325089'
'avg' => '$0.211957'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.053837360314775
'max_diff' => 0.21490076675719
'year' => 2029
]
4 => [
'items' => [
101 => 0.23802249519221
102 => 0.23618334630867
103 => 0.2430031720819
104 => 0.22872137191307
105 => 0.23346521304279
106 => 0.23444291212495
107 => 0.22321379264828
108 => 0.21554292269545
109 => 0.21503136312392
110 => 0.20173113173671
111 => 0.20883600798804
112 => 0.21508800506945
113 => 0.21209378364203
114 => 0.21114590258793
115 => 0.21598842132302
116 => 0.2163647265021
117 => 0.20778492853994
118 => 0.20956894022314
119 => 0.21700856550934
120 => 0.20938148075404
121 => 0.1945633009517
122 => 0.19088818748335
123 => 0.1903978596009
124 => 0.18043066039782
125 => 0.19113377613855
126 => 0.18646157929205
127 => 0.20122099314862
128 => 0.19279049511007
129 => 0.19242707318945
130 => 0.19187770765403
131 => 0.18329852756013
201 => 0.18517682276536
202 => 0.19142056209997
203 => 0.19364839863531
204 => 0.19341601703255
205 => 0.19138996437097
206 => 0.19231748090437
207 => 0.18932962698209
208 => 0.18827455357534
209 => 0.18494445168281
210 => 0.18005012186491
211 => 0.18073070844476
212 => 0.17103376040445
213 => 0.16575034845611
214 => 0.16428796966306
215 => 0.16233241562397
216 => 0.1645088546953
217 => 0.17100629016901
218 => 0.16316900447989
219 => 0.14973252788755
220 => 0.15054008302539
221 => 0.15235441965485
222 => 0.14897341534889
223 => 0.14577357851949
224 => 0.14855557703169
225 => 0.14286236476958
226 => 0.15304241715708
227 => 0.15276707526927
228 => 0.15656156926912
301 => 0.15893434423807
302 => 0.15346586612964
303 => 0.15209055867371
304 => 0.15287399630485
305 => 0.13992551739101
306 => 0.15550340229437
307 => 0.1556381204899
308 => 0.15448458150998
309 => 0.16277932430778
310 => 0.1802838188063
311 => 0.1736979238593
312 => 0.17114766627609
313 => 0.16629962474619
314 => 0.17275935223656
315 => 0.17226334595275
316 => 0.17002021743254
317 => 0.16866356630454
318 => 0.17116323760508
319 => 0.16835382936776
320 => 0.16784918245096
321 => 0.16479157119642
322 => 0.163700143091
323 => 0.16289209317275
324 => 0.16200250961011
325 => 0.16396470927889
326 => 0.15951810668055
327 => 0.15415593985278
328 => 0.1537101337005
329 => 0.15494104368263
330 => 0.15439645764601
331 => 0.15370752643208
401 => 0.15239216912543
402 => 0.15200193071071
403 => 0.15327001624179
404 => 0.15183842161118
405 => 0.15395081747163
406 => 0.15337636268179
407 => 0.1501675049229
408 => 0.14616808008403
409 => 0.14613247681389
410 => 0.14527080729273
411 => 0.14417334160464
412 => 0.14386805175683
413 => 0.14832128487662
414 => 0.15753934416052
415 => 0.15572961855362
416 => 0.15703733077275
417 => 0.16346998060047
418 => 0.16551472654417
419 => 0.16406341430579
420 => 0.16207676860086
421 => 0.16216417092948
422 => 0.16895314070178
423 => 0.16937656041896
424 => 0.1704464054439
425 => 0.1718214586391
426 => 0.16429759181083
427 => 0.16180979747848
428 => 0.16063094250623
429 => 0.157000525466
430 => 0.16091561899545
501 => 0.15863446165686
502 => 0.15894226771727
503 => 0.15874180861663
504 => 0.15885127284056
505 => 0.15303957162497
506 => 0.15515705009391
507 => 0.1516363314476
508 => 0.1469224843994
509 => 0.1469066819312
510 => 0.14806038931815
511 => 0.14737411901982
512 => 0.14552738329264
513 => 0.14578970338634
514 => 0.14349150333936
515 => 0.1460687464823
516 => 0.14614265259382
517 => 0.1451502736004
518 => 0.14912087225312
519 => 0.15074762976083
520 => 0.15009442464855
521 => 0.15070179914884
522 => 0.15580482082301
523 => 0.15663683601635
524 => 0.15700636220539
525 => 0.15651124606491
526 => 0.1507950730173
527 => 0.151048609599
528 => 0.14918832638661
529 => 0.14761658310395
530 => 0.14767944459255
531 => 0.14848752495216
601 => 0.15201645927587
602 => 0.15944289351808
603 => 0.15972472126891
604 => 0.16006630472443
605 => 0.15867691314477
606 => 0.15825785934966
607 => 0.15881069947237
608 => 0.16159967771038
609 => 0.16877368693875
610 => 0.16623791294148
611 => 0.16417628921002
612 => 0.16598488903228
613 => 0.16570646926591
614 => 0.16335632624607
615 => 0.1632903655589
616 => 0.15877968971764
617 => 0.15711219556225
618 => 0.15571871263623
619 => 0.15419706565881
620 => 0.15329498232452
621 => 0.15468099231553
622 => 0.15499798919926
623 => 0.15196745413062
624 => 0.15155440339898
625 => 0.15402920375467
626 => 0.15294013638799
627 => 0.15406026918219
628 => 0.15432014959877
629 => 0.15427830286615
630 => 0.15314119145674
701 => 0.15386595235994
702 => 0.15215167676224
703 => 0.1502876595256
704 => 0.149098532661
705 => 0.14806086175685
706 => 0.14863662188426
707 => 0.14658414215969
708 => 0.14592751258755
709 => 0.15362041967357
710 => 0.15930325285071
711 => 0.15922062220567
712 => 0.15871762940483
713 => 0.15797028413116
714 => 0.16154500474869
715 => 0.16029964356434
716 => 0.16120574787936
717 => 0.16143638945661
718 => 0.16213447204615
719 => 0.16238397656969
720 => 0.16162980060753
721 => 0.15909869396369
722 => 0.15279141685765
723 => 0.14985536233861
724 => 0.14888641544348
725 => 0.14892163482282
726 => 0.14795012711423
727 => 0.14823627967433
728 => 0.14785061493163
729 => 0.14712025921128
730 => 0.14859152447662
731 => 0.14876107409267
801 => 0.14841766319942
802 => 0.14849854889644
803 => 0.14565525337311
804 => 0.14587142295643
805 => 0.14466776324697
806 => 0.14444209156178
807 => 0.14139934463091
808 => 0.13600867738965
809 => 0.13899563032604
810 => 0.13538781120802
811 => 0.13402147544065
812 => 0.14048949645459
813 => 0.13984028653977
814 => 0.13872912137036
815 => 0.13708547649769
816 => 0.13647583262607
817 => 0.13277182945188
818 => 0.13255297718427
819 => 0.13438878117389
820 => 0.13354162079884
821 => 0.13235188678754
822 => 0.12804279080002
823 => 0.12319794021741
824 => 0.12334417580285
825 => 0.12488523263153
826 => 0.12936606320075
827 => 0.1276153251782
828 => 0.12634514465544
829 => 0.12610727802501
830 => 0.12908467691233
831 => 0.13329832012224
901 => 0.13527526724137
902 => 0.13331617268709
903 => 0.13106567034826
904 => 0.1312026479978
905 => 0.13211389893313
906 => 0.13220965852204
907 => 0.13074481285484
908 => 0.13115715832977
909 => 0.13053076784769
910 => 0.12668661061537
911 => 0.12661708200099
912 => 0.12567366382077
913 => 0.12564509749321
914 => 0.12404010782196
915 => 0.12381555867218
916 => 0.12062875426401
917 => 0.122726318576
918 => 0.12131938256259
919 => 0.11919879812771
920 => 0.11883320857184
921 => 0.11882221850833
922 => 0.12099958456894
923 => 0.12270087478586
924 => 0.1213438568169
925 => 0.12103489013006
926 => 0.12433384602278
927 => 0.12391402381478
928 => 0.12355046049022
929 => 0.13292103458843
930 => 0.12550349399468
1001 => 0.12226902291739
1002 => 0.11826575074984
1003 => 0.11956923635384
1004 => 0.11984389992279
1005 => 0.11021675200389
1006 => 0.10631101929217
1007 => 0.10497071900994
1008 => 0.10419935724845
1009 => 0.10455087648932
1010 => 0.10103525895202
1011 => 0.10339781208003
1012 => 0.10035358446048
1013 => 0.09984320979329
1014 => 0.10528666588448
1015 => 0.10604409099936
1016 => 0.10281268014574
1017 => 0.10488776903166
1018 => 0.10413531295573
1019 => 0.10040576900556
1020 => 0.10026332785933
1021 => 0.098391973804935
1022 => 0.095463667075362
1023 => 0.094125352322988
1024 => 0.09342834638017
1025 => 0.093715944616551
1026 => 0.093570526147585
1027 => 0.092621572272741
1028 => 0.093624919072886
1029 => 0.091061782610037
1030 => 0.090041121017936
1031 => 0.089580111855953
1101 => 0.087305180716544
1102 => 0.090925607825814
1103 => 0.091638877575279
1104 => 0.09235355268649
1105 => 0.098574311600167
1106 => 0.098263540064522
1107 => 0.10107276339488
1108 => 0.10096360214209
1109 => 0.10016236614187
1110 => 0.096782083253876
1111 => 0.098129403765282
1112 => 0.09398256065127
1113 => 0.09708965747021
1114 => 0.095671708237511
1115 => 0.096610247408306
1116 => 0.094922669354552
1117 => 0.09585664472789
1118 => 0.09180802029344
1119 => 0.088027471762234
1120 => 0.089548874852283
1121 => 0.091202814004714
1122 => 0.094788975503042
1123 => 0.092653087299827
1124 => 0.093421233464578
1125 => 0.090848072398778
1126 => 0.085538906132913
1127 => 0.085568955437404
1128 => 0.084752255873875
1129 => 0.084046508210897
1130 => 0.092898419753431
1201 => 0.091797544625104
1202 => 0.090043444187089
1203 => 0.092391377328552
1204 => 0.093012208117865
1205 => 0.093029882297651
1206 => 0.094742873708737
1207 => 0.095657097531905
1208 => 0.095818233443211
1209 => 0.098513662440183
1210 => 0.099417134686401
1211 => 0.10313840900439
1212 => 0.095579532027835
1213 => 0.09542386193076
1214 => 0.092424417562863
1215 => 0.090522122525402
1216 => 0.092554669331562
1217 => 0.094355228331511
1218 => 0.09248036595003
1219 => 0.092725183396546
1220 => 0.090208333831292
1221 => 0.091107989122091
1222 => 0.091882893455183
1223 => 0.091455036829221
1224 => 0.090814514751661
1225 => 0.09420760302682
1226 => 0.094016151688715
1227 => 0.097175873497305
1228 => 0.099639102600975
1229 => 0.10405364950962
1230 => 0.099446839674914
1231 => 0.099278949214126
]
'min_raw' => 0.084046508210897
'max_raw' => 0.2430031720819
'avg_raw' => 0.1635248401464
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.084046'
'max' => '$0.2430031'
'avg' => '$0.163524'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.014778580325351
'max_diff' => -0.082086595643344
'year' => 2030
]
5 => [
'items' => [
101 => 0.1009201053988
102 => 0.09941688343394
103 => 0.10036686782627
104 => 0.10390059233732
105 => 0.10397525436786
106 => 0.10272456915959
107 => 0.102648464851
108 => 0.10288867262625
109 => 0.10429557706862
110 => 0.10380396142665
111 => 0.10437287149372
112 => 0.10508430224406
113 => 0.10802708146784
114 => 0.10873657557596
115 => 0.10701287272374
116 => 0.10716850379182
117 => 0.10652379160839
118 => 0.10590100771741
119 => 0.10730093495404
120 => 0.10985932949461
121 => 0.10984341385495
122 => 0.11043691166028
123 => 0.1108066558762
124 => 0.10921944303217
125 => 0.10818622583414
126 => 0.10858242705318
127 => 0.10921596143057
128 => 0.10837698039316
129 => 0.10319840077641
130 => 0.10476925102319
131 => 0.10450778473147
201 => 0.10413542493668
202 => 0.10571492700684
203 => 0.10556258017895
204 => 0.10099920121278
205 => 0.10129133392835
206 => 0.10101696677079
207 => 0.1019035031871
208 => 0.099369007558094
209 => 0.10014860134349
210 => 0.10063755525745
211 => 0.10092555286909
212 => 0.10196599772417
213 => 0.10184391352919
214 => 0.10195840879919
215 => 0.103501113852
216 => 0.11130358661668
217 => 0.11172825799408
218 => 0.10963702081552
219 => 0.11047242882053
220 => 0.10886862813457
221 => 0.10994527027958
222 => 0.11068188149146
223 => 0.10735327706719
224 => 0.10715617871565
225 => 0.10554575857375
226 => 0.10641110713915
227 => 0.10503427535084
228 => 0.10537210171216
301 => 0.10442750975474
302 => 0.10612758721171
303 => 0.10802853797394
304 => 0.1085087932073
