Previsão de Preço Xeleb Protocol - Projeção XCX
Previsão de Preço Xeleb Protocol até $0.012596 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.004219 | $0.012596 |
| 2027 | $0.004062 | $0.010671 |
| 2028 | $0.007331 | $0.017956 |
| 2029 | $0.0161048 | $0.052977 |
| 2030 | $0.013696 | $0.03960055 |
| 2031 | $0.016193 | $0.03615 |
| 2032 | $0.024718 | $0.067057 |
| 2033 | $0.057439 | $0.178617 |
| 2034 | $0.046178 | $0.103445 |
| 2035 | $0.054597 | $0.121884 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Xeleb Protocol hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.18, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Xeleb Protocol para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Xeleb Protocol'
'name_with_ticker' => 'Xeleb Protocol <small>XCX</small>'
'name_lang' => 'Xeleb Protocol'
'name_lang_with_ticker' => 'Xeleb Protocol <small>XCX</small>'
'name_with_lang' => 'Xeleb Protocol'
'name_with_lang_with_ticker' => 'Xeleb Protocol <small>XCX</small>'
'image' => '/uploads/coins/xeleb-protocol.jpg?1748624376'
'price_for_sd' => 0.01221
'ticker' => 'XCX'
'marketcap' => '$1.32M'
'low24h' => '$0.01192'
'high24h' => '$0.01225'
'volume24h' => '$775.81K'
'current_supply' => '108.3M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01221'
'change_24h_pct' => '2.3261%'
'ath_price' => '$0.08863'
'ath_days' => 148
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 de ago. de 2025'
'ath_pct' => '-86.22%'
'fdv' => '$12.21M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.602222'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.012318'
'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' => '$0.010794'
'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' => '$0.004219'
'current_year_max_price_prediction' => '$0.012596'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.013696'
'grand_prediction_max_price' => '$0.03960055'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.012445204327562
107 => 0.012491670202912
108 => 0.012596360192682
109 => 0.011701795692398
110 => 0.012103428889992
111 => 0.012339350765636
112 => 0.011273447148561
113 => 0.012318281278268
114 => 0.011686223314674
115 => 0.011471693348638
116 => 0.011760529685732
117 => 0.011647969884264
118 => 0.011551197576695
119 => 0.011497196966313
120 => 0.011709286494571
121 => 0.011699392264576
122 => 0.011352372631542
123 => 0.010899699666579
124 => 0.011051631572104
125 => 0.010996433286457
126 => 0.010796387578554
127 => 0.01093119423207
128 => 0.010337573954072
129 => 0.0093162811194722
130 => 0.0099909784490541
131 => 0.0099650033357947
201 => 0.0099519055058116
202 => 0.010458921901728
203 => 0.010410183974119
204 => 0.010321724158266
205 => 0.010794762944665
206 => 0.01062209742436
207 => 0.011154211872827
208 => 0.011504696863593
209 => 0.011415802532933
210 => 0.011745435360789
211 => 0.011055131776348
212 => 0.011284422936926
213 => 0.011331679527338
214 => 0.010788925719469
215 => 0.010418158101828
216 => 0.010393432128792
217 => 0.0097505721747277
218 => 0.010093982773204
219 => 0.010396169888568
220 => 0.010251445710976
221 => 0.010205630359862
222 => 0.010439691052565
223 => 0.010457879572982
224 => 0.010043179379936
225 => 0.010129408681917
226 => 0.010488999205609
227 => 0.010120347923335
228 => 0.0094041187007208
301 => 0.0092264839508689
302 => 0.0092027842007806
303 => 0.0087210246707924
304 => 0.0092383543542476
305 => 0.0090125260838459
306 => 0.0097259148842068
307 => 0.0093184310274215
308 => 0.0093008652127832
309 => 0.0092743119076125
310 => 0.0088596415789161
311 => 0.0089504280272265
312 => 0.0092522160085765
313 => 0.0093598973602072
314 => 0.0093486653130248
315 => 0.009250737082828
316 => 0.0092955681251384
317 => 0.0091511517176861
318 => 0.0091001552784471
319 => 0.0089391964885331
320 => 0.0087026315333601
321 => 0.0087355273413141
322 => 0.0082668302645288
323 => 0.0080114592214595
324 => 0.0079407758824742
325 => 0.0078462551675229
326 => 0.0079514522487379
327 => 0.0082655025045989
328 => 0.0078866912665521
329 => 0.0072372459694395
330 => 0.0072762787383969
331 => 0.0073639737813111
401 => 0.0072005546490013
402 => 0.0070458921549982
403 => 0.0071803586453691
404 => 0.0069051801114965
405 => 0.0073972277924486
406 => 0.0073839192816265
407 => 0.007567324229061
408 => 0.0076820111065402
409 => 0.0074176949842682
410 => 0.0073512201943036
411 => 0.0073890872557782
412 => 0.0067632290795248
413 => 0.0075161782637787
414 => 0.0075226897995911
415 => 0.0074669340766979
416 => 0.0078678562726151
417 => 0.0087139271567693
418 => 0.008395601257028
419 => 0.008272335847197
420 => 0.0080380082130016
421 => 0.0083502358725687
422 => 0.0083262616598242
423 => 0.0082178411778433
424 => 0.0081522681320488
425 => 0.0082730884795046
426 => 0.0081372971539395
427 => 0.0081129053005719
428 => 0.0079651172077626
429 => 0.0079123635825594
430 => 0.0078733068986414
501 => 0.007830309327278
502 => 0.0079251512553783
503 => 0.0077102269688084
504 => 0.0074510493484928
505 => 0.0074295015337042
506 => 0.0074889969448386
507 => 0.0074626746543241
508 => 0.0074293755127042
509 => 0.0073657983828701
510 => 0.0073469364065588
511 => 0.0074082286790406
512 => 0.0073390332769702
513 => 0.0074411348619937
514 => 0.0074133688804057
515 => 0.0072582703643409
516 => 0.007064960188499
517 => 0.0070632393224522
518 => 0.0070215909621593
519 => 0.0069685455134534
520 => 0.0069537894831389
521 => 0.0071690342526076
522 => 0.0076145844836741
523 => 0.0075271123122023
524 => 0.0075903199205994
525 => 0.0079012387950436
526 => 0.0080000705555727
527 => 0.0079299221129077
528 => 0.0078338985980203
529 => 0.0078381231453478
530 => 0.0081662645640125
531 => 0.0081867303417882
601 => 0.0082384407597172
602 => 0.0083049032601182
603 => 0.007941240964118
604 => 0.0078209946839098
605 => 0.0077640153253375
606 => 0.0075885409547218
607 => 0.0077777750193953
608 => 0.0076675164337206
609 => 0.0076823940838978
610 => 0.0076727049947024
611 => 0.0076779958925764
612 => 0.0073970902550938
613 => 0.0074994375054268
614 => 0.0073292653511725
615 => 0.0071014239393468
616 => 0.0071006601350429
617 => 0.0071564239978045
618 => 0.0071232534701937
619 => 0.0070339924332853
620 => 0.007046671542278
621 => 0.0069355892059171
622 => 0.0070601589491228
623 => 0.0070637311636259
624 => 0.007015765027132
625 => 0.0072076819038523
626 => 0.0072863104048339
627 => 0.0072547380662593
628 => 0.0072840952053941
629 => 0.0075307471758402
630 => 0.0075709622092028
701 => 0.0075888230705666
702 => 0.0075648918824499
703 => 0.0072886035506284
704 => 0.0073008581130134
705 => 0.0072109422652623
706 => 0.0071349728490112
707 => 0.0071380112272541
708 => 0.00717706938254
709 => 0.007347638637404
710 => 0.0077065915786585
711 => 0.007720213580388
712 => 0.0077367238438659
713 => 0.0076695683049077
714 => 0.007649313551766
715 => 0.0076760347993553
716 => 0.0078108386512414
717 => 0.0081575907571815
718 => 0.0080350254041478
719 => 0.007935377864288
720 => 0.0080227956215289
721 => 0.0080093383430047
722 => 0.007895745369334
723 => 0.0078925571928962
724 => 0.0076745359585517
725 => 0.0075939384723178
726 => 0.0075265851802035
727 => 0.0074530371435169
728 => 0.0074094354020166
729 => 0.0074764274935982
730 => 0.0074917493775701
731 => 0.0073452699985055
801 => 0.0073253054003989
802 => 0.00744492362332
803 => 0.0073922841032293
804 => 0.0074464251550399
805 => 0.0074589863434733
806 => 0.0074569637028268
807 => 0.0074020019982417
808 => 0.0074370329497626
809 => 0.0073541743061863
810 => 0.007264077976263
811 => 0.0072066021309716
812 => 0.0071564468328903
813 => 0.0071842759073088
814 => 0.0070850703383949
815 => 0.0070533324802858
816 => 0.0074251652516087
817 => 0.0076998421176609
818 => 0.0076958482072445
819 => 0.0076715363047352
820 => 0.0076354137490957
821 => 0.0078081960613029
822 => 0.0077480021586213
823 => 0.007791798252191
824 => 0.0078029461961208
825 => 0.0078366876648503
826 => 0.0078487473397438
827 => 0.0078122946262328
828 => 0.0076899548673656
829 => 0.0073850958199838
830 => 0.0072431831104763
831 => 0.0071963495525957
901 => 0.0071980518634751
902 => 0.0071510945299716
903 => 0.0071649255691685
904 => 0.0071462846589799
905 => 0.0071109832848032
906 => 0.0071820961469301
907 => 0.007190291241828
908 => 0.0071736926500722
909 => 0.0071776022193085
910 => 0.0070401729689214
911 => 0.0070506214163477
912 => 0.0069924431333536
913 => 0.0069815354066419
914 => 0.0068344657733955
915 => 0.0065739106000152
916 => 0.0067182834587705
917 => 0.0065439013472901
918 => 0.0064778601993523
919 => 0.0067904887221842
920 => 0.0067591094894573
921 => 0.0067054018832535
922 => 0.0066259571400321
923 => 0.0065964903119826
924 => 0.0064174591928174
925 => 0.0064068810792033
926 => 0.0064956137361084
927 => 0.006454666668051
928 => 0.006397161476631
929 => 0.0061888835025158
930 => 0.0059547101011429
1001 => 0.0059617783241688
1002 => 0.0060362645261945
1003 => 0.0062528432044171
1004 => 0.0061682221679864
1005 => 0.0061068286351414
1006 => 0.0060953314719223
1007 => 0.0062392425405503
1008 => 0.0064429068529599
1009 => 0.0065384615916104
1010 => 0.0064437697476483
1011 => 0.0063349928558757
1012 => 0.0063416136012543
1013 => 0.0063856584541121
1014 => 0.0063902869453867
1015 => 0.0063194843712879
1016 => 0.0063394148811683
1017 => 0.006309138614176
1018 => 0.0061233332195299
1019 => 0.006119972589136
1020 => 0.0060743729487731
1021 => 0.0060729922097854
1022 => 0.0059954158461647
1023 => 0.0059845623766341
1024 => 0.0058305297981166
1025 => 0.0059319145077504
1026 => 0.0058639109674642
1027 => 0.0057614135918394
1028 => 0.0057437430056481
1029 => 0.0057432118064894
1030 => 0.0058484536932622
1031 => 0.0059306846950287
1101 => 0.0058650939181623
1102 => 0.0058501601696937
1103 => 0.0060096135334671
1104 => 0.0059893216394773
1105 => 0.0059717489901507
1106 => 0.0064246709475934
1107 => 0.0060661478763365
1108 => 0.005909811353487
1109 => 0.0057163152189602
1110 => 0.0057793185360543
1111 => 0.0057925942606774
1112 => 0.0053272709374404
1113 => 0.0051384893231555
1114 => 0.0050737065872179
1115 => 0.0050364232067925
1116 => 0.0050534137114276
1117 => 0.0048834881166963
1118 => 0.0049976809266657
1119 => 0.0048505397250814
1120 => 0.0048258710237969
1121 => 0.0050889777195267
1122 => 0.0051255874791905
1123 => 0.004969398870704
1124 => 0.0050696972419912
1125 => 0.0050333276583108
1126 => 0.0048530620386617
1127 => 0.0048461772179352
1128 => 0.0047557262666382
1129 => 0.0046141880426138
1130 => 0.0045495012762571
1201 => 0.0045158118467022
1202 => 0.0045297127619305
1203 => 0.004522684033816
1204 => 0.0044768168284546
1205 => 0.0045253130883371
1206 => 0.0044014251843754
1207 => 0.0043520920227852
1208 => 0.0043298093782155
1209 => 0.0042198517327278
1210 => 0.0043948432450857
1211 => 0.0044293187775051
1212 => 0.0044638622373735
1213 => 0.0047645394717061
1214 => 0.0047495184867839
1215 => 0.0048853008749644
1216 => 0.0048800246210475
1217 => 0.0048412972844095
1218 => 0.0046779130214718
1219 => 0.0047430350766343
1220 => 0.0045425995130585
1221 => 0.004692779465583
1222 => 0.0046242436069156
1223 => 0.0046696074228267
1224 => 0.0045880391915282
1225 => 0.0046331824185985
1226 => 0.0044374942051997
1227 => 0.0042547633049354
1228 => 0.0043282995534493
1229 => 0.004408241865474
1230 => 0.0045815771668657
1231 => 0.004478340091342
]
'min_raw' => 0.0042198517327278
'max_raw' => 0.012596360192682
'avg_raw' => 0.0084081059627049
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004219'
'max' => '$0.012596'
'avg' => '$0.0084081'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0079939082672722
'max_diff' => 0.00038260019268203
'year' => 2026
]
1 => [
'items' => [
101 => 0.0045154680475263
102 => 0.0043910956094535
103 => 0.0041344797444788
104 => 0.0041359321624062
105 => 0.0040964574022603
106 => 0.0040623454460849
107 => 0.0044901981113465