305 => 0.10724544845121
306 => 0.10633070358932
307 => 0.10472471294754
308 => 0.10739551117666
309 => 0.10817653396995
310 => 0.10739140879642
311 => 0.10720947813839
312 => 0.10686471987016
313 => 0.10728262023477
314 => 0.10817228035209
315 => 0.1077527330702
316 => 0.10802985144136
317 => 0.10697376197373
318 => 0.10921996846566
319 => 0.11278748495388
320 => 0.11279895510274
321 => 0.11237940555933
322 => 0.11220773492549
323 => 0.11263821821742
324 => 0.11287173774394
325 => 0.11426384177289
326 => 0.11575762485983
327 => 0.12272845873794
328 => 0.12077107647921
329 => 0.12695601499263
330 => 0.131847498343
331 => 0.13331424032113
401 => 0.13196490671679
402 => 0.12734890934592
403 => 0.12712242649313
404 => 0.13402067538903
405 => 0.13207160411612
406 => 0.1318397682901
407 => 0.12937342679407
408 => 0.13083134008056
409 => 0.13051247305851
410 => 0.13000912586469
411 => 0.1327907228562
412 => 0.13799762410942
413 => 0.1371860797191
414 => 0.13658029947818
415 => 0.13392594680246
416 => 0.13552445998438
417 => 0.1349552600578
418 => 0.13740090416558
419 => 0.13595215877378
420 => 0.13205683798427
421 => 0.13267718065914
422 => 0.13258341711179
423 => 0.13451306427212
424 => 0.13393383209138
425 => 0.13247031273216
426 => 0.137979827487
427 => 0.13762207024435
428 => 0.13812928821974
429 => 0.13835258125874
430 => 0.14170612580147
501 => 0.14307996569918
502 => 0.14339185140841
503 => 0.14469689305463
504 => 0.14335938078338
505 => 0.14871038349847
506 => 0.15226848806434
507 => 0.15640140961598
508 => 0.16244071882752
509 => 0.16471155495779
510 => 0.16430134873633
511 => 0.16888028405483
512 => 0.17710852903817
513 => 0.16596451230199
514 => 0.17769918898498
515 => 0.1739841258305
516 => 0.16517577792237
517 => 0.16460862416068
518 => 0.17057373963109
519 => 0.18380379162337
520 => 0.18048981365331
521 => 0.18380921210413
522 => 0.17993695749102
523 => 0.17974466741156
524 => 0.18362114534061
525 => 0.19267874731764
526 => 0.18837582013749
527 => 0.1822065189037
528 => 0.18676183492977
529 => 0.18281559861339
530 => 0.1739236237106
531 => 0.18048727951682
601 => 0.17609834980135
602 => 0.17737927282066
603 => 0.18660415027854
604 => 0.18549418861681
605 => 0.18693058178677
606 => 0.18439538543874
607 => 0.18202711228592
608 => 0.17760655457589
609 => 0.17629784536881
610 => 0.17665952551122
611 => 0.1762976661381
612 => 0.17382440472636
613 => 0.17329030415998
614 => 0.17240011314986
615 => 0.17267602056694
616 => 0.17100220103334
617 => 0.174161044322
618 => 0.17474735347201
619 => 0.17704609619182
620 => 0.17728475928678
621 => 0.1836867250409
622 => 0.18016062988419
623 => 0.18252623894372
624 => 0.18231463660346
625 => 0.16536668153078
626 => 0.16770196020672
627 => 0.17133492097567
628 => 0.16969827707362
629 => 0.16738444551182
630 => 0.16551590246586
701 => 0.1626848686829
702 => 0.16666949436723
703 => 0.17190885342442
704 => 0.17741763807873
705 => 0.18403608189101
706 => 0.18255892227928
707 => 0.17729391087535
708 => 0.17753009544084
709 => 0.17899009548948
710 => 0.17709926277149
711 => 0.17654161928952
712 => 0.17891348383825
713 => 0.17892981756585
714 => 0.17675418600904
715 => 0.17433636967002
716 => 0.17432623893128
717 => 0.17389601186708
718 => 0.18001349392999
719 => 0.18337749051739
720 => 0.18376316730478
721 => 0.18335153139668
722 => 0.18350995372046
723 => 0.18155251822686
724 => 0.18602663530577
725 => 0.19013252758169
726 => 0.18903206074215
727 => 0.1873823045091
728 => 0.18606819420645
729 => 0.18872249811787
730 => 0.18860430614296
731 => 0.19009666619457
801 => 0.19002896412234
802 => 0.18952713956748
803 => 0.18903207866389
804 => 0.19099493918749
805 => 0.19042966687927
806 => 0.18986351654702
807 => 0.18872801538241
808 => 0.18888234884936
809 => 0.18723287746998
810 => 0.18646975653521
811 => 0.17499424865933
812 => 0.17192761798186
813 => 0.17289244242001
814 => 0.17321008767671
815 => 0.17187548607588
816 => 0.17378896194045
817 => 0.17349074875383
818 => 0.17465092181409
819 => 0.1739260960549
820 => 0.17395584315688
821 => 0.17608740116552
822 => 0.17670620152373
823 => 0.17639147466721
824 => 0.17661189856931
825 => 0.18169147435802
826 => 0.18096932111656
827 => 0.18058569160008
828 => 0.18069195959791
829 => 0.18198990011926
830 => 0.18235325260031
831 => 0.18081370260577
901 => 0.18153976328323
902 => 0.18463123749703
903 => 0.18571307850958
904 => 0.18916579570848
905 => 0.18769902007523
906 => 0.19039135023062
907 => 0.19866665524529
908 => 0.20527754149857
909 => 0.19919789729363
910 => 0.21133794800648
911 => 0.22079071887327
912 => 0.22042790578299
913 => 0.21877959653584
914 => 0.2080178682189
915 => 0.19811476537333
916 => 0.20639913141161
917 => 0.20642024996434
918 => 0.20570861557461
919 => 0.20128871549818
920 => 0.20555481263264
921 => 0.20589343993098
922 => 0.20570389869218
923 => 0.20231517166658
924 => 0.19714121183994
925 => 0.19815219120535
926 => 0.19980819602933
927 => 0.19667303341875
928 => 0.19567115899847
929 => 0.19753383416018
930 => 0.20353576163498
1001 => 0.20240113201267
1002 => 0.20237150224783
1003 => 0.20722592892993
1004 => 0.2037512070764
1005 => 0.19816494289276
1006 => 0.19675433751261
1007 => 0.19174763871075
1008 => 0.19520578340645
1009 => 0.19533023587763
1010 => 0.19343624536918
1011 => 0.19831862978414
1012 => 0.19827363775223
1013 => 0.20290873510721
1014 => 0.21176930038688
1015 => 0.20914879523174
1016 => 0.20610143284647
1017 => 0.20643276563194
1018 => 0.21006666848958
1019 => 0.20786952786792
1020 => 0.20865963495448
1021 => 0.21006547256788
1022 => 0.21091364930502
1023 => 0.20631072605217
1024 => 0.20523756445866
1025 => 0.20304225246687
1026 => 0.20246953654565
1027 => 0.20425757235628
1028 => 0.20378648809241
1029 => 0.19531977612933
1030 => 0.19443495762085
1031 => 0.19446209374127
1101 => 0.19223717553087
1102 => 0.18884364121844
1103 => 0.19776164677409
1104 => 0.19704540612056
1105 => 0.19625473187169
1106 => 0.19635158495566
1107 => 0.20022258890811
1108 => 0.1979772111253
1109 => 0.20394691597108
1110 => 0.20271972412054
1111 => 0.20146105942966
1112 => 0.20128707362951
1113 => 0.20080259510775
1114 => 0.19914113799009
1115 => 0.19713482868243
1116 => 0.19581008949398
1117 => 0.18062445707603
1118 => 0.18344282212204
1119 => 0.18668509420542
1120 => 0.18780431353601
1121 => 0.18588981142341
1122 => 0.19921673420253
1123 => 0.20165169141569
1124 => 0.19427604718868
1125 => 0.19289636529937
1126 => 0.1993071859175
1127 => 0.19544067739382
1128 => 0.19718176594528
1129 => 0.19341848482154
1130 => 0.20106518152691
1201 => 0.20100692650974
1202 => 0.19803218878287
1203 => 0.20054641673949
1204 => 0.20010950775992
1205 => 0.19675103619274
1206 => 0.20117165106599
1207 => 0.20117384363581
1208 => 0.19831072325008
1209 => 0.19496722545719
1210 => 0.19436948702171
1211 => 0.19391917140544
1212 => 0.19707101590853
1213 => 0.19989694983444
1214 => 0.20515531226211
1215 => 0.20647738951204
1216 => 0.21163754503418
1217 => 0.20856492366416
1218 => 0.20992697692038
1219 => 0.2114056784042
1220 => 0.212114622273
1221 => 0.21095943628283
1222 => 0.21897528181345
1223 => 0.2196520647754
1224 => 0.21987898424839
1225 => 0.21717608623611
1226 => 0.21957689229217
1227 => 0.21845363464488
1228 => 0.22137603899317
1229 => 0.22183430931011
1230 => 0.2214461706551
1231 => 0.221591632887
]
'min_raw' => 0.099369007558094
'max_raw' => 0.22183430931011
'avg_raw' => 0.1606016584341
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.099369'
'max' => '$0.221834'
'avg' => '$0.1606016'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.015322499347197
'max_diff' => -0.021168862771792
'year' => 2031
]
6 => [
'items' => [
101 => 0.21475152281866
102 => 0.21439682702717
103 => 0.20956052474202
104 => 0.21153135367136
105 => 0.20784698345225
106 => 0.20901533520195
107 => 0.20953033352075
108 => 0.2092613276249
109 => 0.21164278138202
110 => 0.20961805918961
111 => 0.20427448442871
112 => 0.19892945381443
113 => 0.19886235130904
114 => 0.19745509909593
115 => 0.19643791349695
116 => 0.19663385952991
117 => 0.19732439890771
118 => 0.19639777809298
119 => 0.19659551962467
120 => 0.19987934659566
121 => 0.20053789467551
122 => 0.19829989098884
123 => 0.18931398324444
124 => 0.18710881894452
125 => 0.18869384731299
126 => 0.18793630584176
127 => 0.15167926664158
128 => 0.1601973201934
129 => 0.15513618201867
130 => 0.15746858734136
131 => 0.15230247584034
201 => 0.15476801502773
202 => 0.15431271996689
203 => 0.16800949801069
204 => 0.16779564166084
205 => 0.16789800337849
206 => 0.16301201189312
207 => 0.17079552899843
208 => 0.17462996941073
209 => 0.17392031654074
210 => 0.17409892087925
211 => 0.17102990659924
212 => 0.16792771814525
213 => 0.16448691372639
214 => 0.17087950304035
215 => 0.17016875623378
216 => 0.17179895368943
217 => 0.17594500481125
218 => 0.17655552658825
219 => 0.17737607404785
220 => 0.17708196619413
221 => 0.18408880847368
222 => 0.18324023364099
223 => 0.18528505483613
224 => 0.18107870249678
225 => 0.17631881555417
226 => 0.17722351444953
227 => 0.17713638467078
228 => 0.17602712258436
229 => 0.1750257303712
301 => 0.17335869447679
302 => 0.17863344272159
303 => 0.17841929757567
304 => 0.18188605857157
305 => 0.18127327489123
306 => 0.17718095550028
307 => 0.17732711348792
308 => 0.17831009619593
309 => 0.18171221057185
310 => 0.18272218975224
311 => 0.18225432715517
312 => 0.18336172321916
313 => 0.18423696391597
314 => 0.18347163997524
315 => 0.19430701305059
316 => 0.18980741071013
317 => 0.19200048558284
318 => 0.19252352101763
319 => 0.19118377674966
320 => 0.19147431930873
321 => 0.19191441211763
322 => 0.19458656947423
323 => 0.20159908357291
324 => 0.20470487833142
325 => 0.21404881509961
326 => 0.20444698531148
327 => 0.20387725246817
328 => 0.20556037763998
329 => 0.21104625767907
330 => 0.21549204818823
331 => 0.21696697338393
401 => 0.2171619090969
402 => 0.21992896681521
403 => 0.22151499269677
404 => 0.21959297322736
405 => 0.21796426297087
406 => 0.21213042499507
407 => 0.21280570762578
408 => 0.21745773530582
409 => 0.22402899840695
410 => 0.22966782577112
411 => 0.22769330496116
412 => 0.24275750494667
413 => 0.24425105884349
414 => 0.24404469798733
415 => 0.24744723603492
416 => 0.24069389092528
417 => 0.23780670505101
418 => 0.21831640861497
419 => 0.22379238691464
420 => 0.23175204296613
421 => 0.23069855264054
422 => 0.22491803765373
423 => 0.22966344073215
424 => 0.22809446207195
425 => 0.22685694350566
426 => 0.23252625596259
427 => 0.22629261403368
428 => 0.2316898576194
429 => 0.22476783689337
430 => 0.2277023244059
501 => 0.2260365673686
502 => 0.22711451631924
503 => 0.22081284877993
504 => 0.22421307561981
505 => 0.22067138816448
506 => 0.22066970894349
507 => 0.22059152599661
508 => 0.22475830558156
509 => 0.22489418411423
510 => 0.2218149277053
511 => 0.22137115874975
512 => 0.22301200516715
513 => 0.22109100375073
514 => 0.22198982822284