108 => 0.0044369878690715
109 => 0.0043522043119906
110 => 0.004465690472308
111 => 0.0044956980143634
112 => 0.0044965522869001
113 => 0.0045793488599659
114 => 0.0046235374058532
115 => 0.00463132582859
116 => 0.0047616080252474
117 => 0.0048052768991032
118 => 0.004985142810265
119 => 0.0046197883164629
120 => 0.0046122640810912
121 => 0.0044672874553147
122 => 0.0043753409872575
123 => 0.0044735831086462
124 => 0.0045606122168097
125 => 0.004469991692298
126 => 0.0044818248196956
127 => 0.0043601741695075
128 => 0.0044036585527547
129 => 0.0044411131615861
130 => 0.0044204329280695
131 => 0.0043894736175606
201 => 0.0045534768224072
202 => 0.004544223118856
203 => 0.0046969466736266
204 => 0.0048160056059364
205 => 0.0050293804969654
206 => 0.004806712674692
207 => 0.0047985977742239
208 => 0.0048779222279703
209 => 0.0048052647549426
210 => 0.0048511817698454
211 => 0.0050219825559903
212 => 0.0050255913074572
213 => 0.0049651400707732
214 => 0.0049614616075272
215 => 0.0049730719287964
216 => 0.0050410739431121
217 => 0.0050173119498193
218 => 0.0050448099300377
219 => 0.0050791965753649
220 => 0.0052214343200735
221 => 0.0052557273587791
222 => 0.0051724130536264
223 => 0.005179935402551
224 => 0.0051487735653951
225 => 0.0051186716211592
226 => 0.0051863363957656
227 => 0.0053099951013134
228 => 0.0053092258269241
301 => 0.0053379122430294
302 => 0.0053557836426119
303 => 0.0052790665129397
304 => 0.0052291264824901
305 => 0.0052482766679312
306 => 0.0052788982314882
307 => 0.0052383465075767
308 => 0.0049880424822092
309 => 0.0050639687340227
310 => 0.0050513308931169
311 => 0.0050333330708531
312 => 0.0051096775041719
313 => 0.0051023138973348
314 => 0.0048817452841159
315 => 0.0048958653711011
316 => 0.0048826039733727
317 => 0.0049254542624598
318 => 0.0048029506987093
319 => 0.0048406319698448
320 => 0.0048642653098611
321 => 0.0048781855286906
322 => 0.004928474904286
323 => 0.0049225740264976
324 => 0.0049281080974374
325 => 0.0050026739655424
326 => 0.0053798025385018
327 => 0.0054003288146407
328 => 0.0052992499238
329 => 0.0053396289469979
330 => 0.0052621100523796
331 => 0.0053141490056683
401 => 0.0053497527358623
402 => 0.0051888663253191
403 => 0.0051793396762309
404 => 0.0051015008335596
405 => 0.0051433270185937
406 => 0.0050767785507952
407 => 0.0050931072170264
408 => 0.0050474508427365
409 => 0.0051296232263649
410 => 0.0052215047195589
411 => 0.0052447176132498
412 => 0.0051836544837281
413 => 0.005139440753698
414 => 0.0050618160086733
415 => 0.0051909076896296
416 => 0.005228658031139
417 => 0.0051907094031565
418 => 0.0051819158768591
419 => 0.005165252160415
420 => 0.0051854511630771
421 => 0.0052284524346718
422 => 0.0052081738290966
423 => 0.0052215682053421
424 => 0.005170522655315
425 => 0.0052790919095018
426 => 0.0054515260137643
427 => 0.0054520804176053
428 => 0.0054318017027208
429 => 0.0054235040895011
430 => 0.0054443112815879
501 => 0.0054555983297393
502 => 0.0055228849735615
503 => 0.0055950862232009
504 => 0.0059320179513948
505 => 0.005837408870372
506 => 0.0061363547437839
507 => 0.0063727821163893
508 => 0.0064436763477177
509 => 0.0063784569907269
510 => 0.006155345093542
511 => 0.0061443981594546
512 => 0.0064778215292621
513 => 0.0063836141555337
514 => 0.0063724084881941
515 => 0.0062531991199743
516 => 0.0063236666209597
517 => 0.0063082543447983
518 => 0.0062839253128832
519 => 0.0064183723959547
520 => 0.0066700453332904
521 => 0.0066308197458328
522 => 0.0066015396644183
523 => 0.0064732428709636
524 => 0.0065505061967496
525 => 0.0065229942063187
526 => 0.0066412031767502
527 => 0.0065711788013159
528 => 0.0063829004420222
529 => 0.0064128843913133
530 => 0.0064083523776973
531 => 0.006501620896773
601 => 0.0064736240024134
602 => 0.0064028855347395
603 => 0.006669185142551
604 => 0.0066518931272559
605 => 0.0066764092514393
606 => 0.0066872020074911
607 => 0.0068492938860405
608 => 0.0069156977423206
609 => 0.0069307725802593
610 => 0.0069938511078669
611 => 0.0069292031290292
612 => 0.0071878411376075
613 => 0.0073598203213659
614 => 0.0075595829932691
615 => 0.0078514899480641
616 => 0.0079612496633573
617 => 0.0079414225532107
618 => 0.0081627430748482
619 => 0.008560451132552
620 => 0.0080218107225812
621 => 0.0085890003822015
622 => 0.0084094346844852
623 => 0.0079836876454489
624 => 0.0079562745553628
625 => 0.008244595393223
626 => 0.0088840632617446
627 => 0.0087238838134645
628 => 0.0088843252579393
629 => 0.0086971617906103
630 => 0.0086878675469199
701 => 0.0088752351460878
702 => 0.0093130297544198
703 => 0.0091050499464868
704 => 0.0088068598930737
705 => 0.0090270387881628
706 => 0.0088362994526418
707 => 0.0084065103451345
708 => 0.0087237613272592
709 => 0.0085116246303002
710 => 0.0085735373962799
711 => 0.0090194171803355
712 => 0.0089657677450663
713 => 0.0090351950821086
714 => 0.0089126576494588
715 => 0.0087981883649844
716 => 0.0085845229449122
717 => 0.0085212671476068
718 => 0.0085387487742768
719 => 0.0085212584845808
720 => 0.008401714645737
721 => 0.0083758991651206
722 => 0.008332872233091
723 => 0.0083462080784841
724 => 0.0082653048582956
725 => 0.0084179859502496
726 => 0.0084463249063374
727 => 0.0085574334725151
728 => 0.0085689691324442
729 => 0.0088784049077177
730 => 0.008707972882554
731 => 0.0088223133994269
801 => 0.0088120857073831
802 => 0.0079929148747627
803 => 0.0081057893878924
804 => 0.0082813867083486
805 => 0.0082022803534996
806 => 0.0080904424757794
807 => 0.0080001273931527
808 => 0.0078632908077819
809 => 0.0080558856739774
810 => 0.0083091274428439
811 => 0.0085753917616152
812 => 0.0088952908942897
813 => 0.0088238931319132
814 => 0.0085694114698471
815 => 0.0085808273313084
816 => 0.0086513956948863
817 => 0.008560003252241
818 => 0.0085330498367124
819 => 0.0086476927094905
820 => 0.0086484821919487
821 => 0.0085433241415396
822 => 0.0084264602122299
823 => 0.0084259705480991
824 => 0.0084051757406501
825 => 0.0087008611406596
826 => 0.008863458213499
827 => 0.0088820997058617
828 => 0.0088622034925353
829 => 0.0088698607553922
830 => 0.008775249101289
831 => 0.0089915032863544
901 => 0.0091899595118928
902 => 0.0091367690040497
903 => 0.0090570288713166
904 => 0.0089935120147895
905 => 0.0091218064512466
906 => 0.0091160937019454
907 => 0.0091882261698922
908 => 0.0091849538244888
909 => 0.0091606983885576
910 => 0.0091367698702877
911 => 0.0092316437404709
912 => 0.0092043215894859
913 => 0.0091769569996538
914 => 0.0091220731254364
915 => 0.0091295327554672
916 => 0.0090498063909923
917 => 0.0090129213267559
918 => 0.0084582584602855
919 => 0.0083100344182326
920 => 0.008356668719241
921 => 0.0083720219419921
922 => 0.0083075146489364
923 => 0.0084000015366143
924 => 0.0083855875531375
925 => 0.0084416639309473
926 => 0.0084066298446451
927 => 0.0084080676557673
928 => 0.0085110954335274
929 => 0.0085410048357226
930 => 0.0085257926723676
1001 => 0.008536446750139
1002 => 0.0087819654755754
1003 => 0.0087470605640652
1004 => 0.0087285180255061
1005 => 0.008733654435409
1006 => 0.0087963897337388
1007 => 0.0088139521920509
1008 => 0.0087395388220906
1009 => 0.0087746325975424
1010 => 0.008924057439353
1011 => 0.0089763476772731
1012 => 0.009143233015976
1013 => 0.0090723371579447
1014 => 0.0092024695736621
1015 => 0.0096024522541676
1016 => 0.0099219860960516
1017 => 0.0096281295697605
1018 => 0.010214912777991
1019 => 0.010671807674651
1020 => 0.010654271287519
1021 => 0.010574601094117
1022 => 0.010054438401449
1023 => 0.0095757769364676
1024 => 0.009976197576964
1025 => 0.0099772183315239
1026 => 0.0099428218433898
1027 => 0.0097291882097047
1028 => 0.0099353878560153
1029 => 0.0099517552351323
1030 => 0.0099425938552642
1031 => 0.0097788014492083
1101 => 0.0095287207190577
1102 => 0.0095775858951205
1103 => 0.0096576280503338
1104 => 0.0095060915519721
1105 => 0.0094576664588253
1106 => 0.0095476979202361
1107 => 0.0098377980477017
1108 => 0.0097829562990399
1109 => 0.0097815241593495
1110 => 0.010016160416645
1111 => 0.009848211494095
1112 => 0.0095782022414786
1113 => 0.0095100213442084
1114 => 0.0092680250910552
1115 => 0.0094351727650692
1116 => 0.0094411881122897
1117 => 0.00934964303944
1118 => 0.0095856306196066
1119 => 0.0095834559525106
1120 => 0.0098074910377628
1121 => 0.01023576197703
1122 => 0.010109101186355
1123 => 0.0099618084674562
1124 => 0.0099778232699847
1125 => 0.010153466125821
1126 => 0.010047268445646
1127 => 0.010085457871873
1128 => 0.01015340832155
1129 => 0.010194404514955
1130 => 0.0099719245486493
1201 => 0.0099200538260564
1202 => 0.009813944531781
1203 => 0.0097862625975284
1204 => 0.0098726864036726
1205 => 0.0098499167841517
1206 => 0.0094406825456484
1207 => 0.009397915290767
1208 => 0.0093992269014166
1209 => 0.0092916866055452
1210 => 0.009127661841713
1211 => 0.0095587091276543
1212 => 0.0095240899980904
1213 => 0.0094858731583595
1214 => 0.0094905545031643
1215 => 0.0096776575204434
1216 => 0.0095691283214927
1217 => 0.0098576709844891
1218 => 0.0097983552873635
1219 => 0.0097375183664251
1220 => 0.0097291088508135
1221 => 0.0097056918266144
1222 => 0.0096253861375449
1223 => 0.0095284121923696
1224 => 0.0094643815940256
1225 => 0.0087303917351705
1226 => 0.0088666159835514
1227 => 0.0090233295640827
1228 => 0.0090774264640919
1229 => 0.0089848899732347
1230 => 0.0096290400422205
1231 => 0.0097467324670087
]
'min_raw' => 0.0040623454460849
'max_raw' => 0.010671807674651
'avg_raw' => 0.0073670765603678
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004062'
'max' => '$0.010671'
'avg' => '$0.007367'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00015750628664286
'max_diff' => -0.0019245525180313
'year' => 2027
]
2 => [
'items' => [
101 => 0.0093902344354383
102 => 0.0093235482094501
103 => 0.0096334119800942
104 => 0.0094465262470905
105 => 0.0095306808812189
106 => 0.009348784592357
107 => 0.0097183838083137
108 => 0.0097155680815361
109 => 0.0095717856387521
110 => 0.0096933095748135
111 => 0.0096721918003656
112 => 0.009509861776583
113 => 0.0097235299596104
114 => 0.0097236359363634
115 => 0.0095852484612837
116 => 0.0094236421873043
117 => 0.0093947508024866
118 => 0.0093729850250378
119 => 0.0095253278342329
120 => 0.0096619179205936
121 => 0.0099160782077568
122 => 0.0099799801426491
123 => 0.010229393648726
124 => 0.010080880049581
125 => 0.010146714204509
126 => 0.010218186492493
127 => 0.010252452935659
128 => 0.010196617605359
129 => 0.010584059442992
130 => 0.010616771404999
131 => 0.010627739442903
201 => 0.01049709623517
202 => 0.01061313798106
203 => 0.010558845891057
204 => 0.010700098826469
205 => 0.010722249090349
206 => 0.010703488604861
207 => 0.010710519448235
208 => 0.010379906189239
209 => 0.010362762147636
210 => 0.010129001923896
211 => 0.010224260942938
212 => 0.010046178772722
213 => 0.010102650463347
214 => 0.010127542646493
215 => 0.010114540382637
216 => 0.01022964674495
217 => 0.010131782822307
218 => 0.0098735038401359
219 => 0.0096151544900285
220 => 0.0096119111243847
221 => 0.0095438923007463
222 => 0.0094947271495246
223 => 0.0095041981018774
224 => 0.0095375749732841
225 => 0.0094927872250826
226 => 0.0095023449619579
227 => 0.0096610670769549
228 => 0.0096928976651632
229 => 0.0095847248894177
301 => 0.0091503955855424
302 => 0.0090438100849388
303 => 0.0091204216290903
304 => 0.0090838062454012
305 => 0.0073313406020481
306 => 0.0077430564102636
307 => 0.0074984288575697
308 => 0.0076111644886236
309 => 0.0073614631033208
310 => 0.0074806336923582
311 => 0.0074586272359761
312 => 0.0081206540720301
313 => 0.0081103174335733
314 => 0.0081152650353998
315 => 0.0078791031093103
316 => 0.008255315470066
317 => 0.0084406512071332
318 => 0.008406350494753
319 => 0.0084149832450793
320 => 0.0082666439928039
321 => 0.0081167012836154
322 => 0.0079503917431079
323 => 0.0082593743128904
324 => 0.0082250207256389
325 => 0.0083038154947632
326 => 0.0085042127777974
327 => 0.0085337220389594
328 => 0.0085733827852145
329 => 0.0085591672309262
330 => 0.008897839406983
331 => 0.0088568239718316
401 => 0.0089556593696005
402 => 0.0087523474577301
403 => 0.0085222807309049
404 => 0.0085660088942264
405 => 0.0085617975204589
406 => 0.0085081818988083
407 => 0.0084597801128985
408 => 0.0083792047764774
409 => 0.0086341570638199
410 => 0.0086238064665513
411 => 0.0087913706050761
412 => 0.0087617520159606
413 => 0.0085639518289494
414 => 0.0085710163013247
415 => 0.0086185282731184
416 => 0.0087829677499783
417 => 0.0088317845826036
418 => 0.0088091706807171
419 => 0.0088626961091177
420 => 0.0089050004253181
421 => 0.0088680088799038
422 => 0.0093917311547046
423 => 0.0091742451524177
424 => 0.0092802463166744
425 => 0.0093055269697546
426 => 0.0092407711084847
427 => 0.0092548143360606
428 => 0.0092760859992876
429 => 0.0094052433729833
430 => 0.009744189693548
501 => 0.0098943067116405
502 => 0.010345941167215
503 => 0.0098818415830177
504 => 0.0098543038343264
505 => 0.0099356568378293
506 => 0.010200814073614
507 => 0.010415699108264
508 => 0.010486988871273
509 => 0.01049641099032
510 => 0.010630155324978
511 => 0.01070681508342
512 => 0.010613915244926
513 => 0.01053519235882
514 => 0.010253216752234
515 => 0.010285856196491
516 => 0.010510709600438
517 => 0.010828328277313
518 => 0.011100878144662
519 => 0.011005440680438
520 => 0.011733561164117
521 => 0.011805751335968
522 => 0.011795776988406
523 => 0.011960236943221
524 => 0.011633817424601
525 => 0.01149426675631
526 => 0.010552213140339
527 => 0.010816891780559
528 => 0.011201617728151
529 => 0.011150697806339
530 => 0.010871299539444
531 => 0.011100666196022
601 => 0.011024830406399
602 => 0.010965015572693
603 => 0.011239038921576
604 => 0.010937738993221
605 => 0.011198612030883
606 => 0.010864039661695
607 => 0.011005876630736
608 => 0.010925363107226
609 => 0.010977465224303
610 => 0.010672877312491
611 => 0.010837225556251
612 => 0.010666039885224
613 => 0.010665958720927
614 => 0.010662179787751
615 => 0.010863578970561
616 => 0.010870146590682
617 => 0.010721312290288
618 => 0.010699862942373
619 => 0.010779172423675
620 => 0.010686321792256
621 => 0.010729766018302
622 => 0.010687637673606
623 => 0.010678153695856
624 => 0.010602583747579
625 => 0.010570026136023
626 => 0.01058279281442
627 => 0.010539213559376
628 => 0.010512955481881
629 => 0.010656956395231
630 => 0.010580022516208
701 => 0.010645165174884
702 => 0.010570926893664
703 => 0.010313584666877
704 => 0.010165584430908
705 => 0.0096794888201453
706 => 0.0098173449323579
707 => 0.0099087436773772
708 => 0.0098785363926936
709 => 0.0099434333288615
710 => 0.0099474174736711
711 => 0.009926318818177
712 => 0.0099018892780199
713 => 0.0098899983289098
714 => 0.0099786237215049
715 => 0.0100300737449
716 => 0.0099179167641974
717 => 0.0098916399528617
718 => 0.010005036852709
719 => 0.010074208896108
720 => 0.010584936400155
721 => 0.010547100057027
722 => 0.010642061853271
723 => 0.010631370612322
724 => 0.010730905703386
725 => 0.010893603510607
726 => 0.010562793377503
727 => 0.010620210578056
728 => 0.010606133206438
729 => 0.010759826258487
730 => 0.010760306071419
731 => 0.010668159409178
801 => 0.010718113609688
802 => 0.010690230545385
803 => 0.010740619011202
804 => 0.010546594729597
805 => 0.010782895360965
806 => 0.010916862592075
807 => 0.010918722727209
808 => 0.010982222131525
809 => 0.011046741203947
810 => 0.011170579945036
811 => 0.011043287408672
812 => 0.010814300527432
813 => 0.010830832640635
814 => 0.010696577715947
815 => 0.010698834565486
816 => 0.010686787325773
817 => 0.010722941999024
818 => 0.010554528647222
819 => 0.01059405492427
820 => 0.010538717904937
821 => 0.010620090286184
822 => 0.010532547055299
823 => 0.010606126417903
824 => 0.010637880831608
825 => 0.010755055301804
826 => 0.010515240290779
827 => 0.010026241249251
828 => 0.01012903477632
829 => 0.009976995075527
830 => 0.0099910669286914
831 => 0.010019494311602
901 => 0.0099273518627272
902 => 0.0099449297382303
903 => 0.0099443017328237
904 => 0.0099388899215058
905 => 0.0099149201118432
906 => 0.0098801591455501
907 => 0.010018636136401
908 => 0.010042166075547
909 => 0.010094470215528
910 => 0.010250091857873
911 => 0.010234541585992
912 => 0.010259904724605
913 => 0.01020453713542
914 => 0.0099936352723555
915 => 0.010005088258199
916 => 0.0098622693412044
917 => 0.01009081801472
918 => 0.010036694672136
919 => 0.010001801001079
920 => 0.009992279939644
921 => 0.01014828733794
922 => 0.010194967196626
923 => 0.010165879441262
924 => 0.010106219606383
925 => 0.010220784126196
926 => 0.010251436758609
927 => 0.010258298752581
928 => 0.010461285116122
929 => 0.010269643435406
930 => 0.010315773492708
1001 => 0.01067566703138
1002 => 0.010349293253718
1003 => 0.010522180722749
1004 => 0.010513718780803
1005 => 0.010602162159766
1006 => 0.010506463842259
1007 => 0.010507650137598
1008 => 0.010586181866444
1009 => 0.010475898216552
1010 => 0.010448590433916
1011 => 0.010410864927787
1012 => 0.01049323719026
1013 => 0.010542615636236
1014 => 0.010940569646328
1015 => 0.011197666085755
1016 => 0.011186504851276
1017 => 0.01128849764146
1018 => 0.011242548955335
1019 => 0.011094168527187
1020 => 0.01134743582497
1021 => 0.011267291454797
1022 => 0.011273898459299
1023 => 0.011273652546262
1024 => 0.011326941546084
1025 => 0.011289181405845
1026 => 0.011214752293434
1027 => 0.011264161811713
1028 => 0.011410890416776
1029 => 0.011866340509075
1030 => 0.012121216414636
1031 => 0.011850996659528
1101 => 0.012037390628215
1102 => 0.011925620665965
1103 => 0.011905308738956
1104 => 0.012022377925697
1105 => 0.012139652026552
1106 => 0.012132182173318
1107 => 0.012047047198188
1108 => 0.011998956610958
1109 => 0.012363114648996
1110 => 0.012631420088152
1111 => 0.012613123455944
1112 => 0.012693878840126
1113 => 0.012930979145755
1114 => 0.012952656626264
1115 => 0.012949925761971
1116 => 0.012896195864719
1117 => 0.013129651906976
1118 => 0.013324405044696
1119 => 0.012883758945911
1120 => 0.013051551211847
1121 => 0.013126878565955
1122 => 0.013237481470404
1123 => 0.013424087109409
1124 => 0.01362679032807
1125 => 0.013655454785717
1126 => 0.013635115981296
1127 => 0.013501427759634
1128 => 0.013723228040245
1129 => 0.013853153442771
1130 => 0.013930521046684
1201 => 0.014126712417468
1202 => 0.013127343762049
1203 => 0.012419940955899
1204 => 0.012309469792698
1205 => 0.012534117247131
1206 => 0.012593354989335
1207 => 0.01256947632973
1208 => 0.011773230157159
1209 => 0.012305277721387
1210 => 0.012877716164666
1211 => 0.012899705856601
1212 => 0.013186280510431
1213 => 0.013279600964809
1214 => 0.01351033112334
1215 => 0.013495898889103
1216 => 0.013552078010987
1217 => 0.013539163403752
1218 => 0.013966542436464
1219 => 0.014438004975945
1220 => 0.014421679727362
1221 => 0.01435390140922
1222 => 0.014454563769582
1223 => 0.014941163635323
1224 => 0.014896365317289
1225 => 0.014939883067347
1226 => 0.015513611732622
1227 => 0.016259540609431
1228 => 0.015912981756119
1229 => 0.016664914748183
1230 => 0.017138216708433
1231 => 0.017956743508348
]
'min_raw' => 0.0073313406020481
'max_raw' => 0.017956743508348
'avg_raw' => 0.012644042055198
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.007331'
'max' => '$0.017956'
'avg' => '$0.012644'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0032689951559631
'max_diff' => 0.007284935833697
'year' => 2028
]
3 => [
'items' => [
101 => 0.017854259921669
102 => 0.018172906398249
103 => 0.017670792912544
104 => 0.016517838855487
105 => 0.016335379462627
106 => 0.016700667787741
107 => 0.017598693490719
108 => 0.016672385762552
109 => 0.016859776609534
110 => 0.016805808032997
111 => 0.016802932276905
112 => 0.016912688190391
113 => 0.016753481513396
114 => 0.016104844870583
115 => 0.016402111221545
116 => 0.016287322407536
117 => 0.016414689154751
118 => 0.017102034959432
119 => 0.016798142994905
120 => 0.016478017496455
121 => 0.016879525913047
122 => 0.017390784100629
123 => 0.01735879048207
124 => 0.017296709489769
125 => 0.017646656792913
126 => 0.018224667212768
127 => 0.018380901106621
128 => 0.018496229773002
129 => 0.018512131647602
130 => 0.018675930838944
131 => 0.01779514130439
201 => 0.019192976916006
202 => 0.019434344511703
203 => 0.019388977407374
204 => 0.019657247331689
205 => 0.019578315514605
206 => 0.019463955695672
207 => 0.019889220588361
208 => 0.019401688706
209 => 0.018709698577545
210 => 0.018330059107061
211 => 0.018829998986436
212 => 0.019135294825273
213 => 0.019337075954282
214 => 0.019398134802001
215 => 0.017863514488671
216 => 0.017036439253731
217 => 0.017566584996891
218 => 0.01821339939225
219 => 0.017791548217765
220 => 0.017808083985135
221 => 0.017206635070858
222 => 0.01826661427549
223 => 0.018112184221203
224 => 0.018913367616024
225 => 0.018722158768952
226 => 0.019375492725668
227 => 0.019203447999259
228 => 0.01991759603969
301 => 0.020202489027804
302 => 0.020680868694901
303 => 0.021032766725373
304 => 0.021239407979602
305 => 0.02122700201379
306 => 0.022045817611313
307 => 0.021562990660692
308 => 0.020956446217137
309 => 0.020945475741776
310 => 0.021259613703894
311 => 0.021917960692953
312 => 0.022088660488657
313 => 0.022184058387161
314 => 0.022037953184777
315 => 0.021513879134398
316 => 0.02128758661656
317 => 0.021480394398083
318 => 0.021244607049441
319 => 0.021651642163442
320 => 0.022210588312975
321 => 0.022095168143409
322 => 0.022481000465509
323 => 0.022880296328138
324 => 0.023451307345197
325 => 0.023600590769533
326 => 0.02384735059322
327 => 0.024101347508173
328 => 0.024182924471848
329 => 0.024338680207347
330 => 0.024337859297738
331 => 0.024807239690235
401 => 0.025324980798661
402 => 0.025520416081357
403 => 0.025969808737554
404 => 0.025200239562415
405 => 0.025783966621931
406 => 0.026310503041251
407 => 0.025682744615589
408 => 0.02654796335641
409 => 0.026581557839488
410 => 0.027088794648762
411 => 0.026574612967748
412 => 0.026269293526888
413 => 0.027150739312481
414 => 0.027577243162847
415 => 0.027448776732113
416 => 0.02647114085106
417 => 0.025902114835511
418 => 0.024412863995899
419 => 0.026176945946268
420 => 0.027036178805317
421 => 0.02646891564553
422 => 0.026755010187599
423 => 0.02831584924266
424 => 0.028910115697983
425 => 0.028786512429512
426 => 0.0288073993472
427 => 0.029128054739793
428 => 0.0305500173387
429 => 0.0296979443886
430 => 0.030349322232387
501 => 0.030694810692014
502 => 0.031015719627597
503 => 0.030227668706116
504 => 0.029202426036037
505 => 0.028877688645664
506 => 0.026412512503824
507 => 0.026284189379924
508 => 0.02621215772189
509 => 0.025758008307068
510 => 0.025401171269012
511 => 0.025117401207839
512 => 0.02437270382641
513 => 0.024624017331822
514 => 0.023437125136246
515 => 0.024196456702099
516 => 0.022302148099447
517 => 0.023879784593419
518 => 0.023021148776079
519 => 0.023597699634487
520 => 0.023595688102856
521 => 0.022534075176912
522 => 0.021921758996523
523 => 0.022311950698369
524 => 0.022730267176203
525 => 0.022798137617347
526 => 0.023340495850036
527 => 0.023491856374829
528 => 0.02303322691836
529 => 0.02226289276416
530 => 0.022441823818729
531 => 0.021918132964414
601 => 0.021000384885703
602 => 0.021659527578177
603 => 0.021884587873846
604 => 0.021983987321816
605 => 0.021081487490483
606 => 0.020797902449254
607 => 0.020646924152813
608 => 0.022146391369042
609 => 0.022228535568003
610 => 0.0218082742321
611 => 0.023707895321198
612 => 0.023277952563683
613 => 0.02375830396236
614 => 0.022425587700993
615 => 0.022476499256918
616 => 0.021845570021062
617 => 0.022198848234434
618 => 0.021949162579911
619 => 0.022170306845957
620 => 0.022302859807213
621 => 0.022933685513791
622 => 0.023886987609679