515 => 0.22111822822835
516 => 0.22092201271088
517 => 0.21935853408441
518 => 0.21868494450338
519 => 0.21894907633437
520 => 0.21804745822592
521 => 0.21750420070263
522 => 0.22048345840164
523 => 0.21889176119597
524 => 0.22023950797672
525 => 0.21870358042085
526 => 0.21337938634045
527 => 0.21031738602247
528 => 0.20026047695763
529 => 0.20311260389286
530 => 0.20500356700166
531 => 0.20437860370548
601 => 0.20572126669436
602 => 0.20580369529722
603 => 0.20536718187271
604 => 0.20486175524796
605 => 0.20461574151887
606 => 0.2064493263002
607 => 0.20751378398139
608 => 0.20519335044745
609 => 0.20464970533677
610 => 0.20699579175422
611 => 0.20842690311358
612 => 0.21899342531907
613 => 0.21821062322467
614 => 0.22017530286446
615 => 0.21995411008749
616 => 0.222013407348
617 => 0.22537948804498
618 => 0.21853530481706
619 => 0.21972321837138
620 => 0.21943196940079
621 => 0.22261174929209
622 => 0.22262167621783
623 => 0.22071523933121
624 => 0.22174874969585
625 => 0.22117187256318
626 => 0.22221436751154
627 => 0.21820016842545
628 => 0.22308902960629
629 => 0.22586069886457
630 => 0.22589918349491
701 => 0.22721293272601
702 => 0.22854777803203
703 => 0.23110989735641
704 => 0.22847632191466
705 => 0.22373877606837
706 => 0.22408081157629
707 => 0.22130319018001
708 => 0.2213498824975
709 => 0.22110063524739
710 => 0.22184864500741
711 => 0.21836431450354
712 => 0.21918207990842
713 => 0.21803720355276
714 => 0.21972072963377
715 => 0.21790953386743
716 => 0.21943182895171
717 => 0.22008880104521
718 => 0.2225130422138
719 => 0.21755147147574
720 => 0.20743449287202
721 => 0.20956120443103
722 => 0.20641563098566
723 => 0.20670676578408
724 => 0.20729490441063
725 => 0.20538855469499
726 => 0.20575222614475
727 => 0.20573923324145
728 => 0.20562726742013
729 => 0.20513135223237
730 => 0.2044121770963
731 => 0.20727714948799
801 => 0.20776396412499
802 => 0.20884609275946
803 => 0.21206577356079
804 => 0.21174405152344
805 => 0.21226879351448
806 => 0.21112328469433
807 => 0.20675990265284
808 => 0.20699685529056
809 => 0.20404205210132
810 => 0.20877053179861
811 => 0.20765076539341
812 => 0.20692884470746
813 => 0.20673186195976
814 => 0.20995952372704
815 => 0.21092529071521
816 => 0.21032348953839
817 => 0.2090891777674
818 => 0.21145942125923
819 => 0.21209359842509
820 => 0.21223556730498
821 => 0.21643518432339
822 => 0.21247027924438
823 => 0.21342467130466
824 => 0.22087056571577
825 => 0.21411816694809
826 => 0.21769506317179
827 => 0.21751999271491
828 => 0.21934981178739
829 => 0.21736989414255
830 => 0.21739443759467
831 => 0.21901919296835
901 => 0.21673751707219
902 => 0.21617254203302
903 => 0.21539203306284
904 => 0.21709624584489
905 => 0.21811784433281
906 => 0.22635117786405
907 => 0.23167028681086
908 => 0.23143937026332
909 => 0.23354951525011
910 => 0.23259887560685
911 => 0.2295290094327
912 => 0.23476889666168
913 => 0.23311077709623
914 => 0.23324747045859
915 => 0.23324238272482
916 => 0.23434488728051
917 => 0.23356366175975
918 => 0.23202378606716
919 => 0.23304602741489
920 => 0.23608171875967
921 => 0.24550459784025
922 => 0.25077776581029
923 => 0.24518714650727
924 => 0.24904348084112
925 => 0.24673105439323
926 => 0.24631081771892
927 => 0.24873288066144
928 => 0.25115918310452
929 => 0.25100463812809
930 => 0.24924326714643
1001 => 0.24824831337202
1002 => 0.25578243668581
1003 => 0.26133345040296
1004 => 0.26095490848192
1005 => 0.26262566941297
1006 => 0.26753107518123
1007 => 0.26797956400813
1008 => 0.26792306472434
1009 => 0.26681143837189
1010 => 0.27164144739818
1011 => 0.27567072590382
1012 => 0.26655412898927
1013 => 0.27002560974932
1014 => 0.27158406930663
1015 => 0.27387235031087
1016 => 0.27773306392546
1017 => 0.28192682291461
1018 => 0.2825198664179
1019 => 0.28209907367257
1020 => 0.27933317688493
1021 => 0.28392203801281
1022 => 0.28661008523949
1023 => 0.28821075584811
1024 => 0.29226979018537
1025 => 0.27159369382229
1026 => 0.25695812514784
1027 => 0.25467256975915
1028 => 0.25932033651707
1029 => 0.26054591554589
1030 => 0.26005188617612
1031 => 0.24357822302533
1101 => 0.25458583933196
1102 => 0.26642910893122
1103 => 0.26688405714976
1104 => 0.27281304554224
1105 => 0.27474376720028
1106 => 0.2795173799865
1107 => 0.27921878920701
1108 => 0.28038108795568
1109 => 0.28011389560157
1110 => 0.28895600808528
1111 => 0.29871017122122
1112 => 0.29837241556816
1113 => 0.29697013921135
1114 => 0.29905275872486
1115 => 0.3091201004008
1116 => 0.30819326090514
1117 => 0.30909360652717
1118 => 0.32096356973362
1119 => 0.33639621038457
1120 => 0.32922619939041
1121 => 0.34478306013265
1122 => 0.35457527933613
1123 => 0.37150990991419
1124 => 0.369389610761
1125 => 0.37598213817298
1126 => 0.36559383275701
1127 => 0.34174018369903
1128 => 0.3379652524275
1129 => 0.34552276042958
1130 => 0.36410215640185
1201 => 0.34493762913196
1202 => 0.34881458803872
1203 => 0.34769802361276
1204 => 0.34763852663959
1205 => 0.34990928411367
1206 => 0.34661543196277
1207 => 0.33319568574731
1208 => 0.33934587635479
1209 => 0.33697099240483
1210 => 0.33960610320664
1211 => 0.35382670940164
1212 => 0.34753944042592
1213 => 0.34091631329626
1214 => 0.34922318450642
1215 => 0.35980068610761
1216 => 0.35913876506701
1217 => 0.3578543615867
1218 => 0.36509447675599
1219 => 0.37705302586096
1220 => 0.38028537363069
1221 => 0.38267142667186
1222 => 0.38300042307355
1223 => 0.38638929048099
1224 => 0.36816649632662
1225 => 0.39708653864415
1226 => 0.40208023105234
1227 => 0.40114162384694
1228 => 0.40669190279195
1229 => 0.40505886992934
1230 => 0.40269286152643
1231 => 0.41149123423245
]
'min_raw' => 0.15167926664158
'max_raw' => 0.41149123423245
'avg_raw' => 0.28158525043701
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.151679'
'max' => '$0.411491'
'avg' => '$0.281585'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.052310259083484
'max_diff' => 0.18965692492234
'year' => 2032
]
7 => [
'items' => [
101 => 0.40140460991706
102 => 0.38708791657206
103 => 0.37923349545091
104 => 0.38957683078132
105 => 0.39589314473495
106 => 0.40006782646528
107 => 0.40133108263446
108 => 0.36958107996318
109 => 0.35246958945924
110 => 0.36343785868863
111 => 0.37681990413799
112 => 0.36809215838847
113 => 0.36843426949805
114 => 0.35599079767047
115 => 0.37792087528397
116 => 0.37472584743667
117 => 0.39130165756038
118 => 0.38734570744517
119 => 0.40086263713181
120 => 0.39730317654367
121 => 0.41207829843827
122 => 0.41797249458248
123 => 0.42786976726699
124 => 0.43515024134286
125 => 0.43942547497349
126 => 0.4391688059823
127 => 0.45610941153979
128 => 0.44612012830222
129 => 0.43357123426253
130 => 0.43334426436061
131 => 0.43984351440296
201 => 0.45346415950957
202 => 0.45699579461338
203 => 0.4589694968419
204 => 0.45594670317386
205 => 0.44510405215786
206 => 0.44042225042263
207 => 0.4444112811459
208 => 0.43953303935266
209 => 0.44795425328069
210 => 0.4595183786781
211 => 0.45713043251304
212 => 0.46511297852193
213 => 0.4733740738528
214 => 0.48518781120495
215 => 0.48827635961023
216 => 0.49338161267718
217 => 0.49863659507135
218 => 0.5003243537906
219 => 0.50354680886644
220 => 0.50352982493755
221 => 0.51324091020483
222 => 0.52395253798192
223 => 0.52799592949301
224 => 0.53729348531887
225 => 0.5213717467923
226 => 0.53344856836046
227 => 0.54434216371738
228 => 0.53135437024264
301 => 0.54925501777981
302 => 0.54995005935994
303 => 0.56044436202851
304 => 0.54980637580879
305 => 0.54348957354917
306 => 0.56172594498519
307 => 0.57054995068277
308 => 0.56789208835452
309 => 0.54766562480169
310 => 0.53589295546011
311 => 0.50508160901488
312 => 0.54157897983037
313 => 0.55935578451169
314 => 0.54761958717212
315 => 0.55353864245637
316 => 0.5858310888271
317 => 0.59812596162402
318 => 0.59556871402991
319 => 0.59600084677743
320 => 0.60263493697092
321 => 0.63205414634904
322 => 0.61442547415773
323 => 0.62790193351424
324 => 0.63504979896394
325 => 0.6416891347485
326 => 0.62538502444526
327 => 0.60417361649569
328 => 0.59745507320374
329 => 0.54645265364187
330 => 0.5437977562114
331 => 0.54230748183205
401 => 0.53291151267373
402 => 0.52552885468785
403 => 0.51965789095695
404 => 0.50425072890892
405 => 0.50945019381815
406 => 0.48489439323821
407 => 0.50060432424512
408 => 0.461412673599
409 => 0.49405264484327
410 => 0.4762881924524
411 => 0.48821654445946
412 => 0.48817492756302
413 => 0.46621104963059
414 => 0.45354274321359
415 => 0.46161548112036
416 => 0.47027009697115
417 => 0.47167427927532
418 => 0.48289521463445
419 => 0.48602673649999
420 => 0.47653807905064
421 => 0.46060051375113
422 => 0.46430244667304
423 => 0.45346772366109
424 => 0.43448028833424
425 => 0.4481173958748
426 => 0.45277370397044
427 => 0.45483019488949
428 => 0.43615823296722
429 => 0.43029109714323
430 => 0.42716748326057
501 => 0.45819019793942
502 => 0.45988969227934
503 => 0.451194838952
504 => 0.49049640047142
505 => 0.48160124667929
506 => 0.49153931283069
507 => 0.4639665350622
508 => 0.46501985230463
509 => 0.45196645743566
510 => 0.45927548633412
511 => 0.45410970028969
512 => 0.45868498902836
513 => 0.46142739823369
514 => 0.47447865116901
515 => 0.49420166918728
516 => 0.4725292292014
517 => 0.4630862367445
518 => 0.46894461615536
519 => 0.48454625253468
520 => 0.50818353028243
521 => 0.49418978611121
522 => 0.50039997214521
523 => 0.50175662152169
524 => 0.49143815264641
525 => 0.50856398694797
526 => 0.5177418606802
527 => 0.52715646003611
528 => 0.53533089286575
529 => 0.52339606202188
530 => 0.53616804181562
531 => 0.5258760806598
601 => 0.51664312753964
602 => 0.51665713011833
603 => 0.51086516375413
604 => 0.49964249908877
605 => 0.49757286753791
606 => 0.50833935223113
607 => 0.5169730533652
608 => 0.51768416634324
609 => 0.52246422690665
610 => 0.52529301750953
611 => 0.55301901097212
612 => 0.56417063490422
613 => 0.57780662955895
614 => 0.58311861795952
615 => 0.59910579859199
616 => 0.58619485181594
617 => 0.58340148726728
618 => 0.54462181641984
619 => 0.55097198534863
620 => 0.56113921850379
621 => 0.54478947034975
622 => 0.55515962236022
623 => 0.55720691003694
624 => 0.54423391216378
625 => 0.55116335085799
626 => 0.53276081612157
627 => 0.49460279415621
628 => 0.50860646773447
629 => 0.51891788507362
630 => 0.50420222114206
701 => 0.53057947916455
702 => 0.51517042956494
703 => 0.51028650060668
704 => 0.49123255249415
705 => 0.50022528254954
706 => 0.51238807871296
707 => 0.50487288476079
708 => 0.52046804062359
709 => 0.54255494040146
710 => 0.5582953804808
711 => 0.55950373602027
712 => 0.54938368757684
713 => 0.56560112979272
714 => 0.56571925615428
715 => 0.54742591508457
716 => 0.53622134553712
717 => 0.53367564376132
718 => 0.54003530591149
719 => 0.5477571098202
720 => 0.55993224239618
721 => 0.56728942002145
722 => 0.58647303732264
723 => 0.59166357412693
724 => 0.59736640040242
725 => 0.60498713499296
726 => 0.61413778078515
727 => 0.59411668873839
728 => 0.5949121640494
729 => 0.57626880034635
730 => 0.55634569250084
731 => 0.57146484790513
801 => 0.59123113237928
802 => 0.5866967248811
803 => 0.58618651140802
804 => 0.58704454894833
805 => 0.58362575377461
806 => 0.56816266991035
807 => 0.56039720599774
808 => 0.57041663562613
809 => 0.57574151656012
810 => 0.58399994251031
811 => 0.58298191719772
812 => 0.60425473555522
813 => 0.6125207095123
814 => 0.61040591965311
815 => 0.61079509188246
816 => 0.62576024289739
817 => 0.64240456864403
818 => 0.65799417611799
819 => 0.67385259442972
820 => 0.65473465219033
821 => 0.64502774015192
822 => 0.65504279561077
823 => 0.64972866621219
824 => 0.68026523000961
825 => 0.6823795154327
826 => 0.71291387108899
827 => 0.74189461057024
828 => 0.72369232734594
829 => 0.74085626057761
830 => 0.75942045376367
831 => 0.79523379435137
901 => 0.78317312116994
902 => 0.77393483452781
903 => 0.76520469829008
904 => 0.78337072593071
905 => 0.80674103028099
906 => 0.81177477000005
907 => 0.8199313513815
908 => 0.81135570339822
909 => 0.82168412681744
910 => 0.85814800002648
911 => 0.84829513960988
912 => 0.83430249389197
913 => 0.8630872197629
914 => 0.8735043001578
915 => 0.94661682583657
916 => 1.0389244096338
917 => 1.0007084638175
918 => 0.97698659302841
919 => 0.98256179535414
920 => 1.016269400148
921 => 1.0270952129819
922 => 0.99766692181791
923 => 1.008061491761
924 => 1.0653365941188
925 => 1.0960628489285
926 => 1.0543324678103
927 => 0.93920000135635
928 => 0.83304260924192
929 => 0.86120032996034
930 => 0.85800811826667
1001 => 0.91954307053561
1002 => 0.84806015214751
1003 => 0.849263741165
1004 => 0.91207117108021
1005 => 0.89531522557077
1006 => 0.86817273978485
1007 => 0.83324077942583
1008 => 0.76866581988694
1009 => 0.71146997741738
1010 => 0.82364419591604
1011 => 0.8188070396388
1012 => 0.81180212052296
1013 => 0.82739081000385
1014 => 0.90308506119638
1015 => 0.90134006370801
1016 => 0.89023927999255
1017 => 0.89865912660291
1018 => 0.86669669996469
1019 => 0.87493414508029
1020 => 0.83302579336864
1021 => 0.85197011858967
1022 => 0.86811450420066
1023 => 0.87135572863378
1024 => 0.87865837278263
1025 => 0.81625807808278
1026 => 0.84427397842661
1027 => 0.86073069514374
1028 => 0.78637865031524
1029 => 0.85926099427754
1030 => 0.81517182778018
1031 => 0.80020730247391
1101 => 0.8203550643725
1102 => 0.81250346196628
1103 => 0.80575311527898
1104 => 0.80198630584178
1105 => 0.81678059855277
1106 => 0.8160904271148
1107 => 0.79188409279114
1108 => 0.76030791644235
1109 => 0.77090591767766
1110 => 0.76705556447208
1111 => 0.75310138774961
1112 => 0.76250481802684
1113 => 0.72109687005311
1114 => 0.64985664776215
1115 => 0.69692012075458
1116 => 0.69510822823958
1117 => 0.69419458987073
1118 => 0.72956148908569
1119 => 0.72616177777936
1120 => 0.71999126846831
1121 => 0.75298806150714
1122 => 0.74094378817847
1123 => 0.77806140058974
1124 => 0.80250946074046
1125 => 0.79630864187434
1126 => 0.81930216061382
1127 => 0.77115007422117
1128 => 0.78714426579442
1129 => 0.79044064651067
1130 => 0.752580886203
1201 => 0.72671801259402
1202 => 0.72499325378264
1203 => 0.68015059506818
1204 => 0.70410518139615
1205 => 0.72518422605663
1206 => 0.7150889994642
1207 => 0.71189315231136
1208 => 0.72822004232057
1209 => 0.72948878150464
1210 => 0.70056139365284
1211 => 0.70657631359847
1212 => 0.73165952966896
1213 => 0.7059442809104
1214 => 0.65598375313454
1215 => 0.64359285148779
1216 => 0.64193967679848
1217 => 0.60833456879769
1218 => 0.64442087078522
1219 => 0.6286682329149
1220 => 0.67843062720168
1221 => 0.65000661446614
1222 => 0.64878131208747
1223 => 0.64692908782932
1224 => 0.61800378316351
1225 => 0.62433658658631
1226 => 0.6453877896769
1227 => 0.6528990960984
1228 => 0.65211560530032
1229 => 0.64528462729732
1230 => 0.64841181404683
1231 => 0.63833805594257
]
'min_raw' => 0.35246958945924
'max_raw' => 1.0960628489285
'avg_raw' => 0.72426621919384
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.352469'
'max' => '$1.09'
'avg' => '$0.724266'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.20079032281766
'max_diff' => 0.684571614696
'year' => 2033
]
8 => [
'items' => [
101 => 0.63478080228881
102 => 0.62355313125785
103 => 0.60705155656563
104 => 0.60934620173662
105 => 0.57665226439944
106 => 0.55883887213955
107 => 0.55390835993875
108 => 0.54731507296355
109 => 0.55465308924667
110 => 0.57655964658274
111 => 0.55013569070004
112 => 0.50483367176414
113 => 0.50755640029307
114 => 0.51367356291223
115 => 0.50227427084051
116 => 0.4914857975647
117 => 0.50086549978152
118 => 0.48167043715242
119 => 0.51599319452546
120 => 0.51506486012693
121 => 0.52785826157053
122 => 0.53585823804023
123 => 0.5174208823007
124 => 0.51278393719212
125 => 0.51542535186337
126 => 0.47176865117146
127 => 0.52429057773631
128 => 0.52474478953827
129 => 0.52085555232996
130 => 0.54882185679319
131 => 0.60783948211971
201 => 0.5856346774934
202 => 0.57703630599832
203 => 0.56069079550079
204 => 0.58247021773836
205 => 0.58079789792243
206 => 0.57323503350633
207 => 0.5686609895099
208 => 0.57708880582117
209 => 0.56761668980242
210 => 0.56591523748911
211 => 0.55560628766884
212 => 0.55192646161033
213 => 0.5492020648947
214 => 0.5462027718045
215 => 0.55281846498423
216 => 0.53782643387204
217 => 0.51974751403768
218 => 0.51824444747008
219 => 0.5223945464142
220 => 0.52055843656995
221 => 0.51823565688255
222 => 0.51380083788788
223 => 0.51248512182708
224 => 0.51676056073
225 => 0.51193383948217
226 => 0.51905592960845
227 => 0.51711911517732
228 => 0.50630022720796
301 => 0.49281588713278
302 => 0.49269584822175
303 => 0.4897906692713
304 => 0.48609048708133
305 => 0.48506118104478
306 => 0.50007556742293
307 => 0.53115489788295
308 => 0.52505328164831
309 => 0.52946232469662
310 => 0.55115045270405
311 => 0.55804445641285
312 => 0.55315125587377
313 => 0.54645314117641
314 => 0.54674782422959
315 => 0.56963730980766
316 => 0.57106489894635
317 => 0.57467195614211
318 => 0.5793080439929
319 => 0.55394080168177
320 => 0.54555302939798
321 => 0.54157843755402
322 => 0.52933823303528
323 => 0.54253824421292
324 => 0.53484716298054
325 => 0.53588495260354
326 => 0.53520909075012
327 => 0.53557815702366
328 => 0.51598360061527
329 => 0.52312282711092
330 => 0.51125247838615
331 => 0.49535941395286
401 => 0.49530613482805
402 => 0.49919593983241
403 => 0.49688213160773
404 => 0.49065573316857
405 => 0.49154016367908
406 => 0.48379162176549
407 => 0.49248097695927
408 => 0.49273015657422
409 => 0.48938428151224
410 => 0.50277143208821
411 => 0.50825615860206
412 => 0.50605383196067
413 => 0.50810163749394
414 => 0.52530683135
415 => 0.52811202866377
416 => 0.52935791200962
417 => 0.5276885933741
418 => 0.50841611685361
419 => 0.5092709331402
420 => 0.50299885840878
421 => 0.49769961619568
422 => 0.49791155809334
423 => 0.50063605744414
424 => 0.51253410589885
425 => 0.53757284744353
426 => 0.53852304938207
427 => 0.53967472185092
428 => 0.53499029113588
429 => 0.53357742200826
430 => 0.53544136108006
501 => 0.54484459592975
502 => 0.56903226891652
503 => 0.56048272984264
504 => 0.55353182149406
505 => 0.5596296420672
506 => 0.55869093038626
507 => 0.55076725911311
508 => 0.55054486805108
509 => 0.53533680952696
510 => 0.52971473656133
511 => 0.52501651158638
512 => 0.51988617256401
513 => 0.51684473562102
514 => 0.52151776507382
515 => 0.52258654219933
516 => 0.51236888163022
517 => 0.5109762522502
518 => 0.51932021443446
519 => 0.51564834777143
520 => 0.51942495369227
521 => 0.52030115866103
522 => 0.52016006948034
523 => 0.51632621897294
524 => 0.51876980095929
525 => 0.51299000109472
526 => 0.50670533683988
527 => 0.5026961125937
528 => 0.49919753269249
529 => 0.50113874816034
530 => 0.49421866946939
531 => 0.49200479702249
601 => 0.51794197036465
602 => 0.53710203918411
603 => 0.53682344419525
604 => 0.53512756884941
605 => 0.53260784208125
606 => 0.54466026222225
607 => 0.54046144004087
608 => 0.54351643400116
609 => 0.54429405818174
610 => 0.54664769237096
611 => 0.54748891429191
612 => 0.54494615738061
613 => 0.53641235461469
614 => 0.51514692949163
615 => 0.50524781669193
616 => 0.50198094458526
617 => 0.50209968918167
618 => 0.49882418311363
619 => 0.49978896644855
620 => 0.49848867084228
621 => 0.4960262255393
622 => 0.50098669910187
623 => 0.50155834746995
624 => 0.5004005136672
625 => 0.50067322544194
626 => 0.49108685607248
627 => 0.49181568691514
628 => 0.48775746416786
629 => 0.48699659632535
630 => 0.47673776261011
701 => 0.45856275164183
702 => 0.46863347200926
703 => 0.45646945796298
704 => 0.45186276152876
705 => 0.47367014596006
706 => 0.47148128940584
707 => 0.46773491845811
708 => 0.46219325501428
709 => 0.46013779813713
710 => 0.44764949283014
711 => 0.44691161713009
712 => 0.45310115845284
713 => 0.4502448981015
714 => 0.44623362681784
715 => 0.43170520884446
716 => 0.41537045684849
717 => 0.41586350033466
718 => 0.42105928102571
719 => 0.43616671413143
720 => 0.43026397865578
721 => 0.42598147634211
722 => 0.42517949239031
723 => 0.43521800061426
724 => 0.44942459288364
725 => 0.45609000812185
726 => 0.44948478405245
727 => 0.44189705829205
728 => 0.44235888800095
729 => 0.44543123415091
730 => 0.44575409429063
731 => 0.44081526485143
801 => 0.4422055164092
802 => 0.44009359716567
803 => 0.42713275266641
804 => 0.4268983320887
805 => 0.42371753182674
806 => 0.42362121845893
807 => 0.41820988372552
808 => 0.41745280058952
809 => 0.40670826703178
810 => 0.41378035155693
811 => 0.40903676855856
812 => 0.40188707008191
813 => 0.40065445936965
814 => 0.40061740560322
815 => 0.40795854729541
816 => 0.41369456604203
817 => 0.40911928521572
818 => 0.40807758245966
819 => 0.41920024257772
820 => 0.4177847826924
821 => 0.41655900356045
822 => 0.44815254836518
823 => 0.42314379237719
824 => 0.41223854731654
825 => 0.39874123570412
826 => 0.40313602842447
827 => 0.40406207582359
828 => 0.37160347446899
829 => 0.35843502394189
830 => 0.35391610796358
831 => 0.35131540792997
901 => 0.35250057959282
902 => 0.34064742961324
903 => 0.34861294243253
904 => 0.33834911647203
905 => 0.33662835264838
906 => 0.35498134490979
907 => 0.35753505656634
908 => 0.34664012926347
909 => 0.35363643632043
910 => 0.35109947812563
911 => 0.33852506030916
912 => 0.33804481003973
913 => 0.33173540919158
914 => 0.32186241860498
915 => 0.31735019697919
916 => 0.31500019277958
917 => 0.31596985031301
918 => 0.3154795617921
919 => 0.31228009754922
920 => 0.31566295133734
921 => 0.30702115780037
922 => 0.30357992598229
923 => 0.30202560140603
924 => 0.29435551223889
925 => 0.30656203500795
926 => 0.30896687376717
927 => 0.31137645080164
928 => 0.33235017379862
929 => 0.33130238586882
930 => 0.34077387846082
1001 => 0.34040583367565
1002 => 0.33770441056041
1003 => 0.32630755079972
1004 => 0.33085013597083
1005 => 0.3168687648886
1006 => 0.32734455874423