623 => 0.022839461189412
624 => 0.022383038927246
625 => 0.022666200731677
626 => 0.023420297931504
627 => 0.024562793790766
628 => 0.023886413247211
629 => 0.024186579446754
630 => 0.024252152407889
701 => 0.023753414436041
702 => 0.02458118297118
703 => 0.025024790853941
704 => 0.025479840749937
705 => 0.025874947824421
706 => 0.025298083814715
707 => 0.025915410995308
708 => 0.025417954260667
709 => 0.024971684143561
710 => 0.024972360951116
711 => 0.02469240918769
712 => 0.024149967369859
713 => 0.0240499327761
714 => 0.024570325365809
715 => 0.024987630941394
716 => 0.025022002227358
717 => 0.025253044035937
718 => 0.025389772198333
719 => 0.026729894062746
720 => 0.027268902162682
721 => 0.027927991064382
722 => 0.02818474333581
723 => 0.028957475622023
724 => 0.028333431542658
725 => 0.028198415680666
726 => 0.026324019913117
727 => 0.026630952115048
728 => 0.027122380184891
729 => 0.026332123380985
730 => 0.026833359431021
731 => 0.026932314044929
801 => 0.026305270757184
802 => 0.02664020167011
803 => 0.025750724465473
804 => 0.02390637578208
805 => 0.0245832362585
806 => 0.025081633397918
807 => 0.024370359228044
808 => 0.025645290647432
809 => 0.024900502032152
810 => 0.024664439797267
811 => 0.023743476856716
812 => 0.024178135913542
813 => 0.024766018511616
814 => 0.024402775414694
815 => 0.025156559382033
816 => 0.026224118506627
817 => 0.026984924713057
818 => 0.027043329966619
819 => 0.026554182545941
820 => 0.027338044409274
821 => 0.027343753987187
822 => 0.026459554603178
823 => 0.025917987403715
824 => 0.02579494219653
825 => 0.026102333248512
826 => 0.026475562733137
827 => 0.02706404160547
828 => 0.02741964706319
829 => 0.02834687749836
830 => 0.028597759468337
831 => 0.028873402690681
901 => 0.029241747040955
902 => 0.029684038875011
903 => 0.028716329521784
904 => 0.028754778418424
905 => 0.027853660867547
906 => 0.026890687531106
907 => 0.027621464257143
908 => 0.028576857615284
909 => 0.028357689323311
910 => 0.028333028413262
911 => 0.028374501223598
912 => 0.028209255488817
913 => 0.027461855154697
914 => 0.027086515385876
915 => 0.027570799447043
916 => 0.027828174872549
917 => 0.028227341712014
918 => 0.02817813597366
919 => 0.029206346884733
920 => 0.029605878553291
921 => 0.02950366125555
922 => 0.029522471698331
923 => 0.030245804700136
924 => 0.031050299762922
925 => 0.031803815551694
926 => 0.032570324176289
927 => 0.031646268111999
928 => 0.031177089430407
929 => 0.031661162068303
930 => 0.03140430631282
1001 => 0.032880275672192
1002 => 0.03298246858827
1003 => 0.034458331218258
1004 => 0.035859100596569
1005 => 0.034979302447442
1006 => 0.03580891247509
1007 => 0.036706203359089
1008 => 0.038437223054524
1009 => 0.037854276519108
1010 => 0.037407748608917
1011 => 0.036985781891394
1012 => 0.03786382764523
1013 => 0.038993419480417
1014 => 0.03923672274262
1015 => 0.039630966976389
1016 => 0.039216467370473
1017 => 0.039715686490165
1018 => 0.041478149350676
1019 => 0.041001916328076
1020 => 0.040325588877705
1021 => 0.041716884037347
1022 => 0.042220388347098
1023 => 0.045754245280186
1024 => 0.050215885634558
1025 => 0.048368737231138
1026 => 0.047222152610028
1027 => 0.04749162719334
1028 => 0.049120867214699
1029 => 0.049644127400067
1030 => 0.048221725837636
1031 => 0.048724142116088
1101 => 0.051492505206836
1102 => 0.052977643185301
1103 => 0.050960626329904
1104 => 0.045395756821914
1105 => 0.040264692990658
1106 => 0.041625682173523
1107 => 0.041471388236598
1108 => 0.044445649017278
1109 => 0.040990558327988
1110 => 0.041048733194122
1111 => 0.044084498537949
1112 => 0.04327460839041
1113 => 0.041962690074289
1114 => 0.040274271446222
1115 => 0.03715307345242
1116 => 0.034388541348264
1117 => 0.039810425438234
1118 => 0.039576623937218
1119 => 0.039238044716305
1120 => 0.039991516134348
1121 => 0.043650159463767
1122 => 0.043565815893151
1123 => 0.04302926512936
1124 => 0.043436234154754
1125 => 0.041891346436471
1126 => 0.042289499177912
1127 => 0.040263880203932
1128 => 0.041179544577492
1129 => 0.041959875286795
1130 => 0.042116538229681
1201 => 0.042469507839412
1202 => 0.039453421170205
1203 => 0.040807555537026
1204 => 0.041602982612303
1205 => 0.03800921414832
1206 => 0.041531945364616
1207 => 0.039400917811481
1208 => 0.038677615052987
1209 => 0.039651446929407
1210 => 0.039271943700083
1211 => 0.038945669108689
1212 => 0.038763602280581
1213 => 0.039478676932722
1214 => 0.0394453178455
1215 => 0.038275316924589
1216 => 0.0367490984186
1217 => 0.037261347445624
1218 => 0.037075242571746
1219 => 0.036400774500804
1220 => 0.036855284545034
1221 => 0.034853852332517
1222 => 0.031410492236277
1223 => 0.033685281388826
1224 => 0.033597704480947
1225 => 0.033553544232698
1226 => 0.035262985410284
1227 => 0.035098662084577
1228 => 0.034800413639361
1229 => 0.036395296934219
1230 => 0.035813143077388
1231 => 0.037607204091441
]
'min_raw' => 0.016104844870583
'max_raw' => 0.052977643185301
'avg_raw' => 0.034541244027942
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0161048'
'max' => '$0.052977'
'avg' => '$0.034541'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0087735042685353
'max_diff' => 0.035020899676953
'year' => 2029
]
4 => [
'items' => [
101 => 0.038788888707888
102 => 0.038489175265664
103 => 0.03960055535901
104 => 0.03727314862861
105 => 0.038046219785098
106 => 0.03820554867902
107 => 0.036375616321928
108 => 0.035125547412884
109 => 0.035042182068479
110 => 0.032874734850304
111 => 0.034032567659231
112 => 0.035051412616709
113 => 0.034563464947639
114 => 0.034408995292634
115 => 0.035198147259676
116 => 0.035259471126145
117 => 0.033861280471846
118 => 0.034152008583815
119 => 0.035364393140249
120 => 0.034121459603651
121 => 0.031706642774081
122 => 0.031107734812893
123 => 0.031027829450807
124 => 0.029403543560075
125 => 0.031147756706649
126 => 0.030386360926163
127 => 0.032791601073796
128 => 0.03141774080103
129 => 0.031358516430571
130 => 0.031268990108295
131 => 0.029870900143738
201 => 0.030176992992723
202 => 0.031194492242009
203 => 0.031557547437104
204 => 0.031519677805832
205 => 0.031189505940593
206 => 0.031340656929746
207 => 0.030853746929189
208 => 0.030681808873837
209 => 0.030139125075858
210 => 0.029341529813054
211 => 0.029452440326283
212 => 0.027872195408516
213 => 0.027011194107372
214 => 0.026772880295029
215 => 0.026454197105346
216 => 0.026808876409288
217 => 0.027867718773212
218 => 0.026590530236381
219 => 0.024400880074343
220 => 0.024532481780064
221 => 0.024828151739921
222 => 0.024277172725779
223 => 0.023755717329058
224 => 0.024209080489494
225 => 0.02328129685019
226 => 0.024940269960192
227 => 0.024895399386785
228 => 0.025513761971985
301 => 0.025900436786588
302 => 0.025009276526386
303 => 0.024785152130898
304 => 0.024912823572454
305 => 0.022802699035193
306 => 0.025341319779139
307 => 0.025363273876751
308 => 0.025175289564276
309 => 0.026527026739305
310 => 0.029379613796013
311 => 0.028306355800231
312 => 0.02789075786487
313 => 0.027100705885947
314 => 0.028153403239217
315 => 0.028072572507123
316 => 0.027707025282448
317 => 0.027485941180388
318 => 0.027893295417242
319 => 0.027435465482452
320 => 0.027353226645838
321 => 0.026854948772696
322 => 0.026677086242183
323 => 0.026545403905503
324 => 0.026400434591657
325 => 0.026720200773899
326 => 0.025995568536194
327 => 0.025121733094096
328 => 0.025049083132116
329 => 0.025249676064593
330 => 0.02516092862436
331 => 0.025048658243516
401 => 0.024834303511467
402 => 0.024770709041432
403 => 0.024977360217395
404 => 0.024744063088245
405 => 0.025088305710657
406 => 0.024994690765174
407 => 0.02447176528963
408 => 0.023820006535293
409 => 0.023814204515269
410 => 0.023673784160746
411 => 0.023494937726919
412 => 0.02344518674048
413 => 0.024170899508654
414 => 0.025673103220019
415 => 0.02537818468679
416 => 0.025591293551515
417 => 0.026639578244366
418 => 0.026972796425203
419 => 0.02673628605315
420 => 0.02641253606856
421 => 0.026426779424823
422 => 0.027533131127953
423 => 0.027602132926599
424 => 0.027776478210952
425 => 0.028000561171318
426 => 0.026774448350262
427 => 0.026369029621213
428 => 0.026176919735615
429 => 0.025585295643855
430 => 0.026223311504802
501 => 0.025851566985191
502 => 0.025901728021488
503 => 0.025869060580795
504 => 0.025886899212376
505 => 0.024939806243398
506 => 0.025284877143553
507 => 0.024711129844444
508 => 0.023942946617094
509 => 0.023940371397556
510 => 0.024128383154166
511 => 0.024016546404434
512 => 0.02371559658649
513 => 0.023758345087686
514 => 0.023383823235125
515 => 0.023803818821524
516 => 0.023815862792126
517 => 0.023654141614048
518 => 0.024301202763119
519 => 0.024566304243845
520 => 0.02445985590003
521 => 0.024558835544273
522 => 0.025390439883323
523 => 0.025526027676029
524 => 0.025586246817122
525 => 0.025505561145565
526 => 0.024574035744993
527 => 0.02461535285766
528 => 0.024312195299243
529 => 0.024056059108338
530 => 0.024066303212716
531 => 0.024197990510216
601 => 0.024773076661755
602 => 0.025983311564489
603 => 0.026029239094377
604 => 0.026084904600403
605 => 0.025858485012156
606 => 0.025790194697797
607 => 0.025880287249662
608 => 0.026334787848
609 => 0.027503886782636
610 => 0.027090649137643
611 => 0.026754680499837
612 => 0.027049415571688
613 => 0.027004043417586
614 => 0.026621056776047
615 => 0.026610307616596
616 => 0.025875233803247
617 => 0.025603493751273
618 => 0.025376407424453
619 => 0.025128435083804
620 => 0.024981428768159
621 => 0.025207297282165
622 => 0.025258956083716
623 => 0.024765090630336
624 => 0.024697778593936
625 => 0.025101079783992
626 => 0.024923601966832
627 => 0.025106142303019
628 => 0.025148493226816
629 => 0.025141673752661
630 => 0.024956366528348
701 => 0.025074475827184
702 => 0.024795112125361
703 => 0.024491346058699
704 => 0.024297562233464
705 => 0.024128460144252
706 => 0.024222287811618
707 => 0.023887809309713
708 => 0.023780802905231
709 => 0.025034463054282
710 => 0.025960555285503
711 => 0.025947089537688
712 => 0.025865120260975
713 => 0.02574333054264
714 => 0.026325878171523
715 => 0.026122930226028
716 => 0.026270591813244
717 => 0.026308177884528
718 => 0.026421939602103
719 => 0.026462599637986
720 => 0.026339696769337
721 => 0.025927219730827
722 => 0.024899366168
723 => 0.024420897559866
724 => 0.024262994949657
725 => 0.024268734409639
726 => 0.024110414481276
727 => 0.02415704679558
728 => 0.024094197665412
729 => 0.023975176617712
730 => 0.024214938597315
731 => 0.024242568931927
801 => 0.024186605620945
802 => 0.024199787006583
803 => 0.023736434693899
804 => 0.023771662363884
805 => 0.023575510220891
806 => 0.023538734058729
807 => 0.023042878522165
808 => 0.022164398563733
809 => 0.022651161736817
810 => 0.022063220272991
811 => 0.021840557931873
812 => 0.022894606823627
813 => 0.02278880954966
814 => 0.022607730605599
815 => 0.022339877107173
816 => 0.022240527639095
817 => 0.021636911721277
818 => 0.021601246872686
819 => 0.021900415220558
820 => 0.02176235932177
821 => 0.021568476554013
822 => 0.02086625282278
823 => 0.020076720850586
824 => 0.020100551858006
825 => 0.020351687288596
826 => 0.021081897423264
827 => 0.020796591690885
828 => 0.020589599108539
829 => 0.02055083562004
830 => 0.021036041835469
831 => 0.021722710284146
901 => 0.022044879756925
902 => 0.021725619593833
903 => 0.021358870708662
904 => 0.021381193013952
905 => 0.021529693310475
906 => 0.021545298591958
907 => 0.021306582770106
908 => 0.021373779875672
909 => 0.021271701327686
910 => 0.020645245467118
911 => 0.020633914867113
912 => 0.020480172495965
913 => 0.020475517238067
914 => 0.020213963111912
915 => 0.020177369881624
916 => 0.019658038288941
917 => 0.019999863915926
918 => 0.019770585231995
919 => 0.019425008173938
920 => 0.019365430558873
921 => 0.019363639583822
922 => 0.019718469952831
923 => 0.019995717516472