1007 => 0.32256384390813
1008 => 0.32572819424918
1009 => 0.32003840701801
1010 => 0.3231873701973
1011 => 0.30953715025062
1012 => 0.29679076692819
1013 => 0.30192028366726
1014 => 0.30749665499402
1015 => 0.31958764886344
1016 => 0.31238635266335
1017 => 0.31497621108806
1018 => 0.30630061890235
1019 => 0.28840039416283
1020 => 0.2885017074909
1021 => 0.28574814789232
1022 => 0.28336867037286
1023 => 0.31321350815924
1024 => 0.30950183080344
1025 => 0.30358775870929
1026 => 0.31150397922319
1027 => 0.31359715357438
1028 => 0.3136567433055
1029 => 0.31943221344522
1030 => 0.32251458289409
1031 => 0.32305786386921
1101 => 0.33214569092135
1102 => 0.33519181067789
1103 => 0.34773834685207
1104 => 0.32225306538167
1105 => 0.32172821278085
1106 => 0.31161537667996
1107 => 0.30520165614717
1108 => 0.31205452961202
1109 => 0.31812523999136
1110 => 0.31180401057349
1111 => 0.31262942968702
1112 => 0.30414369565694
1113 => 0.3071769462818
1114 => 0.30978959034291
1115 => 0.30834704185649
1116 => 0.30618747695217
1117 => 0.31762751096972
1118 => 0.3169820194166
1119 => 0.32763524209899
1120 => 0.33594019099918
1121 => 0.35082414411551
1122 => 0.3352919631206
1123 => 0.33472590871031
1124 => 0.34025918136881
1125 => 0.33519096356267
1126 => 0.33839390226722
1127 => 0.35030810117297
1128 => 0.3505598294217
1129 => 0.34634305692194
1130 => 0.34608646593211
1201 => 0.34689634321713
1202 => 0.35163981977151
1203 => 0.3499823033111
1204 => 0.35190042332227
1205 => 0.35429906176754
1206 => 0.36422084737879
1207 => 0.36661295629962
1208 => 0.36080137178828
1209 => 0.3613260928001
1210 => 0.3591524006613
1211 => 0.35705264129151
1212 => 0.36177259370958
1213 => 0.37039839952451
1214 => 0.37034473883422
1215 => 0.37234575812158
1216 => 0.37359237656026
1217 => 0.36824097764095
1218 => 0.36475741372088
1219 => 0.36609323379277
1220 => 0.36822923917809
1221 => 0.36540055603466
1222 => 0.34794061329993
1223 => 0.35323684458019
1224 => 0.35235529272267
1225 => 0.35109985567721
1226 => 0.35642525718405
1227 => 0.35591160921731
1228 => 0.34052585842794
1229 => 0.34151080427453
1230 => 0.34058575624711
1231 => 0.34357477567071
]
'min_raw' => 0.28336867037286
'max_raw' => 0.63478080228881
'avg_raw' => 0.45907473633083
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.283368'
'max' => '$0.63478'
'avg' => '$0.459074'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.069100919086378
'max_diff' => -0.46128204663964
'year' => 2034
]
9 => [
'items' => [
101 => 0.33502954670467
102 => 0.33765800158163
103 => 0.33930654384023
104 => 0.34027754789524
105 => 0.34378548036565
106 => 0.34337386497865
107 => 0.34375989377526
108 => 0.34896123156904
109 => 0.3752678132464
110 => 0.3766996224449
111 => 0.36964887029188
112 => 0.37246550670708
113 => 0.36705818072058
114 => 0.37068815488125
115 => 0.37317169101064
116 => 0.36194906879848
117 => 0.36128453794529
118 => 0.35585489400095
119 => 0.35877247710588
120 => 0.35413039260428
121 => 0.35526939776775
122 => 0.35208464003401
123 => 0.35781656987581
124 => 0.3642257580908
125 => 0.36584497214042
126 => 0.36158551709135
127 => 0.35850139092406
128 => 0.35308668134861
129 => 0.36209146404726
130 => 0.36472473692412
131 => 0.36207763258585
201 => 0.3614642406703
202 => 0.36030186409871
203 => 0.36171084435487
204 => 0.36471039555451
205 => 0.36329586260177
206 => 0.36423018653792
207 => 0.360669507164
208 => 0.36824274917667
209 => 0.38027088009273
210 => 0.38030955250043
211 => 0.37889501192283
212 => 0.37831621239518
213 => 0.37976761686929
214 => 0.38055494425677
215 => 0.38524852018398
216 => 0.39028491415419
217 => 0.41378756726232
218 => 0.40718811631695
219 => 0.42804106833357
220 => 0.44453304596179
221 => 0.44947826894572
222 => 0.44492889649123
223 => 0.42936573907669
224 => 0.42860213632597
225 => 0.45186006409887
226 => 0.44528863422245
227 => 0.44450698354876
228 => 0.43619154100043
301 => 0.44110699743409
302 => 0.44003191500665
303 => 0.43833484480011
304 => 0.44771319326188
305 => 0.46526862437136
306 => 0.46253244579916
307 => 0.46049001542268
308 => 0.45154068005549
309 => 0.45693017885296
310 => 0.45501108156023
311 => 0.46325674141902
312 => 0.4583721951824
313 => 0.44523884917795
314 => 0.44733037781724
315 => 0.44701424747098
316 => 0.45352018759569
317 => 0.45156726585762
318 => 0.44663290815835
319 => 0.46520862181635
320 => 0.46400241829495
321 => 0.46571253911178
322 => 0.46646538718259
323 => 0.47777209674543
324 => 0.48240409387897
325 => 0.48345563832281
326 => 0.48785567734816
327 => 0.48334616134351
328 => 0.50138744059251
329 => 0.51338383855527
330 => 0.527318272118
331 => 0.54768022477581
401 => 0.55533650733374
402 => 0.55395346841837
403 => 0.56939166853577
404 => 0.59713377097482
405 => 0.55956094049837
406 => 0.59912522222403
407 => 0.58659962742128
408 => 0.5569016674698
409 => 0.55498946896488
410 => 0.57510127224442
411 => 0.61970731622913
412 => 0.60853400812853
413 => 0.61972559175846
414 => 0.60667001497818
415 => 0.60602169555
416 => 0.61909151153483
417 => 0.64962984898198
418 => 0.6351222295733
419 => 0.61432199973674
420 => 0.62968056576064
421 => 0.61637555450255
422 => 0.58639564029992
423 => 0.6085254641104
424 => 0.59372788114943
425 => 0.59804660254021
426 => 0.62914892094983
427 => 0.62540660771225
428 => 0.63024950757055
429 => 0.62170191608142
430 => 0.61371711779911
501 => 0.59881289884627
502 => 0.59440049438345
503 => 0.59561992423529
504 => 0.59439989009458
505 => 0.58606111656731
506 => 0.58426035921804
507 => 0.58125901807626
508 => 0.5821892591962
509 => 0.57654585977634
510 => 0.58719612046743
511 => 0.58917290270148
512 => 0.59692327427442
513 => 0.59772794356199
514 => 0.619312618073
515 => 0.60742414206806
516 => 0.61539995817381
517 => 0.61468652611002
518 => 0.55754531231404
519 => 0.56541886741393
520 => 0.57766764829165
521 => 0.57214958910907
522 => 0.56434834445189
523 => 0.55804842111494
524 => 0.54850339305922
525 => 0.56193783675161
526 => 0.5796027016133
527 => 0.59817595368635
528 => 0.62049049908444
529 => 0.61551015232153
530 => 0.59775879878181
531 => 0.59855511153423
601 => 0.60347760363217
602 => 0.59710252910977
603 => 0.59522239517687
604 => 0.60321930210121
605 => 0.60327437240418
606 => 0.59593907871266
607 => 0.58778724211911
608 => 0.58775308562613
609 => 0.58630254504171
610 => 0.60692806292575
611 => 0.61827001228691
612 => 0.6195703485027
613 => 0.61818248929905
614 => 0.61871662122437
615 => 0.61211699079391
616 => 0.62720178889833
617 => 0.64104509137085
618 => 0.63733479058919
619 => 0.63177252226715
620 => 0.62734190763351
621 => 0.63629107858846
622 => 0.63589258609314
623 => 0.64092418220038
624 => 0.64069591993705
625 => 0.63900398341409
626 => 0.63733485101357
627 => 0.64395277231144
628 => 0.64204691725822
629 => 0.64013810188569
630 => 0.63630968043106
701 => 0.6368300264901
702 => 0.63126871857211
703 => 0.62869580306111
704 => 0.59000532706321
705 => 0.57966596762879
706 => 0.58291894058393
707 => 0.58398990374416
708 => 0.57949020126806
709 => 0.58594161874007
710 => 0.5849361721608
711 => 0.58884777663416
712 => 0.58640397598133
713 => 0.58650427041255
714 => 0.59369096705931
715 => 0.59577729567026
716 => 0.59471617209999
717 => 0.59545934667542
718 => 0.61258549109172
719 => 0.61015070101899
720 => 0.60885726732002
721 => 0.60921555729412
722 => 0.61359165438116
723 => 0.61481672263949
724 => 0.60962602234493
725 => 0.61207398661092
726 => 0.62249710776261
727 => 0.62614461026813
728 => 0.63778568736524
729 => 0.63284035091074
730 => 0.64191773000212
731 => 0.66981849862244
801 => 0.69210756318269
802 => 0.67160961827853
803 => 0.71254064684817
804 => 0.74441132379696
805 => 0.74318807413228
806 => 0.73763068442422
807 => 0.7013467660438
808 => 0.6679577633874
809 => 0.69588908188142
810 => 0.69596028455639
811 => 0.69356095952669
812 => 0.67865895783144
813 => 0.69304240216966
814 => 0.69418410774823
815 => 0.69354505622825
816 => 0.68211972646809
817 => 0.66467535967822
818 => 0.66808394719305
819 => 0.67366728307563
820 => 0.66309686344401
821 => 0.6597189738874
822 => 0.66599911324293
823 => 0.68623503076543
824 => 0.68240954777649
825 => 0.68230964895566
826 => 0.69867668743961
827 => 0.68696142011307
828 => 0.66812694039742
829 => 0.66337098587295
830 => 0.64649055130593
831 => 0.65814992758741
901 => 0.658569527783
902 => 0.65218380654957
903 => 0.66864510648179
904 => 0.66849341270496
905 => 0.68412096704945
906 => 0.71399498151475
907 => 0.70515976542639
908 => 0.69488537038441
909 => 0.69600248200354
910 => 0.70825443919906
911 => 0.70084662619367
912 => 0.70351052739952
913 => 0.70825040706553
914 => 0.71111009415263
915 => 0.6955910170398
916 => 0.69197277780153
917 => 0.68457113014943
918 => 0.6826401784353
919 => 0.68866866600748
920 => 0.68708037252182
921 => 0.65853426201133
922 => 0.65555103463392
923 => 0.65564252595852
924 => 0.6481410588733
925 => 0.63669952100996
926 => 0.6667671993761
927 => 0.66435234400641
928 => 0.66168653057323
929 => 0.66201307750788
930 => 0.67506443759845
1001 => 0.66749398963643
1002 => 0.68762126631547
1003 => 0.68348370331157
1004 => 0.67924002742909
1005 => 0.6786534221566
1006 => 0.67701996899525
1007 => 0.67141825032385
1008 => 0.66465383841703
1009 => 0.66018738775282
1010 => 0.6089879678287
1011 => 0.61849028235329
1012 => 0.62942182905061
1013 => 0.63319535516511
1014 => 0.62674047762621
1015 => 0.67167312823203
1016 => 0.67988275647951
1017 => 0.6550152570171
1018 => 0.65036356320099
1019 => 0.67197809250419
1020 => 0.65894188906562
1021 => 0.66481209067579
1022 => 0.65212392562321
1023 => 0.67790529744067
1024 => 0.67770888658303
1025 => 0.66767935064735
1026 => 0.67615624574089
1027 => 0.67468317661224
1028 => 0.66335985524251
1029 => 0.67826426692513
1030 => 0.67827165932738
1031 => 0.6686184490502
1101 => 0.6573456128059
1102 => 0.65533029593793
1103 => 0.65381202539764
1104 => 0.66443868919456
1105 => 0.67396652272615
1106 => 0.69169545877821
1107 => 0.69615293453083
1108 => 0.71355075914427
1109 => 0.70319120167167
1110 => 0.70778345932054
1111 => 0.7127690046129
1112 => 0.71515925836341
1113 => 0.71126446814504
1114 => 0.73829045100001
1115 => 0.74057227200768
1116 => 0.74133734685388
1117 => 0.73222433749517
1118 => 0.74031882273211
1119 => 0.73653168115092
1120 => 0.74638477144694
1121 => 0.74792986181592
1122 => 0.74662122524158
1123 => 0.74711166131229
1124 => 0.72404975265565
1125 => 0.72285387103054
1126 => 0.70654794021633
1127 => 0.71319272755048
1128 => 0.70077061612223
1129 => 0.70470979561805
1130 => 0.70644614840593
1201 => 0.7055391762467
1202 => 0.71356841385659
1203 => 0.70674192162331
1204 => 0.68872568624045
1205 => 0.67070454234631
1206 => 0.67047830156442
1207 => 0.6657336524767
1208 => 0.66230414021211
1209 => 0.66296478594275
1210 => 0.66529298766692
1211 => 0.66216882089546
1212 => 0.66283552027543
1213 => 0.67390717217761
1214 => 0.67612751300719
1215 => 0.66858192732513
1216 => 0.63828531198885
1217 => 0.63085044659202
1218 => 0.63619448039947
1219 => 0.63364037643937
1220 => 0.5113972373903
1221 => 0.54011644965177
1222 => 0.5230524689383
1223 => 0.53091633632707
1224 => 0.513498430715
1225 => 0.52181116822373
1226 => 0.52027610913844
1227 => 0.5664557525916
1228 => 0.5657347209771
1229 => 0.56607984065482
1230 => 0.54960637923288
1231 => 0.57584905058125
]
'min_raw' => 0.33502954670467
'max_raw' => 0.74792986181592
'avg_raw' => 0.5414797042603
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.335029'
'max' => '$0.747929'
'avg' => '$0.541479'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.051660876331816
'max_diff' => 0.11314905952711
'year' => 2035
]
10 => [
'items' => [
101 => 0.5887771341434
102 => 0.58638448994585
103 => 0.58698666694288
104 => 0.5766392710261
105 => 0.56618002606558
106 => 0.55457911373811
107 => 0.57613217492645
108 => 0.57373584244533
109 => 0.57923216698381
110 => 0.59321086780908
111 => 0.59526928460552
112 => 0.59803581765434
113 => 0.59704421249157
114 => 0.62066827043918
115 => 0.61780724114517
116 => 0.62470149856942
117 => 0.61051948797916
118 => 0.59447119682748
119 => 0.59752145231725
120 => 0.59722768818498
121 => 0.5934877336144
122 => 0.59011146985275
123 => 0.58449094194602
124 => 0.60227512392453
125 => 0.60155311861393
126 => 0.61324154535315
127 => 0.61117550239167
128 => 0.59737796184846
129 => 0.59787074370821
130 => 0.60118493853793
131 => 0.61265540468441
201 => 0.61606062000557
202 => 0.61448318859444
203 => 0.61821685174011
204 => 0.62116778685674
205 => 0.61858744375736
206 => 0.65511966058249
207 => 0.63994893713942
208 => 0.64734304218836
209 => 0.64910649267393
210 => 0.6445894513365
211 => 0.64556903585947
212 => 0.64705283949095
213 => 0.6560622045828
214 => 0.67970538546462
215 => 0.6901767893326
216 => 0.72168052451938
217 => 0.68930728501034
218 => 0.68738639095166
219 => 0.69306116498046
220 => 0.71155719254414
221 => 0.72654648564098
222 => 0.73151929891426
223 => 0.73217653828053
224 => 0.74150586656759
225 => 0.74685326356006
226 => 0.74037304072784
227 => 0.73488173038516
228 => 0.71521253834418
229 => 0.71748930088035
301 => 0.73317393699783
302 => 0.75532940933422
303 => 0.77434110948285
304 => 0.76768387471544
305 => 0.81847387671544
306 => 0.82350949795519
307 => 0.82281373792098
308 => 0.83428563250604
309 => 0.81151625796541
310 => 0.80178190921343
311 => 0.73606901401027
312 => 0.75453165716819
313 => 0.78136819327125
314 => 0.77781627708617
315 => 0.75832686722546
316 => 0.77432632501781
317 => 0.76903640392236
318 => 0.76486402367534
319 => 0.78397850644262
320 => 0.76296134746032
321 => 0.78115853103311
322 => 0.75782045487525
323 => 0.7677142844031
324 => 0.7620980682524
325 => 0.76573244839946
326 => 0.74448593632232
327 => 0.75595003850922
328 => 0.74400899198088
329 => 0.74400333037005
330 => 0.74373973110611
331 => 0.757788319392
401 => 0.75824644335164
402 => 0.74786451538213
403 => 0.74636831736553
404 => 0.75190054562203
405 => 0.74542375522654
406 => 0.74845420468816
407 => 0.74551554445357
408 => 0.7448539901371
409 => 0.73958261278935
410 => 0.7373115584884
411 => 0.73820209739767
412 => 0.73516222899608
413 => 0.73333059832728
414 => 0.74337537366461
415 => 0.73800885540695
416 => 0.74255287777492
417 => 0.73737439078528
418 => 0.71942349871982
419 => 0.70909975086574
420 => 0.67519217980267
421 => 0.68480832489394
422 => 0.69118383903808
423 => 0.68907673165148
424 => 0.69360361366022
425 => 0.69388152744974
426 => 0.6924097919626
427 => 0.69070571080948
428 => 0.68987625834574
429 => 0.6960583174528
430 => 0.69964721084298
501 => 0.69182370717582
502 => 0.68999076972905
503 => 0.69790076388403
504 => 0.70272585574911
505 => 0.73835162309595
506 => 0.73571235118119
507 => 0.7423364057563
508 => 0.74159063886554
509 => 0.7485337033549
510 => 0.75988267943702
511 => 0.73680703783845
512 => 0.74081217132431
513 => 0.73983020508562
514 => 0.7505510549943
515 => 0.7505845243175
516 => 0.74415683925107
517 => 0.74764139160286
518 => 0.74569641007379
519 => 0.74921125457685
520 => 0.73567710209568
521 => 0.75216023889626
522 => 0.76150511531232
523 => 0.76163486893042
524 => 0.76606426618611
525 => 0.77056479033128
526 => 0.77920315451488
527 => 0.77032387104268
528 => 0.75435090445701
529 => 0.75550410105212
530 => 0.74613915658723
531 => 0.7462965829956
601 => 0.74545622848998
602 => 0.74797819562026
603 => 0.73623053205826
604 => 0.73898768521536
605 => 0.73512765464955
606 => 0.74080378037171
607 => 0.73469720739186
608 => 0.73982973155176
609 => 0.74204475883331
610 => 0.75021825718834
611 => 0.73348997503915
612 => 0.69937987533182
613 => 0.70655023183528
614 => 0.69594471134731
615 => 0.69692629264653
616 => 0.69890924308847
617 => 0.69248185192513
618 => 0.69370799560872
619 => 0.6936641891281
620 => 0.69328668854431
621 => 0.6916146758651
622 => 0.68918992668262
623 => 0.69884938112719
624 => 0.70049071066414
625 => 0.70413918290708
626 => 0.71499456151971
627 => 0.71390985320885
628 => 0.71567905746798
629 => 0.71181689450397
630 => 0.69710544730948
701 => 0.69790434967105
702 => 0.68794202442075
703 => 0.70388442385207
704 => 0.70010905323735
705 => 0.69767504724179
706 => 0.697010906155
707 => 0.70789319315154
708 => 0.71114934397985
709 => 0.7091203292958
710 => 0.704958760983
711 => 0.71295020240081
712 => 0.71508837499237
713 => 0.71556703298285
714 => 0.72972633496831
715 => 0.71635838067361
716 => 0.71957618013838
717 => 0.74468053300116
718 => 0.72191434911851
719 => 0.73397410446764
720 => 0.73338384219924
721 => 0.73955320495598
722 => 0.73287777438298
723 => 0.73296052434536
724 => 0.73843850052452
725 => 0.7307456709391
726 => 0.72884081814925
727 => 0.72620927766288
728 => 0.73195515004189
729 => 0.73539954066964
730 => 0.76315879950322
731 => 0.78109254668571
801 => 0.78031399542362
802 => 0.78742849657219
803 => 0.7842233486434
804 => 0.77387308050603
805 => 0.79153972613578
806 => 0.78594926025468
807 => 0.7864101314695
808 => 0.78639297781987
809 => 0.79011014890379
810 => 0.7874761925171
811 => 0.78228439410887
812 => 0.78573095218334
813 => 0.79596599749747
814 => 0.82773589220206
815 => 0.84551474617387
816 => 0.82666558286917
817 => 0.8396674833164
818 => 0.83187097609889
819 => 0.83045411881146
820 => 0.83862027312522
821 => 0.84680072121108
822 => 0.84627966203306
823 => 0.84034107679338
824 => 0.83698652067751
825 => 0.86238834344564
826 => 0.88110397375244
827 => 0.87982769323669
828 => 0.88546078036453
829 => 0.90199969839671
830 => 0.9035118097891
831 => 0.90332131850914
901 => 0.89957339265059
902 => 0.91585810530317
903 => 0.9294430991002
904 => 0.89870585610232
905 => 0.91041019585586
906 => 0.9156646510615
907 => 0.92337975022998
908 => 0.93639641572797
909 => 0.9505359669588
910 => 0.95253545453513
911 => 0.95111672241543
912 => 0.94179130828717
913 => 0.95726297396386
914 => 0.96632591286207
915 => 0.97172268557428
916 => 0.98540800323509
917 => 0.91569710078802
918 => 0.86635225917932
919 => 0.85864634961397
920 => 0.87431661973504
921 => 0.8784487449979
922 => 0.87678309048568
923 => 0.82124098501837
924 => 0.85835393192339
925 => 0.89828434224798
926 => 0.89981823193027
927 => 0.91980823024426
928 => 0.92631779311302
929 => 0.94241236190476
930 => 0.94140564224476
1001 => 0.94532441362502
1002 => 0.94442355594836
1003 => 0.97423535552376
1004 => 1.0071221975505
1005 => 1.0059834307849
1006 => 1.0012555581441
1007 => 1.0082772552377
1008 => 1.0422200005775
1009 => 1.039095096508
1010 => 1.0421306746328
1011 => 1.0821510843177
1012 => 1.134183309745
1013 => 1.110009117084
1014 => 1.1624601592218
1015 => 1.1954753099372
1016 => 1.2525715992693
1017 => 1.2454228626398
1018 => 1.2676500290848
1019 => 1.2326251320866
1020 => 1.152200888879
1021 => 1.1394734445397
1022 => 1.1649541104171
1023 => 1.2275958411096
1024 => 1.1629812993946
1025 => 1.1760527370294
1026 => 1.1722881621112
1027 => 1.1720875639122
1028 => 1.1797435812753
1029 => 1.1686381287791
1030 => 1.1233925174769
1031 => 1.1441283145027
1101 => 1.1361212274563
1102 => 1.1450056875021
1103 => 1.1929514541396
1104 => 1.1717534878249
1105 => 1.1494231522952
1106 => 1.1774303485475
1107 => 1.2130931336935
1108 => 1.2108614206913
1109 => 1.2065309646832
1110 => 1.2309415184652
1111 => 1.2712606016918
1112 => 1.2821586878728
1113 => 1.29020343229
1114 => 1.2913126666281
1115 => 1.3027384696954
1116 => 1.2412990469291
1117 => 1.3388049887355
1118 => 1.3556415713382
1119 => 1.3524769916138
1120 => 1.371190144585
1121 => 1.365684260274
1122 => 1.3577070977541
1123 => 1.3873714256152
1124 => 1.3533636675103
1125 => 1.305093936338
1126 => 1.2786122071499
1127 => 1.313485484365
1128 => 1.3347813778506
1129 => 1.3488566087714
1130 => 1.3531157651435
1201 => 1.2460684144229
1202 => 1.1883758295027
1203 => 1.2253561149897
1204 => 1.2704746155268
1205 => 1.2410484113806
1206 => 1.2422018628719
1207 => 1.2002478288298
1208 => 1.2741866166128
1209 => 1.2634143571559
1210 => 1.3193008582741
1211 => 1.3059630962651
1212 => 1.3515363684255
1213 => 1.339535398539
1214 => 1.3893507535727
1215 => 1.4092234473925
1216 => 1.4425927932538
1217 => 1.4671394199071
1218 => 1.48155366858
1219 => 1.4806882911562
1220 => 1.5378047255486
1221 => 1.5041251596836
1222 => 1.461815687293
1223 => 1.4610504424222
1224 => 1.4829631177031
1225 => 1.5288860736431
1226 => 1.5407932279665
1227 => 1.5474477028294
1228 => 1.5372561429329
1229 => 1.5006993880227
1230 => 1.4849143665995
1231 => 1.4983636621882
]
'min_raw' => 0.55457911373811
'max_raw' => 1.5474477028294
'avg_raw' => 1.0510134082838
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.554579'
'max' => '$1.54'
'avg' => '$1.05'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.21954956703344
'max_diff' => 0.7995178410135
'year' => 2036
]
11 => [
'items' => [
101 => 1.4819163293943
102 => 1.5103090401031
103 => 1.5492982962619
104 => 1.5412471690453
105 => 1.5681608802379
106 => 1.5960137399171
107 => 1.6358445802087
108 => 1.6462578367927
109 => 1.6634705539453
110 => 1.6811880939784
111 => 1.6868784903359
112 => 1.6977432226087
113 => 1.6976859601067
114 => 1.7304275620916
115 => 1.7665425630041
116 => 1.7801751397843
117 => 1.8115224983858
118 => 1.7578412453232
119 => 1.798559092417
120 => 1.8352876097294
121 => 1.7914983572505
122 => 1.8518516402054
123 => 1.854195021419
124 => 1.8895772955549
125 => 1.8537105822947
126 => 1.8324130424513
127 => 1.8938982419706
128 => 1.9236489932524
129 => 1.9146878248467
130 => 1.8464928908118
131 => 1.8068005141851
201 => 1.7029179084655
202 => 1.825971342335
203 => 1.8859070804549
204 => 1.8463376717294
205 => 1.8662941798755
206 => 1.9751704174011
207 => 2.0166234394365
208 => 2.0080015006316
209 => 2.0094584663604
210 => 2.0318257646251
211 => 2.1310146830271
212 => 2.0715783839395
213 => 2.1170152075563
214 => 2.141114734968
215 => 2.1634997191093
216 => 2.1085292729053