924 => 0.019774573632865
925 => 0.019724223457262
926 => 0.020261831605903
927 => 0.020193416068581
928 => 0.020134168654493
929 => 0.021661226656012
930 => 0.020452441089988
1001 => 0.019925341588134
1002 => 0.019272955861108
1003 => 0.019485375943442
1004 => 0.01953013597589
1005 => 0.01796126590376
1006 => 0.017324775510887
1007 => 0.017106355993687
1008 => 0.01698065247354
1009 => 0.017037937146157
1010 => 0.016465021139694
1011 => 0.016850030171193
1012 => 0.016353933336981
1013 => 0.016270761088286
1014 => 0.017157843682463
1015 => 0.017281276043181
1016 => 0.016754675244928
1017 => 0.017092838206331
1018 => 0.01697021561571
1019 => 0.016362437493319
1020 => 0.016339224839557
1021 => 0.016034263142175
1022 => 0.015557057137994
1023 => 0.015338961188936
1024 => 0.015225374925071
1025 => 0.015272242831294
1026 => 0.015248544983726
1027 => 0.015093900498504
1028 => 0.015257409024599
1029 => 0.014839712306815
1030 => 0.014673382108182
1031 => 0.014598254616291
1101 => 0.014227524737531
1102 => 0.014817520838963
1103 => 0.01493375750352
1104 => 0.015050223190214
1105 => 0.01606397747838
1106 => 0.016013333178983
1107 => 0.016471132980757
1108 => 0.0164533437223
1109 => 0.016322771802969
1110 => 0.01577191035335
1111 => 0.015991473909007
1112 => 0.015315691412447
1113 => 0.015822033607613
1114 => 0.015590960175094
1115 => 0.015743907447639
1116 => 0.015468894460904
1117 => 0.015621098002771
1118 => 0.014961321528783
1119 => 0.014345231540678
1120 => 0.014593164136679
1121 => 0.014862695223064
1122 => 0.015447107293591
1123 => 0.01509903628568
1124 => 0.015224215782147
1125 => 0.014804885423778
1126 => 0.013939687118668
1127 => 0.013944584047115
1128 => 0.013811492137243
1129 => 0.013696481295377
1130 => 0.015139016428026
1201 => 0.014959614381175
1202 => 0.014673760699078
1203 => 0.015056387211939
1204 => 0.015157559735038
1205 => 0.015160439974539
1206 => 0.015439594401303
1207 => 0.015588579168907
1208 => 0.015614838379935
1209 => 0.016054093901978
1210 => 0.016201326559046
1211 => 0.016807757036365
1212 => 0.015575938852275
1213 => 0.015550570367394
1214 => 0.015061771551644
1215 => 0.014751767615091
1216 => 0.015082997786399
1217 => 0.015376422500751
1218 => 0.015070889075437
1219 => 0.01511078529062
1220 => 0.014700631630134
1221 => 0.014847242264234
1222 => 0.014973523092907
1223 => 0.014903798241758
1224 => 0.014799416764867
1225 => 0.015352365020345
1226 => 0.01532116551275
1227 => 0.015836083640477
1228 => 0.016237499143188
1229 => 0.016956907485652
1230 => 0.016206167376686
1231 => 0.016178807423194
]
'min_raw' => 0.013696481295377
'max_raw' => 0.03960055535901
'avg_raw' => 0.026648518327193
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.013696'
'max' => '$0.03960055'
'avg' => '$0.026648'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0024083635752063
'max_diff' => -0.013377087826291
'year' => 2030
]
5 => [
'items' => [
101 => 0.016446255357256
102 => 0.016201285614161
103 => 0.016356098035729
104 => 0.016931964811147
105 => 0.016944131968672
106 => 0.016740316403621
107 => 0.016727914207965
108 => 0.016767059216731
109 => 0.016996332755746
110 => 0.01691621753635
111 => 0.017008928896504
112 => 0.017124865872023
113 => 0.01760443035903
114 => 0.01772005173329
115 => 0.017439151736649
116 => 0.017464513861241
117 => 0.01735944955162
118 => 0.017257958744978
119 => 0.017486095256768
120 => 0.017903019216097
121 => 0.017900425553784
122 => 0.017997143808505
123 => 0.018057398479939
124 => 0.01779874132103
125 => 0.017630365021668
126 => 0.017694931208906
127 => 0.017798173948367
128 => 0.017661450979969
129 => 0.016817533482773
130 => 0.017073524141764
131 => 0.017030914778804
201 => 0.016970233864474
202 => 0.017227634451606
203 => 0.017202807537045
204 => 0.016459145057968
205 => 0.016506751917072
206 => 0.016462040188749
207 => 0.016606512930118
208 => 0.016193483612008
209 => 0.016320528648464
210 => 0.016400210104355
211 => 0.016447143094018
212 => 0.01661669723493
213 => 0.01659680201348
214 => 0.01661546052003
215 => 0.016866864550369
216 => 0.018138379864377
217 => 0.018207585637478
218 => 0.017866791099906
219 => 0.018002931795791
220 => 0.01774157143039
221 => 0.017917024394646
222 => 0.018037064856768
223 => 0.017494625090891
224 => 0.017462505328361
225 => 0.01720006623576
226 => 0.017341086138814
227 => 0.017116713333365
228 => 0.017171766571595
301 => 0.01701783291805
302 => 0.017294882846546
303 => 0.017604667715811
304 => 0.017682931607562
305 => 0.017477053003088
306 => 0.017327983325387
307 => 0.01706626607795
308 => 0.017501507693188
309 => 0.017628785605231
310 => 0.0175008391565
311 => 0.017471191168643
312 => 0.017415008285229
313 => 0.017483110632954
314 => 0.017628092422388
315 => 0.017559721687884
316 => 0.017604881762561
317 => 0.017432778126758
318 => 0.017798826947312
319 => 0.018380200568798
320 => 0.018382069780055
321 => 0.018313698677008
322 => 0.018285722694716
323 => 0.018355875595549
324 => 0.018393930666428
325 => 0.018620792283878
326 => 0.018864223837967
327 => 0.020000212683395
328 => 0.019681231561332
329 => 0.020689148445274
330 => 0.021486279838845
331 => 0.021725304689446
401 => 0.021505413073882
402 => 0.020753175735348
403 => 0.020716267382781
404 => 0.021840427552964
405 => 0.02152280081509
406 => 0.021485020125299
407 => 0.021083097417414
408 => 0.02132068351687
409 => 0.021268719951741
410 => 0.021186692922041
411 => 0.021639990649412
412 => 0.022488523528883
413 => 0.022356271722126
414 => 0.022257551883367
415 => 0.021824990286838
416 => 0.022085488984079
417 => 0.021992730387516
418 => 0.022391280184412
419 => 0.02215518811369
420 => 0.021520394480156
421 => 0.021621487458603
422 => 0.021606207458282
423 => 0.021920668782145
424 => 0.021826275298131
425 => 0.021587775615567
426 => 0.022485623335748
427 => 0.022427322098891
428 => 0.022509979923236
429 => 0.022546368453791
430 => 0.023092872539214
501 => 0.023316757776831
502 => 0.023367583645433
503 => 0.023580257305264
504 => 0.023362292131035
505 => 0.024234308234486
506 => 0.024814148059731
507 => 0.025487661855037
508 => 0.026471846533421
509 => 0.02684190907671
510 => 0.026775060590567
511 => 0.027521258181373
512 => 0.028862158665011
513 => 0.027046094916122
514 => 0.028958414453449
515 => 0.028352996166722
516 => 0.026917560299902
517 => 0.026825135152756
518 => 0.02779722898752
519 => 0.029953239552461
520 => 0.029413183359213
521 => 0.029954122890924
522 => 0.029323088193488
523 => 0.029291752001982
524 => 0.029923474944165
525 => 0.031399530032
526 => 0.030698311588867
527 => 0.02969294300482
528 => 0.030435291522013
529 => 0.029792200535309
530 => 0.02834313655243
531 => 0.02941277038842
601 => 0.028697536703712
602 => 0.028906279916823
603 => 0.030409594739099
604 => 0.030228711922405
605 => 0.030462791036505
606 => 0.030049647527036
607 => 0.02966370634244
608 => 0.028943318461024
609 => 0.02873004712403
610 => 0.028788987648876
611 => 0.028730017916033
612 => 0.028326967517087
613 => 0.028239928821809
614 => 0.028094860516427
615 => 0.028139823250249
616 => 0.027867052394901
617 => 0.028381827356277
618 => 0.02847737412529
619 => 0.02885198441351
620 => 0.028890877696355
621 => 0.029934162016806
622 => 0.029359538544783
623 => 0.029745045580419
624 => 0.029710562202619
625 => 0.026948670547758
626 => 0.027329234849422
627 => 0.027921273475153
628 => 0.027654560876751
629 => 0.027277491663746
630 => 0.026972988057072
701 => 0.026511633955869
702 => 0.027160980993792
703 => 0.028014803298301
704 => 0.028912532039019
705 => 0.029991094299475
706 => 0.02975037175879
707 => 0.028892369067792
708 => 0.028930858441739
709 => 0.029168784606468
710 => 0.028860648605272
711 => 0.028769773282991
712 => 0.029156299732672
713 => 0.0291589615279
714 => 0.028804413819045
715 => 0.028410398922198
716 => 0.028408747985394
717 => 0.028338636840232
718 => 0.02933556081046
719 => 0.029883768193703
720 => 0.029946619286711
721 => 0.029879537814372
722 => 0.029905354810707
723 => 0.029586365013323
724 => 0.030315481096656
725 => 0.03098459011683
726 => 0.030805254605994
727 => 0.030536405181206
728 => 0.03032225366482
729 => 0.030754807314567
730 => 0.030735546381446
731 => 0.030978746033257
801 => 0.030967713092262
802 => 0.030885934196559
803 => 0.030805257526576
804 => 0.031125131403781
805 => 0.031033012864163
806 => 0.03094075123901
807 => 0.030755706425216
808 => 0.03078085708868
809 => 0.030512054084536
810 => 0.03038769351523
811 => 0.0285176089356
812 => 0.028017861229146
813 => 0.028175092030899
814 => 0.028226856493332
815 => 0.02800936565104
816 => 0.028321191650074
817 => 0.02827259389843
818 => 0.028461659321343
819 => 0.028343539453373
820 => 0.028348387133957
821 => 0.028695752479845
822 => 0.028796594117554
823 => 0.028745305246723
824 => 0.028781226213773
825 => 0.029609009738152
826 => 0.029491325392012
827 => 0.029428807928662
828 => 0.029446125693262
829 => 0.029657642131619
830 => 0.02971685518599
831 => 0.029465965313794
901 => 0.029584286427899
902 => 0.030088082714572
903 => 0.030264382902508
904 => 0.030827048473507
905 => 0.030588018138363
906 => 0.03102676866351
907 => 0.032375338196733
908 => 0.033452668853786
909 => 0.032461911058988
910 => 0.034440291613433
911 => 0.035980744656903
912 => 0.035921619503336
913 => 0.035653005883886
914 => 0.033899241048958
915 => 0.032285400500696
916 => 0.033635446646607
917 => 0.033638888191872
918 => 0.033522918030642
919 => 0.032802637319248
920 => 0.033497853823184
921 => 0.033553037584611
922 => 0.033522149352759
923 => 0.032969911820121
924 => 0.032126747178339
925 => 0.032291499531092
926 => 0.032561367245759
927 => 0.032050451361592
928 => 0.031887182779115
929 => 0.032190730137058
930 => 0.033168822970952
1001 => 0.03298392018641
1002 => 0.032979091627455
1003 => 0.033770184150708
1004 => 0.033203932632511
1005 => 0.03229357758587
1006 => 0.032063700930486
1007 => 0.031247793667341
1008 => 0.031811343720157
1009 => 0.031831624883289
1010 => 0.031522974278704
1011 => 0.032318622881362
1012 => 0.032311290839417
1013 => 0.033066640770975
1014 => 0.034510586143636
1015 => 0.034083540444704
1016 => 0.033586932759285
1017 => 0.033640927784128
1018 => 0.034233119935572
1019 => 0.033875067042377
1020 => 0.034003825359204
1021 => 0.034232925044439
1022 => 0.034371146572766
1023 => 0.03362103983331
1024 => 0.03344615407059
1025 => 0.033088399176626
1026 => 0.032995067602602
1027 => 0.033286451498935
1028 => 0.033209682136996
1029 => 0.03182992033006
1030 => 0.031685727544313
1031 => 0.031690149731192
1101 => 0.031327570115438
1102 => 0.030774549172334
1103 => 0.032227855191646
1104 => 0.032111134379291
1105 => 0.031982283635924
1106 => 0.031998067116774
1107 => 0.032628898002646
1108 => 0.032262984231117
1109 => 0.033235825964815
1110 => 0.033035838950666
1111 => 0.032830723024224
1112 => 0.032802369755206
1113 => 0.032723417623194
1114 => 0.032452661385732
1115 => 0.032125706959069
1116 => 0.031909823326279
1117 => 0.029435125271613
1118 => 0.029894414835903
1119 => 0.030422785614057
1120 => 0.030605177089363
1121 => 0.030293183849746
1122 => 0.032464980780454
1123 => 0.03286178900765
1124 => 0.031659831004312
1125 => 0.03143499373751
1126 => 0.032479721074234
1127 => 0.031849622777466
1128 => 0.032133356001919
1129 => 0.031520079964428
1130 => 0.032766209525619
1201 => 0.032756716106201
1202 => 0.032271943561785
1203 => 0.032681669996746
1204 => 0.032610469945799
1205 => 0.032063162937096
1206 => 0.032783560134009
1207 => 0.032783917442031
1208 => 0.032317334407895
1209 => 0.031772467572183
1210 => 0.031675058251138
1211 => 0.031601673412832
1212 => 0.032115307830268
1213 => 0.032575830842849
1214 => 0.033432749995924
1215 => 0.033648199830904
1216 => 0.034489114880139
1217 => 0.03398839091173
1218 => 0.034210355361465
1219 => 0.03445132917044
1220 => 0.034566860875981
1221 => 0.034378608161575
1222 => 0.035684895367479
1223 => 0.035795186031264
1224 => 0.03583216553682
1225 => 0.035391692840731
1226 => 0.035782935688776
1227 => 0.035599886116777
1228 => 0.036076130250483
1229 => 0.036150811411638
1230 => 0.036087559124999
1231 => 0.036111264104312
]
'min_raw' => 0.016193483612008
'max_raw' => 0.036150811411638
'avg_raw' => 0.026172147511823
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.016193'
'max' => '$0.03615'
'avg' => '$0.026172'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0024970023166304
'max_diff' => -0.0034497439473715
'year' => 2031
]
6 => [
'items' => [
101 => 0.034996578418926
102 => 0.034938776085704
103 => 0.034150637170746
104 => 0.03447180960422
105 => 0.033871393134036
106 => 0.034061791381706
107 => 0.034145717115098
108 => 0.034101879074718
109 => 0.034489968211725
110 => 0.034160013163896
111 => 0.033289207543043
112 => 0.03241816467178
113 => 0.032407229438068
114 => 0.032177899225248
115 => 0.032012135485303
116 => 0.032044067462401
117 => 0.032156599914647
118 => 0.032005594894605
119 => 0.03203781947178
120 => 0.032572962164117
121 => 0.032680281214602
122 => 0.032315569148794
123 => 0.030851197576875
124 => 0.030491837120028
125 => 0.030750138289982
126 => 0.030626686967469
127 => 0.02471812669766
128 => 0.026106255290139
129 => 0.025281476416881
130 => 0.025661572467929
131 => 0.024819686813787
201 => 0.025221478774951
202 => 0.025147282470817
203 => 0.027379352169811
204 => 0.027344501471573
205 => 0.027361182656562
206 => 0.026564946234452
207 => 0.027833372475048
208 => 0.028458244852298
209 => 0.028342597605709
210 => 0.028371703526153
211 => 0.027871567380391
212 => 0.027366025067696
213 => 0.026805300840514
214 => 0.02784705714701
215 => 0.027731231629101
216 => 0.027996893694478
217 => 0.028672547125519
218 => 0.028772039659798
219 => 0.028905758634822
220 => 0.028857829901041
221 => 0.029999686787952
222 => 0.029861400384733
223 => 0.030194630828778
224 => 0.029509150523123
225 => 0.028733464490886
226 => 0.028880897046527
227 => 0.028866698105841
228 => 0.028685929294123
229 => 0.028522739293623
301 => 0.028251073921289
302 => 0.029110663358265
303 => 0.029075765596918
304 => 0.029640719788909
305 => 0.029540858647802
306 => 0.028873961507326
307 => 0.028897779869165
308 => 0.029057969799247
309 => 0.029612388976278
310 => 0.029776978335757
311 => 0.029700733986694
312 => 0.029881198705573
313 => 0.030023830661235
314 => 0.029899111083204
315 => 0.031664877297816
316 => 0.030931608056718
317 => 0.031288998382775
318 => 0.031374233869673
319 => 0.031155904962292
320 => 0.031203252684531
321 => 0.031274971582241
322 => 0.031710434685136
323 => 0.032853215869396
324 => 0.033359345876731
325 => 0.03488206297581
326 => 0.033317318825291
327 => 0.033224473382954
328 => 0.03349876071415
329 => 0.034392756847284
330 => 0.035117256744403
331 => 0.035357615157679
401 => 0.035389382489878
402 => 0.035840310851909
403 => 0.036098774579709
404 => 0.035785556288165
405 => 0.035520136581404
406 => 0.034569436136891
407 => 0.034679482302015
408 => 0.035437591252186
409 => 0.036508464796697
410 => 0.03742738570329
411 => 0.037105611629428
412 => 0.039560520675901
413 => 0.039803914880454
414 => 0.039770285671262
415 => 0.040324773891149
416 => 0.039224227694235
417 => 0.038753722872976
418 => 0.035577523334647
419 => 0.036469905849422
420 => 0.037767036242435
421 => 0.03759535617093
422 => 0.03665334540713
423 => 0.037426671103654
424 => 0.037170985444253
425 => 0.036969315556275
426 => 0.037893204408731
427 => 0.036877350664193
428 => 0.037756902324246
429 => 0.036628868222432
430 => 0.037107081466293
501 => 0.036835624500506
502 => 0.037011290425885
503 => 0.035984351015562
504 => 0.036538462593827
505 => 0.035961298152157
506 => 0.035961024501062
507 => 0.035948283564023
508 => 0.03662731497011
509 => 0.036649458159884
510 => 0.036147652924827
511 => 0.036075334950784
512 => 0.036342732404205
513 => 0.036029680017753
514 => 0.036176155259045
515 => 0.036034116603595
516 => 0.036002140710461
517 => 0.035747351353722
518 => 0.035637581093259
519 => 0.035680624840818
520 => 0.035533694339828
521 => 0.035445163398273
522 => 0.035930672531456
523 => 0.035671284586979
524 => 0.035890917608818
525 => 0.035640618060535
526 => 0.034772970775864
527 => 0.034273977647246
528 => 0.032635072357448
529 => 0.033099863864579
530 => 0.033408021114669
531 => 0.033306175145353
601 => 0.033524979696602
602 => 0.033538412518992
603 => 0.033467276928932
604 => 0.033384911028677
605 => 0.033344819863552
606 => 0.033643626562314
607 => 0.033817093908317
608 => 0.033438948817327
609 => 0.033350354713321
610 => 0.033732680278273
611 => 0.033965898652032
612 => 0.035687852089783
613 => 0.035560284217278
614 => 0.035880454543335
615 => 0.035844408278035
616 => 0.036179997786875
617 => 0.036728544803121
618 => 0.035613195342936
619 => 0.035806781443341
620 => 0.035759318602078
621 => 0.036277505457568
622 => 0.036279123180369
623 => 0.035968444275149
624 => 0.036136868349858
625 => 0.036042858651829
626 => 0.036212746882341
627 => 0.035558580470567
628 => 0.036355284547207
629 => 0.036806964420186
630 => 0.036813235995661
701 => 0.037027328670699
702 => 0.03724485922795
703 => 0.037662390189675
704 => 0.037233214516043
705 => 0.03646116925859
706 => 0.036516908432487
707 => 0.036064258580522
708 => 0.036071867706311
709 => 0.03603124959651
710 => 0.036153147601613
711 => 0.035585330227767
712 => 0.035718595830472
713 => 0.035532023206283
714 => 0.035806375870893
715 => 0.035511217755893
716 => 0.035759295714059
717 => 0.035866357936889
718 => 0.036261419844015
719 => 0.035452866790995
720 => 0.033804172381658
721 => 0.034150747934989
722 => 0.033638135468691
723 => 0.0336855797041
724 => 0.033781424610321
725 => 0.033470759910758
726 => 0.033530024945265
727 => 0.033527907581191
728 => 0.033509661281492
729 => 0.033428845394696
730 => 0.033311646369905
731 => 0.033778531212713
801 => 0.033857864045354
802 => 0.034034211105057
803 => 0.034558900337379
804 => 0.034506471510046
805 => 0.034591985102677
806 => 0.034405309410101
807 => 0.03369423905408
808 => 0.033732853595475
809 => 0.033251329645528
810 => 0.034021897455043
811 => 0.033839416826752
812 => 0.033721770378585
813 => 0.033689669455217
814 => 0.034215659290659
815 => 0.034373043693304
816 => 0.03427497229525
817 => 0.034073824996642
818 => 0.034460087273831
819 => 0.034563434764109
820 => 0.034586570455874
821 => 0.035270953152607
822 => 0.034624819846078
823 => 0.034780350554972
824 => 0.035993756747566
825 => 0.034893364769492
826 => 0.035476266941947
827 => 0.035447736913882
828 => 0.035745929940976
829 => 0.035423276382058
830 => 0.035427276059618
831 => 0.035692051266332
901 => 0.035320222240962
902 => 0.035228152145237
903 => 0.035100957967412
904 => 0.035378681801388
905 => 0.035545164679488
906 => 0.036886894408774
907 => 0.037753713004202
908 => 0.037716082122903
909 => 0.038059957935918
910 => 0.037905038732613
911 => 0.037404763759522
912 => 0.038258672136555
913 => 0.037988459797018
914 => 0.038010735773981
915 => 0.038009906661006
916 => 0.038189574244426
917 => 0.038062263295281
918 => 0.037811320346315
919 => 0.037977907986856
920 => 0.038472613723089
921 => 0.040008195507783
922 => 0.040867527418251
923 => 0.039956462647764
924 => 0.040584902926802
925 => 0.040208062695547
926 => 0.040139579615502
927 => 0.04053428655211
928 => 0.040929684370959
929 => 0.04090449923925
930 => 0.040617460726668
1001 => 0.040455319954243
1002 => 0.04168310420419
1003 => 0.042587714724792
1004 => 0.042526026351872
1005 => 0.042798298767804
1006 => 0.043597699002048
1007 => 0.043670786141057
1008 => 0.043661578841431
1009 => 0.043480424741542
1010 => 0.044267538087393
1011 => 0.044924161888444
1012 => 0.043438492801463
1013 => 0.044004216140949
1014 => 0.044258187574512
1015 => 0.044631092988911
1016 => 0.045260246929206
1017 => 0.045943674983208
1018 => 0.046040319203451
1019 => 0.045971745504337
1020 => 0.045521006331191
1021 => 0.046268821462872
1022 => 0.046706874028588
1023 => 0.046967724306817
1024 => 0.047629197211059
1025 => 0.044259756015623
1026 => 0.0418746980654
1027 => 0.041502236825819
1028 => 0.042259651402823
1029 => 0.042459375586511
1030 => 0.042378867018499
1031 => 0.039694267455541
1101 => 0.04148810296471
1102 => 0.043418119142603
1103 => 0.043492258924234
1104 => 0.044458465377622
1105 => 0.044773101804986
1106 => 0.045551024643538
1107 => 0.045502365358181
1108 => 0.045691777189913
1109 => 0.045648234689954
1110 => 0.047089172937392
1111 => 0.048678741805717
1112 => 0.048623700090326
1113 => 0.048395180758579
1114 => 0.04873457093456
1115 => 0.050375176355223
1116 => 0.050224135698255
1117 => 0.050370858830887
1118 => 0.052305225082319
1119 => 0.054820176369571
1120 => 0.053651728999662
1121 => 0.056186923580692
1122 => 0.05778269418456
1123 => 0.060542414438191
1124 => 0.060196883870527
1125 => 0.061271222713503
1126 => 0.059578312040004
1127 => 0.055691046939956
1128 => 0.05507587235802
1129 => 0.056307467449757
1130 => 0.0593352238055
1201 => 0.056212112627245
1202 => 0.056843913951057
1203 => 0.056661955127296
1204 => 0.056652259314852
1205 => 0.057022309040084
1206 => 0.05648553261314
1207 => 0.054298608885534
1208 => 0.055300863142273
1209 => 0.054913844641544
1210 => 0.055343270522244
1211 => 0.057660704891677
1212 => 0.056636111916215
1213 => 0.055556786447741
1214 => 0.056910500106703
1215 => 0.058634242781044
1216 => 0.058526374062347
1217 => 0.058317063662449
1218 => 0.05949693542754
1219 => 0.061445737913481
1220 => 0.061972491394508
1221 => 0.062361330045201
1222 => 0.062414944325649
1223 => 0.062967204735351
1224 => 0.059997561324841
1225 => 0.064710461683171
1226 => 0.06552424938381
1227 => 0.065371291024134
1228 => 0.066275781803973
1229 => 0.066009657671828
1230 => 0.065624085557947
1231 => 0.067057895834697
]
'min_raw' => 0.02471812669766
'max_raw' => 0.067057895834697
'avg_raw' => 0.045888011266179
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.024718'
'max' => '$0.067057'
'avg' => '$0.045888'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0085246430856527
'max_diff' => 0.030907084423059
'year' => 2032
]
7 => [
'items' => [
101 => 0.065414148054926
102 => 0.063081055023632
103 => 0.061801074043317
104 => 0.063486656251317
105 => 0.06451598248703
106 => 0.065196301651392
107 => 0.065402165819468
108 => 0.060228086289308
109 => 0.057439544390159
110 => 0.059226967776816
111 => 0.06140774766991
112 => 0.059985446982425
113 => 0.060041198476603
114 => 0.058013371470295
115 => 0.061587165364097
116 => 0.061066493654107
117 => 0.063767739406583
118 => 0.063123065428903
119 => 0.065325826478292
120 => 0.064745765671426
121 => 0.067153565649962
122 => 0.068114102249983
123 => 0.069726992697001
124 => 0.070913441475473
125 => 0.07161014689134
126 => 0.071568319311448
127 => 0.074329013266374
128 => 0.072701128492454
129 => 0.070656121553428
130 => 0.070619133829816
131 => 0.071678271901509
201 => 0.07389793473944
202 => 0.074473461018535
203 => 0.07479510169381
204 => 0.074302497803234
205 => 0.072535545552697
206 => 0.071772584529566
207 => 0.072422649426382
208 => 0.07162767591829
209 => 0.073000023223428
210 => 0.074884549190951
211 => 0.074495402030881
212 => 0.075796262642792
213 => 0.077142516521593
214 => 0.079067720032324
215 => 0.079571039520108
216 => 0.08040300749389
217 => 0.081259375826154
218 => 0.081534418254704
219 => 0.082059559591458
220 => 0.082056791837396
221 => 0.083639340601795
222 => 0.085384940896382
223 => 0.086043864596848
224 => 0.087559023312807
225 => 0.084964367109222
226 => 0.086932443644903
227 => 0.088707697944239
228 => 0.086591166583427
301 => 0.089508311975747
302 => 0.089621578120937
303 => 0.091331762437548
304 => 0.089598163000991
305 => 0.08856875718941
306 => 0.091540613196113
307 => 0.092978600705171
308 => 0.092545467164712
309 => 0.089249299535383
310 => 0.087330788595833