217 => 2.0370135300701
218 => 2.0143614922875
219 => 1.8424032738595
220 => 1.8334521018136
221 => 1.828427537696
222 => 1.7967483716731
223 => 1.771857224833
224 => 1.7520628607167
225 => 1.7001165381781
226 => 1.7176468971346
227 => 1.6348553010481
228 => 1.6878224302702
301 => 1.5556850438432
302 => 1.6657329857432
303 => 1.605838894233
304 => 1.6460561658357
305 => 1.6459158515638
306 => 1.5718631036456
307 => 1.5291510240878
308 => 1.556368823561
309 => 1.5855484651479
310 => 1.5902827638233
311 => 1.6281149308073
312 => 1.6386730754128
313 => 1.6066814043454
314 => 1.5529467902129
315 => 1.5654281155198
316 => 1.5288980904288
317 => 1.4648806265639
318 => 1.5108590867494
319 => 1.5265581545869
320 => 1.5334917573001
321 => 1.4705379340444
322 => 1.4507564759834
323 => 1.4402249936943
324 => 1.5448202421708
325 => 1.5505502059928
326 => 1.5212349009444
327 => 1.6537428595545
328 => 1.6237522275045
329 => 1.6572591113876
330 => 1.5642955660713
331 => 1.5678468986944
401 => 1.5238364665347
402 => 1.548479367766
403 => 1.5310625594535
404 => 1.5464884648724
405 => 1.5557346889771
406 => 1.5997378994579
407 => 1.6662354317236
408 => 1.5931652871898
409 => 1.5613275788327
410 => 1.5810795140354
411 => 1.6336815203597
412 => 1.7133762525883
413 => 1.666195367103
414 => 1.687133442898
415 => 1.691707480989
416 => 1.6569180427635
417 => 1.7146589887988
418 => 1.7456028308657
419 => 1.7773448099004
420 => 1.8049054809063
421 => 1.7646663654529
422 => 1.8077279870386
423 => 1.77302792144
424 => 1.7418983753712
425 => 1.7419455860428
426 => 1.7224175670638
427 => 1.6845795696031
428 => 1.6776016623323
429 => 1.7139016171675
430 => 1.7430107433267
501 => 1.7454083103805
502 => 1.7615246183032
503 => 1.7710620833207
504 => 1.8645422060468
505 => 1.9021406847154
506 => 1.9481153927286
507 => 1.9660251324923
508 => 2.019927028184
509 => 1.976396869715
510 => 1.9669788461128
511 => 1.8362304783405
512 => 1.8576405162385
513 => 1.8919200526747
514 => 1.8367957352703
515 => 1.8717594267946
516 => 1.8786620001337
517 => 1.8349226320585
518 => 1.858285718414
519 => 1.7962402877262
520 => 1.667587852562
521 => 1.7148022157364
522 => 1.7495678792155
523 => 1.6999529908554
524 => 1.7888857578795
525 => 1.736933071329
526 => 1.7204665638612
527 => 1.6562248474956
528 => 1.6865444647297
529 => 1.727552181174
530 => 1.7022141800702
531 => 1.7547943368806
601 => 1.8292618615398
602 => 1.8823318542297
603 => 1.8864059092957
604 => 1.8522854594095
605 => 1.906963698106
606 => 1.9073619693813
607 => 1.8456846927645
608 => 1.8079077042572
609 => 1.7993246929849
610 => 1.8207667379416
611 => 1.846801338939
612 => 1.8878506484595
613 => 1.9126558864848
614 => 1.9773347915732
615 => 1.9948350488005
616 => 2.014062525747
617 => 2.0397563644817
618 => 2.0706084056477
619 => 2.0031058959841
620 => 2.0057878965334
621 => 1.9429304941705
622 => 1.8757583450824
623 => 1.9267336331137
624 => 1.9933770412562
625 => 1.9780889697939
626 => 1.9763687494474
627 => 1.9792616829209
628 => 1.9677349763
629 => 1.9156001094536
630 => 1.8894183057049
701 => 1.9231995122312
702 => 1.9411527200715
703 => 1.9689965797474
704 => 1.9655642363298
705 => 2.0372870286428
706 => 2.065156336951
707 => 2.0580261752908
708 => 2.0593382966332
709 => 2.1097943481135
710 => 2.1659118544381
711 => 2.2184733044681
712 => 2.2719410690055
713 => 2.2074835919733
714 => 2.1747560603209
715 => 2.2085225190293
716 => 2.1906055607413
717 => 2.2935617175791
718 => 2.3006901784977
719 => 2.4036388904335
720 => 2.5013494769652
721 => 2.4399792082316
722 => 2.4978486074697
723 => 2.5604390809071
724 => 2.6811862591061
725 => 2.6405228574256
726 => 2.6093753290151
727 => 2.579941065171
728 => 2.6411890956729
729 => 2.7199837084524
730 => 2.7369553133597
731 => 2.7644557969616
801 => 2.7355424010534
802 => 2.7703654017187
803 => 2.8933058960693
804 => 2.86008628927
805 => 2.8129091072968
806 => 2.909958820256
807 => 2.9450807341047
808 => 3.1915847189842
809 => 3.5028061824663
810 => 3.3739584529944
811 => 3.293978509421
812 => 3.3127756933104
813 => 3.4264232362626
814 => 3.4629232200662
815 => 3.3637036817892
816 => 3.3987497000779
817 => 3.5918567064972
818 => 3.6954524198266
819 => 3.5547555263647
820 => 3.166578377423
821 => 2.8086613182368
822 => 2.9035970395482
823 => 2.8928342749499
824 => 3.1003036627578
825 => 2.8592940126343
826 => 2.8633519970387
827 => 3.0751116320726
828 => 3.0186177919248
829 => 2.9271050060697
830 => 2.8093294628477
831 => 2.5916104782826
901 => 2.3987707021103
902 => 2.7769739115323
903 => 2.7606651014241
904 => 2.7370475275572
905 => 2.7896058825096
906 => 3.0448143352091
907 => 3.0389309543452
908 => 3.0015038870166
909 => 3.0298919877183
910 => 2.9221284347622
911 => 2.9499015560895
912 => 2.808604622346
913 => 2.8724767374792
914 => 2.9269086607317
915 => 2.937836675203
916 => 2.9624580498052
917 => 2.7520710995752
918 => 2.8465286635921
919 => 2.9020136329752
920 => 2.6513305227419
921 => 2.8970584338936
922 => 2.7484087308404
923 => 2.6979547889805
924 => 2.7658843748935
925 => 2.7394121491995
926 => 2.7166528840491
927 => 2.7039528230414
928 => 2.753832813821
929 => 2.7515058526316
930 => 2.6698925064271
1001 => 2.563431223289
1002 => 2.5991631243826
1003 => 2.5861813897269
1004 => 2.5391339086576
1005 => 2.5708382303638
1006 => 2.4312284427598
1007 => 2.1910370594723
1008 => 2.3497148445331
1009 => 2.3436059224165
1010 => 2.3405255268677
1011 => 2.459767496809
1012 => 2.4483051327794
1013 => 2.427500829826
1014 => 2.538751821319
1015 => 2.498143712887
1016 => 2.6232883346006
1017 => 2.7057166763078
1018 => 2.6848101825733
1019 => 2.7623344363597
1020 => 2.5999863152155
1021 => 2.6539118487835
1022 => 2.6650258265143
1023 => 2.537379001353
1024 => 2.4501805172921
1025 => 2.4443653725407
1026 => 2.2931752178705
1027 => 2.373939778131
1028 => 2.4450092488957
1029 => 2.4109724876132
1030 => 2.4001974658104
1031 => 2.4552447153835
1101 => 2.4595223581232
1102 => 2.3619916503351
1103 => 2.3822713728801
1104 => 2.466841187116
1105 => 2.3801404305451
1106 => 2.2116950230162
1107 => 2.169918233009
1108 => 2.1643444391231
1109 => 2.0510424712647
1110 => 2.1727099578808
1111 => 2.1195988394869
1112 => 2.2873762261242
1113 => 2.1915426826852
1114 => 2.1874114901676
1115 => 2.1811665867631
1116 => 2.083642902582
1117 => 2.1049943914642
1118 => 2.1759699924322
1119 => 2.201294886455
1120 => 2.1986532925277
1121 => 2.1756221732669
1122 => 2.1861657017261
1123 => 2.1522013229502
1124 => 2.1402077938971
1125 => 2.1023529171252
1126 => 2.0467167059472
1127 => 2.0544532623483
1128 => 1.9442233699981
1129 => 1.8841642743026
1130 => 1.8675407081802
1201 => 1.8453109808147
1202 => 1.8700516150372
1203 => 1.9439111025627
1204 => 1.8548208904425
1205 => 1.7020819707142
1206 => 1.7112618400443
1207 => 1.7318862809015
1208 => 1.6934527718085
1209 => 1.657078680932
1210 => 1.6887030018259
1211 => 1.6239855080154
1212 => 1.739707080837
1213 => 1.7365771365981
1214 => 1.779710982772
1215 => 1.8066834619801
1216 => 1.7445206298492
1217 => 1.7288868456744
1218 => 1.7377925596563
1219 => 1.59060094526
1220 => 1.7676822876372
1221 => 1.7692136944395
1222 => 1.7561008596538
1223 => 1.8503912076967
1224 => 2.049373251964
1225 => 1.9745082028765
1226 => 1.9455181930617
1227 => 1.8904081632122
1228 => 1.9638390058768
1229 => 1.9582006628598
1230 => 1.9327019374586
1231 => 1.917280228775
]
'min_raw' => 1.4402249936943
'max_raw' => 3.6954524198266
'avg_raw' => 2.5678387067605
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.44'
'max' => '$3.69'
'avg' => '$2.56'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.88564587995619
'max_diff' => 2.1480047169972
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.045207016843826
]
1 => [
'year' => 2028
'avg' => 0.077588364594767
]
2 => [
'year' => 2029
'avg' => 0.21195742813075
]
3 => [
'year' => 2030
'avg' => 0.1635248401464
]
4 => [
'year' => 2031
'avg' => 0.1606016584341
]
5 => [
'year' => 2032
'avg' => 0.28158525043701
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.045207016843826
'min' => '$0.045207'
'max_raw' => 0.28158525043701
'max' => '$0.281585'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.28158525043701
]
1 => [
'year' => 2033
'avg' => 0.72426621919384
]
2 => [
'year' => 2034
'avg' => 0.45907473633083
]
3 => [
'year' => 2035
'avg' => 0.5414797042603
]
4 => [
'year' => 2036
'avg' => 1.0510134082838
]
5 => [
'year' => 2037
'avg' => 2.5678387067605
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.28158525043701
'min' => '$0.281585'
'max_raw' => 2.5678387067605
'max' => '$2.56'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.5678387067605
]
]
]
]
'prediction_2025_max_price' => '$0.077295'
'last_price' => 0.074948
'sma_50day_nextmonth' => '$0.058674'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.068522'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.06410084'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.053052'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.042595'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.028022'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.069943'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.065174'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.056721'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.045854'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.030346'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0147016'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.00735'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.060528'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.051567'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.033367'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.015889'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.006673'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.003336'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.001668'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '80.43'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 111.27
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'SELL'
'vwma_10' => '0.055850'
'vwma_10_action' => 'BUY'
'hma_9' => '0.072878'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 177.75
'cci_20_action' => 'SELL'
'adx_14' => 30.09
'adx_14_action' => 'BUY'
'ao_5_34' => '0.032016'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 91.07
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 3
'buy_signals' => 27
'sell_pct' => 10
'buy_pct' => 90
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767687933
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Checkmate para 2026
A previsão de preço para Checkmate em 2026 sugere que o preço médio poderia variar entre $0.025894 na extremidade inferior e $0.077295 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Checkmate poderia potencialmente ganhar 3.13% até 2026 se CHECK atingir a meta de preço prevista.