311 => 0.082309675413908
312 => 0.088257400873845
313 => 0.091154364447851
314 => 0.089241797099581
315 => 0.090206384822649
316 => 0.095468862671091
317 => 0.09747247351557
318 => 0.097055736466215
319 => 0.09712615816748
320 => 0.098207270211052
321 => 0.10300151639152
322 => 0.10012869295043
323 => 0.10232485882851
324 => 0.10348969729137
325 => 0.10457166417284
326 => 0.10191469547111
327 => 0.098458018228778
328 => 0.097363143444693
329 => 0.089051629969378
330 => 0.088618979597914
331 => 0.088376119833764
401 => 0.086844923373991
402 => 0.085641822386617
403 => 0.084685071813182
404 => 0.082174272598583
405 => 0.083021593628226
406 => 0.079019903724678
407 => 0.081580043113786
408 => 0.07519324940354
409 => 0.080512360990033
410 => 0.077617410383832
411 => 0.079561291856449
412 => 0.079554509837115
413 => 0.075975207737846
414 => 0.073910740985116
415 => 0.075226299550203
416 => 0.076636682761146
417 => 0.076865512692023
418 => 0.078694111339778
419 => 0.07920443391677
420 => 0.077658132683801
421 => 0.075060897299901
422 => 0.075664175842949
423 => 0.073898515564696
424 => 0.0708042638422
425 => 0.073026609449749
426 => 0.073785415949805
427 => 0.074120548128482
428 => 0.071077706936619
429 => 0.070121580170839
430 => 0.069612546303419
501 => 0.074668104712394
502 => 0.074945059614316
503 => 0.073528119178609
504 => 0.079932824307811
505 => 0.078483242283204
506 => 0.080102780560909
507 => 0.075609434638434
508 => 0.075781086503765
509 => 0.073653864535002
510 => 0.074844966696486
511 => 0.074003134079764
512 => 0.074748737412539
513 => 0.075195648975967
514 => 0.077322521888536
515 => 0.080536646462251
516 => 0.077004838000359
517 => 0.075465978477084
518 => 0.07642067827045
519 => 0.078963169629049
520 => 0.082815174185065
521 => 0.080534709959087
522 => 0.081546741257783
523 => 0.081767825074409
524 => 0.080086295181547
525 => 0.082877174590724
526 => 0.084372829539166
527 => 0.085907062034085
528 => 0.087239193121204
529 => 0.085294255837119
530 => 0.087375617526898
531 => 0.085698407414733
601 => 0.084193776557327
602 => 0.084196058461253
603 => 0.083252181545253
604 => 0.081423301084358
605 => 0.081086027467308
606 => 0.082840567416162
607 => 0.084247542299591
608 => 0.084363427489946
609 => 0.085142401078392
610 => 0.085603389623968
611 => 0.090121704054155
612 => 0.091939007495433
613 => 0.094161171743634
614 => 0.095026829952624
615 => 0.097632150806037
616 => 0.095528142623092
617 => 0.095072927217879
618 => 0.088753271021455
619 => 0.089788114369586
620 => 0.091444998417474
621 => 0.088780592429136
622 => 0.090470544767017
623 => 0.090804177156599
624 => 0.0886900569332
625 => 0.08981929989026
626 => 0.086820365393512
627 => 0.080602015039138
628 => 0.082884097392278
629 => 0.084564478144804
630 => 0.082166367621497
701 => 0.086464887914831
702 => 0.083953781098935
703 => 0.083157880792681
704 => 0.080052789939036
705 => 0.081518273296049
706 => 0.083500360520109
707 => 0.082275661058012
708 => 0.084817096331413
709 => 0.088416446454579
710 => 0.090981557697352
711 => 0.091178475087459
712 => 0.089529280407462
713 => 0.092172125407177
714 => 0.092191375647741
715 => 0.089210235691723
716 => 0.087384304067719
717 => 0.086969448560952
718 => 0.088005838954069
719 => 0.089264208219533
720 => 0.091248305823888
721 => 0.092447254452168
722 => 0.095573476601507
723 => 0.096419342679305
724 => 0.097348693048234
725 => 0.098590591742162
726 => 0.10008180954051
727 => 0.096819109892798
728 => 0.096948743032235
729 => 0.093910562295434
730 => 0.090663830458972
731 => 0.09312769521201
801 => 0.096348870622414
802 => 0.095609929424185
803 => 0.095526783444185
804 => 0.095666611919773
805 => 0.095109474387871
806 => 0.092589561979561
807 => 0.091324077743594
808 => 0.092956875267452
809 => 0.093824634483926
810 => 0.09517045335212
811 => 0.095004552769825
812 => 0.098471237643898
813 => 0.099818286558854
814 => 0.099473653802935
815 => 0.099537074524075
816 => 0.10197584224116
817 => 0.10468825351339
818 => 0.10722878460403
819 => 0.10981312194778
820 => 0.10669760241149
821 => 0.10511573372949
822 => 0.10674781842503
823 => 0.10588181131232
824 => 0.11085814505633
825 => 0.11120269560777
826 => 0.11617866950621
827 => 0.12090146126379
828 => 0.11793516037846
829 => 0.1207322485082
830 => 0.12375752737045
831 => 0.12959378112954
901 => 0.12762833618536
902 => 0.12612283616057
903 => 0.12470014591166
904 => 0.12766053847392
905 => 0.13146903621184
906 => 0.13228935014725
907 => 0.13361857210665
908 => 0.13222105774586
909 => 0.13390420986227
910 => 0.13984647644772
911 => 0.13824082356249
912 => 0.13596053834389
913 => 0.14065138711175
914 => 0.14234898704562
915 => 0.15426363242154
916 => 0.16930636437809
917 => 0.16307857457217
918 => 0.15921278447012
919 => 0.16012133684187
920 => 0.16561443332379
921 => 0.16737864157162
922 => 0.16258291539498
923 => 0.16427684695536
924 => 0.17361057639676
925 => 0.17861782278017
926 => 0.17181730962858
927 => 0.15305496355561
928 => 0.1357552236091
929 => 0.14034389366036
930 => 0.13982368087955
1001 => 0.14985160875787
1002 => 0.1382025292722
1003 => 0.13839866989501
1004 => 0.14863396470209
1005 => 0.14590336352494
1006 => 0.14148013932693
1007 => 0.13578751804078
1008 => 0.12526418108959
1009 => 0.11594336808696
1010 => 0.13422362884015
1011 => 0.13343535075597
1012 => 0.13229380727382
1013 => 0.13483418876545
1014 => 0.1471695601889
1015 => 0.14688518995189
1016 => 0.14507617159099
1017 => 0.14644829607378
1018 => 0.14123959927097
1019 => 0.14258199903688
1020 => 0.1357524832419
1021 => 0.138839709607
1022 => 0.14147064907437
1023 => 0.14199884912417
1024 => 0.14318891080693
1025 => 0.13301996402525
1026 => 0.13758552258563
1027 => 0.14026736050487
1028 => 0.12815071921965
1029 => 0.14002785346463
1030 => 0.13284294528564
1031 => 0.130404279536
1101 => 0.13368762169811
1102 => 0.13240810006438
1103 => 0.13130804249973
1104 => 0.13069419147727
1105 => 0.13310511559187
1106 => 0.13299264310025
1107 => 0.12904790330854
1108 => 0.12390215105843
1109 => 0.12562923441713
1110 => 0.12500176884142
1111 => 0.12272775265038
1112 => 0.12426016499738
1113 => 0.11751219655734
1114 => 0.10590266758515
1115 => 0.11357227803367
1116 => 0.11327700637433
1117 => 0.11312811701419
1118 => 0.11889161729379
1119 => 0.11833758972848
1120 => 0.1173320242724
1121 => 0.12270928465221
1122 => 0.12074651227922
1123 => 0.12679531424544
1124 => 0.13077944643237
1125 => 0.12976894163659
1126 => 0.13351603721538
1127 => 0.12566902292949
1128 => 0.1282754863077
1129 => 0.12881267479754
1130 => 0.12264293009381
1201 => 0.11842823548994
1202 => 0.1181471634109
1203 => 0.11083946378849
1204 => 0.11474317794109
1205 => 0.11817828484871
1206 => 0.11653313521503
1207 => 0.11601232998845
1208 => 0.11867301094216
1209 => 0.11887976863946
1210 => 0.11416567122994
1211 => 0.11514588135743
1212 => 0.11923352053543
1213 => 0.11504288333794
1214 => 0.10690115979992
1215 => 0.10488189979436
1216 => 0.10461249328727
1217 => 0.099136100002648
1218 => 0.1050168364034
1219 => 0.10244973737053
1220 => 0.11055917245678
1221 => 0.10592710662729
1222 => 0.10572742752737
1223 => 0.10542558328129
1224 => 0.10071182535426
1225 => 0.10174383876534
1226 => 0.10517440852383
1227 => 0.1063984744618
1228 => 0.10627079435599
1229 => 0.10515759686047
1230 => 0.10566721297343
1231 => 0.10402556191158
]
'min_raw' => 0.057439544390159
'max_raw' => 0.17861782278017
'avg_raw' => 0.11802868358517
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.057439'
'max' => '$0.178617'
'avg' => '$0.118028'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.032721417692499
'max_diff' => 0.11155992694547
'year' => 2033
]
8 => [
'items' => [
101 => 0.10344586075363
102 => 0.10161616443977
103 => 0.098927016324905
104 => 0.099300958863781
105 => 0.093973052794354
106 => 0.091070126794353
107 => 0.090266635137502
108 => 0.089192172513734
109 => 0.090387998549893
110 => 0.093957959505875
111 => 0.089651829183493
112 => 0.082269270785691
113 => 0.082712975124667
114 => 0.083709847037343
115 => 0.081852182823038
116 => 0.080094059546137
117 => 0.081622605094352
118 => 0.078494517778655
119 => 0.084087861444832
120 => 0.083936577173826
121 => 0.086021429802524
122 => 0.087325130936732
123 => 0.084320521900637
124 => 0.083564870853386
125 => 0.083995324032326
126 => 0.076880891830761
127 => 0.085440028909813
128 => 0.085514048682699
129 => 0.084880246448545
130 => 0.08943772270943
131 => 0.099055419132391
201 => 0.095436854867131
202 => 0.094035637411939
203 => 0.091371922005334
204 => 0.094921164628864
205 => 0.094648638172187
206 => 0.093416170182503
207 => 0.092670769696809
208 => 0.094044192946928
209 => 0.092500587357117
210 => 0.092223313377742
211 => 0.090543334739794
212 => 0.089943658800205
213 => 0.08949968260832
214 => 0.089010908445254
215 => 0.090089022454044
216 => 0.087645874272415
217 => 0.08469967707014
218 => 0.084454732651066
219 => 0.085131045727863
220 => 0.084831827536967
221 => 0.084453300109486
222 => 0.083730588164614
223 => 0.083516174968867
224 => 0.084212913836548
225 => 0.083426336277336
226 => 0.08458697431305
227 => 0.084271344988368
228 => 0.082508265238078
301 => 0.080310815093489
302 => 0.080291253177894
303 => 0.079817816148783
304 => 0.079214822910476
305 => 0.079047083986196
306 => 0.081493875251742
307 => 0.086558659945121
308 => 0.085564321519784
309 => 0.08628283293599
310 => 0.089817197966838
311 => 0.09094066632808
312 => 0.090143255096077
313 => 0.089051709419529
314 => 0.089099731889609
315 => 0.092829873899722
316 => 0.093062518281408
317 => 0.093650335580005
318 => 0.094405846925851
319 => 0.090271921945198
320 => 0.088905024394778
321 => 0.0882573125028
322 => 0.086262610571555
323 => 0.088413725591583
324 => 0.087160362989342
325 => 0.087329484425348
326 => 0.087219343868284
327 => 0.087279488060113
328 => 0.084086297991284
329 => 0.085249728623236
330 => 0.083315299546534
331 => 0.080725316162684
401 => 0.080716633630216
402 => 0.081350528394186
403 => 0.080973462984272
404 => 0.079958789661431
405 => 0.080102919217818
406 => 0.078840192643625
407 => 0.080256237086327
408 => 0.080296844174093
409 => 0.079751589931191
410 => 0.08193320177165
411 => 0.082827009922712
412 => 0.082468111899556
413 => 0.082801828680659
414 => 0.085605640770526
415 => 0.086062784480072
416 => 0.086265817518634
417 => 0.085993780143684
418 => 0.082853077218631
419 => 0.082992380748657
420 => 0.08197026387467
421 => 0.081106682824173
422 => 0.081141221537307
423 => 0.081585214454941
424 => 0.083524157566088
425 => 0.087604549036557
426 => 0.087759396910134
427 => 0.08794707705014
428 => 0.087183687600253
429 => 0.086953442037514
430 => 0.087257195366189
501 => 0.088789575865706
502 => 0.092731274547711
503 => 0.091338014976288
504 => 0.090205273257343
505 => 0.091198993129832
506 => 0.091046017744496
507 => 0.089754751543274
508 => 0.089718510001702
509 => 0.087240157318781
510 => 0.086323966761265
511 => 0.08555832935573
512 => 0.084722273296357
513 => 0.084226631239507
514 => 0.084988162704114
515 => 0.085162333960245
516 => 0.08349723210359
517 => 0.083270284873291
518 => 0.084630042993155
519 => 0.084031664141495
520 => 0.084647111629509
521 => 0.084789900725939
522 => 0.084766908392702
523 => 0.084142132148195
524 => 0.084540345895348
525 => 0.0835984516701
526 => 0.082574283168082
527 => 0.081920927471746
528 => 0.081350787971636
529 => 0.081667134502999
530 => 0.080539416881284
531 => 0.080178637317626
601 => 0.084405440037906
602 => 0.087527824653163
603 => 0.087482423944257
604 => 0.087206058804907
605 => 0.086795436266454
606 => 0.088759536269409
607 => 0.088075283101799
608 => 0.0885731344525
609 => 0.088699858516009
610 => 0.089083414089405
611 => 0.089220502239178
612 => 0.088806126636721
613 => 0.087415431503158
614 => 0.083949951453643
615 => 0.08233676113571
616 => 0.081804381460982
617 => 0.081823732451025