Previsão de preço de Checkmate 2027-2032
A previsão de preço de CHECK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.045207 na extremidade inferior e $0.281585 na extremidade superior. Considerando a volatilidade de preços no mercado, se Checkmate atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Checkmate | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.024928 | $0.045207 | $0.065486 |
| 2028 | $0.044987 | $0.077588 | $0.110189 |
| 2029 | $0.098825 | $0.211957 | $0.325089 |
| 2030 | $0.084046 | $0.163524 | $0.2430031 |
| 2031 | $0.099369 | $0.1606016 | $0.221834 |
| 2032 | $0.151679 | $0.281585 | $0.411491 |
Previsão de preço de Checkmate 2032-2037
A previsão de preço de Checkmate para 2032-2037 é atualmente estimada entre $0.281585 na extremidade inferior e $2.56 na extremidade superior. Comparado ao preço atual, Checkmate poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Checkmate | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.151679 | $0.281585 | $0.411491 |
| 2033 | $0.352469 | $0.724266 | $1.09 |
| 2034 | $0.283368 | $0.459074 | $0.63478 |
| 2035 | $0.335029 | $0.541479 | $0.747929 |
| 2036 | $0.554579 | $1.05 | $1.54 |
| 2037 | $1.44 | $2.56 | $3.69 |
Checkmate Histograma de preços potenciais
Previsão de preço de Checkmate baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Checkmate é Altista, com 27 indicadores técnicos mostrando sinais de alta e 3 indicando sinais de baixa. A previsão de preço de CHECK foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Checkmate
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Checkmate está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Checkmate é esperado para alcançar $0.058674 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 80.43, sugerindo que o mercado de CHECK está em um estado SELL.
Médias Móveis e Osciladores Populares de CHECK para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.068522 | BUY |
| SMA 5 | $0.06410084 | BUY |
| SMA 10 | $0.053052 | BUY |
| SMA 21 | $0.042595 | BUY |
| SMA 50 | $0.028022 | BUY |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.069943 | BUY |
| EMA 5 | $0.065174 | BUY |
| EMA 10 | $0.056721 | BUY |
| EMA 21 | $0.045854 | BUY |
| EMA 50 | $0.030346 | BUY |
| EMA 100 | $0.0147016 | BUY |
| EMA 200 | $0.00735 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.015889 | BUY |
| EMA 50 | $0.006673 | BUY |
| EMA 100 | $0.003336 | BUY |
| EMA 200 | $0.001668 | BUY |
Osciladores de Checkmate
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 80.43 | SELL |
| Stoch RSI (14) | 111.27 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 177.75 | SELL |
| Índice Direcional Médio (14) | 30.09 | BUY |
| Oscilador Impressionante (5, 34) | 0.032016 | BUY |
| Momentum (10) | 0.03 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 91.07 | SELL |
| VWMA (10) | 0.055850 | BUY |
| Média Móvel de Hull (9) | 0.072878 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Checkmate com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Checkmate
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Checkmate por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.105314 | $0.147984 | $0.207942 | $0.292194 | $0.410581 | $0.576936 |
| Amazon.com stock | $0.156383 | $0.3263033 | $0.680851 | $1.42 | $2.96 | $6.18 |
| Apple stock | $0.106308 | $0.150789 | $0.213883 | $0.303377 | $0.430318 | $0.610373 |
| Netflix stock | $0.118256 | $0.186589 | $0.2944093 | $0.464531 | $0.732958 | $1.15 |
| Google stock | $0.097057 | $0.125688 | $0.162766 | $0.210781 | $0.272961 | $0.353483 |
| Tesla stock | $0.1699014 | $0.385153 | $0.873114 | $1.97 | $4.48 | $10.17 |
| Kodak stock | $0.056203 | $0.042146 | $0.0316052 | $0.02370057 | $0.017772 | $0.013327 |
| Nokia stock | $0.049649 | $0.032891 | $0.021788 | $0.014434 | $0.009562 | $0.006334 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Checkmate
Você pode fazer perguntas como: 'Devo investir em Checkmate agora?', 'Devo comprar CHECK hoje?', 'Checkmate será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Checkmate regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Checkmate, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Checkmate para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Checkmate é de $0.07494 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Checkmate com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Checkmate tiver 1% da média anterior do crescimento anual do Bitcoin | $0.076896 | $0.078894 | $0.080945 | $0.083049 |
| Se Checkmate tiver 2% da média anterior do crescimento anual do Bitcoin | $0.078844 | $0.082943 | $0.087255 | $0.091791 |
| Se Checkmate tiver 5% da média anterior do crescimento anual do Bitcoin | $0.084688 | $0.095695 | $0.108132 | $0.122186 |
| Se Checkmate tiver 10% da média anterior do crescimento anual do Bitcoin | $0.094429 | $0.118974 | $0.149899 | $0.188863 |
| Se Checkmate tiver 20% da média anterior do crescimento anual do Bitcoin | $0.11391 | $0.173128 | $0.263132 | $0.399925 |
| Se Checkmate tiver 50% da média anterior do crescimento anual do Bitcoin | $0.172354 | $0.396357 | $0.911488 | $2.09 |
| Se Checkmate tiver 100% da média anterior do crescimento anual do Bitcoin | $0.269761 | $0.970959 | $3.49 | $12.57 |
Perguntas Frequentes sobre Checkmate
CHECK é um bom investimento?
A decisão de adquirir Checkmate depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Checkmate experimentou uma queda de -9.2294% nas últimas 24 horas, e Checkmate registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Checkmate dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Checkmate pode subir?
Parece que o valor médio de Checkmate pode potencialmente subir para $0.077295 até o final deste ano. Observando as perspectivas de Checkmate em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.2430031. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Checkmate na próxima semana?
Com base na nossa nova previsão experimental de Checkmate, o preço de Checkmate aumentará 0.86% na próxima semana e atingirá $0.075589 até 13 de janeiro de 2026.
Qual será o preço de Checkmate no próximo mês?
Com base na nossa nova previsão experimental de Checkmate, o preço de Checkmate diminuirá -11.62% no próximo mês e atingirá $0.06624 até 5 de fevereiro de 2026.
Até onde o preço de Checkmate pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Checkmate em 2026, espera-se que CHECK fluctue dentro do intervalo de $0.025894 e $0.077295. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Checkmate não considera flutuações repentinas e extremas de preço.
Onde estará Checkmate em 5 anos?
O futuro de Checkmate parece seguir uma tendência de alta, com um preço máximo de $0.2430031 projetada após um período de cinco anos. Com base na previsão de Checkmate para 2030, o valor de Checkmate pode potencialmente atingir seu pico mais alto de aproximadamente $0.2430031, enquanto seu pico mais baixo está previsto para cerca de $0.084046.
Quanto será Checkmate em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Checkmate, espera-se que o valor de CHECK em 2026 aumente 3.13% para $0.077295 se o melhor cenário ocorrer. O preço ficará entre $0.077295 e $0.025894 durante 2026.
Quanto será Checkmate em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Checkmate, o valor de CHECK pode diminuir -12.62% para $0.065486 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.065486 e $0.024928 ao longo do ano.
Quanto será Checkmate em 2028?
Nosso novo modelo experimental de previsão de preços de Checkmate sugere que o valor de CHECK em 2028 pode aumentar 47.02%, alcançando $0.110189 no melhor cenário. O preço é esperado para variar entre $0.110189 e $0.044987 durante o ano.
Quanto será Checkmate em 2029?
Com base no nosso modelo de previsão experimental, o valor de Checkmate pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.325089 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.325089 e $0.098825.
Quanto será Checkmate em 2030?
Usando nossa nova simulação experimental para previsões de preços de Checkmate, espera-se que o valor de CHECK em 2030 aumente 224.23%, alcançando $0.2430031 no melhor cenário. O preço está previsto para variar entre $0.2430031 e $0.084046 ao longo de 2030.
Quanto será Checkmate em 2031?
Nossa simulação experimental indica que o preço de Checkmate poderia aumentar 195.98% em 2031, potencialmente atingindo $0.221834 sob condições ideais. O preço provavelmente oscilará entre $0.221834 e $0.099369 durante o ano.
Quanto será Checkmate em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Checkmate, CHECK poderia ver um 449.04% aumento em valor, atingindo $0.411491 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.411491 e $0.151679 ao longo do ano.
Quanto será Checkmate em 2033?
De acordo com nossa previsão experimental de preços de Checkmate, espera-se que o valor de CHECK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.09. Ao longo do ano, o preço de CHECK poderia variar entre $1.09 e $0.352469.
Quanto será Checkmate em 2034?
Os resultados da nossa nova simulação de previsão de preços de Checkmate sugerem que CHECK pode aumentar 746.96% em 2034, atingindo potencialmente $0.63478 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.63478 e $0.283368.
Quanto será Checkmate em 2035?
Com base em nossa previsão experimental para o preço de Checkmate, CHECK poderia aumentar 897.93%, com o valor potencialmente atingindo $0.747929 em 2035. A faixa de preço esperada para o ano está entre $0.747929 e $0.335029.
Quanto será Checkmate em 2036?
Nossa recente simulação de previsão de preços de Checkmate sugere que o valor de CHECK pode aumentar 1964.7% em 2036, possivelmente atingindo $1.54 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.54 e $0.554579.
Quanto será Checkmate em 2037?
De acordo com a simulação experimental, o valor de Checkmate poderia aumentar 4830.69% em 2037, com um pico de $3.69 sob condições favoráveis. O preço é esperado para cair entre $3.69 e $1.44 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Checkmate?
Traders de Checkmate utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Checkmate
Médias móveis são ferramentas populares para a previsão de preço de Checkmate. Uma média móvel simples (SMA) calcula o preço médio de fechamento de CHECK em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de CHECK acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de CHECK.
Como ler gráficos de Checkmate e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Checkmate em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de CHECK dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Checkmate?
A ação de preço de Checkmate é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de CHECK. A capitalização de mercado de Checkmate pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de CHECK, grandes detentores de Checkmate, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Checkmate.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