618 => 0.081289945759004
619 => 0.081447169862446
620 => 0.0812352696321
621 => 0.080833981859995
622 => 0.081642356113871
623 => 0.081735513716103
624 => 0.081546829505896
625 => 0.081591271467868
626 => 0.080029046795428
627 => 0.0801478193443
628 => 0.079486478699296
629 => 0.079362485300938
630 => 0.077690673739883
701 => 0.074728817226515
702 => 0.07636997324929
703 => 0.074387687555236
704 => 0.073636965926369
705 => 0.077190765356261
706 => 0.076834062460553
707 => 0.076223542158121
708 => 0.075320455387245
709 => 0.074985491719264
710 => 0.07295035850922
711 => 0.072830111982157
712 => 0.073838778954274
713 => 0.073373313852754
714 => 0.0727196245648
715 => 0.070352028227252
716 => 0.067690066059639
717 => 0.067770413964982
718 => 0.068617134602932
719 => 0.071079089053609
720 => 0.070117160857485
721 => 0.069419270914343
722 => 0.069288577106487
723 => 0.070924483737823
724 => 0.073239634354199
725 => 0.074325851224826
726 => 0.073249443294931
727 => 0.072012923822986
728 => 0.072088185033764
729 => 0.072588864151452
730 => 0.072641478447499
731 => 0.071836631387519
801 => 0.072063191120485
802 => 0.071719026169053
803 => 0.069606886497397
804 => 0.069568684588404
805 => 0.069050331450127
806 => 0.069034635923106
807 => 0.068152787925646
808 => 0.068029411294874
809 => 0.06627844857157
810 => 0.067430937538452
811 => 0.066657908447854
812 => 0.065492771269194
813 => 0.065291901180427
814 => 0.065285862783001
815 => 0.066482198145578
816 => 0.0674169576632
817 => 0.066671355619847
818 => 0.066501596487464
819 => 0.068314179895208
820 => 0.068083512134508
821 => 0.06788375534139
822 => 0.073032338009296
823 => 0.068956833078733
824 => 0.067179680307318
825 => 0.064980116280535
826 => 0.06569630541882
827 => 0.065847216993264
828 => 0.060557662010066
829 => 0.058411690212154
830 => 0.057675273560352
831 => 0.057251455365837
901 => 0.057444594639051
902 => 0.055512968323544
903 => 0.056811053153716
904 => 0.055138428040795
905 => 0.05485800699742
906 => 0.057848867897814
907 => 0.058265028719748
908 => 0.056489557362345
909 => 0.057629697396501
910 => 0.057216266770984
911 => 0.05516710039763
912 => 0.055088837314816
913 => 0.054060637660348
914 => 0.052451704299791
915 => 0.05171637858057
916 => 0.05133341456161
917 => 0.051491432979653
918 => 0.051411534032047
919 => 0.050890139353188
920 => 0.051441419764717
921 => 0.050033126118054
922 => 0.049472332240559
923 => 0.049219034656414
924 => 0.047969092986643
925 => 0.049958306034833
926 => 0.050350206064772
927 => 0.050742878258834
928 => 0.054160821619451
929 => 0.053990070828162
930 => 0.055533574822405
1001 => 0.05547359709551
1002 => 0.055033364753246
1003 => 0.053176096915935
1004 => 0.053916370773271
1005 => 0.051637922904491
1006 => 0.053345090967177
1007 => 0.05256601075641
1008 => 0.053081683164232
1009 => 0.052154457678661
1010 => 0.052667622546578
1011 => 0.050443140100403
1012 => 0.048365949691477
1013 => 0.049201871748997
1014 => 0.050110614624804
1015 => 0.052081000722932
1016 => 0.050907455018219
1017 => 0.05132950643031
1018 => 0.049915704850359
1019 => 0.046998628358464
1020 => 0.047015138694615
1021 => 0.046566410028303
1022 => 0.046178642945151
1023 => 0.051042250859462
1024 => 0.050437384333054
1025 => 0.049473608686197
1026 => 0.050763660688437
1027 => 0.051104770913708
1028 => 0.051114481842277
1029 => 0.052055670482049
1030 => 0.052557983027813
1031 => 0.052646517791151
1101 => 0.05412749845156
1102 => 0.054623903634322
1103 => 0.056668526328226
1104 => 0.052515365317768
1105 => 0.052429833699821
1106 => 0.050781814365675
1107 => 0.049736614449805
1108 => 0.050853380098122
1109 => 0.051842682008818
1110 => 0.050812554733709
1111 => 0.050947067608664
1112 => 0.049564205906321
1113 => 0.050058513895218
1114 => 0.050484278525733
1115 => 0.050249196322051
1116 => 0.049897266885031
1117 => 0.051761570533991
1118 => 0.051656379215852
1119 => 0.053392461633919
1120 => 0.054745862027247
1121 => 0.05717139748135
1122 => 0.054640224788971
1123 => 0.05454797879556
1124 => 0.055449698177871
1125 => 0.054623765585782
1126 => 0.055145726473758
1127 => 0.057087301512813
1128 => 0.057128323933895
1129 => 0.056441145526378
1130 => 0.056399330657829
1201 => 0.056531310787901
1202 => 0.057304322532055
1203 => 0.057034208476396
1204 => 0.057346791300056
1205 => 0.057737680907481
1206 => 0.059354566057549
1207 => 0.059744391593291
1208 => 0.058797317642804
1209 => 0.058882827816595
1210 => 0.058528596161352
1211 => 0.058186412820896
1212 => 0.058955590998377
1213 => 0.060361279235957
1214 => 0.060352534522387
1215 => 0.06067862687083
1216 => 0.060881779702416
1217 => 0.060009699032289
1218 => 0.059442006583331
1219 => 0.05965969599147
1220 => 0.060007786095744
1221 => 0.059546815062096
1222 => 0.056701488299863
1223 => 0.057564578679347
1224 => 0.057420918237237
1225 => 0.057216328297967
1226 => 0.058084172348619
1227 => 0.058000466672814
1228 => 0.055493156703752
1229 => 0.055653666553024
1230 => 0.055502917839311
1231 => 0.055990017773602
]
'min_raw' => 0.046178642945151
'max_raw' => 0.10344586075363
'avg_raw' => 0.07481225184939
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.046178'
'max' => '$0.103445'
'avg' => '$0.074812'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.011260901445008
'max_diff' => -0.075171962026543
'year' => 2034
]
9 => [
'items' => [
101 => 0.054597460590805
102 => 0.055025801801218
103 => 0.055294453392939
104 => 0.055452691244341
105 => 0.056024354868318
106 => 0.055957276740161
107 => 0.05602018519769
108 => 0.056867811438446
109 => 0.06115481409399
110 => 0.061388146189793
111 => 0.060239133612854
112 => 0.06069814147407
113 => 0.05981694675452
114 => 0.060408498673246
115 => 0.060813223472248
116 => 0.058984349929659
117 => 0.058876055907758
118 => 0.057991224184141
119 => 0.058466682632982
120 => 0.057710194054204
121 => 0.057895809890589
122 => 0.057376811830359
123 => 0.05831090500729
124 => 0.059355366322505
125 => 0.059619238497755
126 => 0.058925104408786
127 => 0.058422505582706
128 => 0.057540107610456
129 => 0.059007555103829
130 => 0.059436681470544
131 => 0.05900530108571
201 => 0.058905340824696
202 => 0.058715916310699
203 => 0.058945528130808
204 => 0.059434344356191
205 => 0.059203827651319
206 => 0.059356087996068
207 => 0.058775828572068
208 => 0.060009987727278
209 => 0.061970129482327
210 => 0.061976431658584
211 => 0.061745913711141
212 => 0.061651590733626
213 => 0.061888116136701
214 => 0.06201642146509
215 => 0.062781301247295
216 => 0.063602047727757
217 => 0.067432113432325
218 => 0.066356646308738
219 => 0.069754908453459
220 => 0.072442492600821
221 => 0.073248381572803
222 => 0.072507001638586
223 => 0.069970780932184
224 => 0.069846341844648
225 => 0.073636526344775
226 => 0.072565625622041
227 => 0.07243824538865
228 => 0.071083134917668
301 => 0.071884173039715
302 => 0.071708974251903
303 => 0.071432414394324
304 => 0.072960739330391
305 => 0.075821627176201
306 => 0.075375730976196
307 => 0.075042890147421
308 => 0.073584478524238
309 => 0.074462768069423
310 => 0.07415002598491
311 => 0.075493764451006
312 => 0.074697763551142
313 => 0.072557512495807
314 => 0.072898354530729
315 => 0.072846836942829
316 => 0.073907065251224
317 => 0.073588811029529
318 => 0.072784692698245
319 => 0.075811848972563
320 => 0.075615282282036
321 => 0.075893968907801
322 => 0.076016655379133
323 => 0.077859232058833
324 => 0.078614076768629
325 => 0.078785439733169
326 => 0.07950248382569
327 => 0.078767599022935
328 => 0.08170766219794
329 => 0.083662632651875
330 => 0.085933431435981
331 => 0.089251678792733
401 => 0.090499370494376
402 => 0.090273986156129
403 => 0.092789843431385
404 => 0.097310783030653
405 => 0.091187797307751
406 => 0.097635316141738
407 => 0.095594106119082
408 => 0.090754433875166
409 => 0.090442816038646
410 => 0.093720298271976
411 => 0.10098943841953
412 => 0.09916860125847
413 => 0.10099241665683
414 => 0.098864839116986
415 => 0.098759186959501
416 => 0.10088908496456
417 => 0.10586570774807
418 => 0.10350150080954
419 => 0.10011183043583
420 => 0.10261471029066
421 => 0.10044648412981
422 => 0.095560863741121
423 => 0.099167208898609
424 => 0.096755748594593
425 => 0.097459540911586
426 => 0.10252807179298
427 => 0.10191821274766
428 => 0.10270742682373
429 => 0.1013144846368
430 => 0.10001325698738
501 => 0.097584418949307
502 => 0.096865359746502
503 => 0.097064081841117
504 => 0.096865261269701
505 => 0.095506348709574
506 => 0.095212891671597
507 => 0.094723783751656
508 => 0.094875378747934
509 => 0.093955712764875
510 => 0.095691312487595
511 => 0.096013455090185
512 => 0.097276479831375
513 => 0.097407611249929
514 => 0.10092511717611
515 => 0.098987734021257
516 => 0.10028749790715
517 => 0.10017123479134
518 => 0.090859324247862
519 => 0.092142423361071
520 => 0.094138522922542
521 => 0.093239282775748
522 => 0.09196796759797
523 => 0.090941312428307
524 => 0.089385824865386
525 => 0.091575143739704
526 => 0.094453865251326
527 => 0.097480620378078
528 => 0.10111706834202
529 => 0.10030545548939
530 => 0.097412639512853
531 => 0.097542409124357
601 => 0.098344593800214
602 => 0.097305691758815
603 => 0.09699929926503
604 => 0.098302500176545
605 => 0.098311474604996
606 => 0.097116092250861
607 => 0.095787643516901
608 => 0.0957820772682
609 => 0.095545692647284
610 => 0.098906891415915
611 => 0.10075521088314
612 => 0.10096711773134
613 => 0.10074094786387
614 => 0.1008279916695
615 => 0.09975249529646
616 => 0.10221076107668
617 => 0.10446670885389
618 => 0.1038620666583
619 => 0.10295562205216
620 => 0.10223359526309
621 => 0.10369198009314
622 => 0.10362704051237
623 => 0.10444700511811
624 => 0.10440980678724
625 => 0.10413408353076
626 => 0.10386207650525
627 => 0.10494055361513
628 => 0.1046299695273
629 => 0.10431890301659
630 => 0.10369501150747
701 => 0.1037798087253
702 => 0.1028735206296
703 => 0.10245423028761
704 => 0.09614910956225
705 => 0.094464175278671
706 => 0.094994289904285
707 => 0.095168817403457
708 => 0.094435531843942
709 => 0.095486874970682
710 => 0.095323024258028
711 => 0.095960471531506
712 => 0.09556222214978
713 => 0.095578566443321
714 => 0.096749732959256
715 => 0.09708972758133
716 => 0.09691680357245
717 => 0.097037913620782
718 => 0.099828843567225
719 => 0.099432062577756
720 => 0.099221280585239
721 => 0.099279668637676
722 => 0.099992811077206
723 => 0.10019245202414
724 => 0.099346559303458
725 => 0.099745487200579
726 => 0.10144407155503
727 => 0.10203847994754
728 => 0.10393554620422
729 => 0.10312963874072
730 => 0.10460891676884
731 => 0.10915571310422
801 => 0.11278800863129
802 => 0.10944759955363
803 => 0.11611784771906
804 => 0.12131159270612
805 => 0.12111224812288
806 => 0.1202065985509
807 => 0.11429365796599
808 => 0.10885248188278
809 => 0.11340425672093
810 => 0.11341586013107
811 => 0.1130248586357
812 => 0.11059638192885
813 => 0.11294035291033
814 => 0.11312640881479
815 => 0.11302226698455
816 => 0.11116035958727
817 => 0.10831757112963
818 => 0.10887304518958
819 => 0.10978292303114
820 => 0.10806033445666
821 => 0.10750986303179
822 => 0.1085332941421
823 => 0.11183100241983
824 => 0.11120758977225
825 => 0.11119130994861
826 => 0.11385853362308
827 => 0.11194937709506
828 => 0.10888005149635
829 => 0.10810500630324
830 => 0.10535411800072
831 => 0.1072541663496
901 => 0.10732254570709
902 => 0.10628190864443
903 => 0.10896449345871
904 => 0.10893977296738
905 => 0.11148648799848
906 => 0.11635485063545
907 => 0.11491503624612
908 => 0.11324068876269
909 => 0.11342273675876
910 => 0.11541935394289
911 => 0.11421215361503
912 => 0.11464627126983
913 => 0.11541869685383
914 => 0.1158847203869
915 => 0.11335568314405
916 => 0.1127660435849
917 => 0.11155984798225
918 => 0.11124517406423
919 => 0.11222759521449
920 => 0.11196876195085
921 => 0.10731679868687
922 => 0.1068306426425
923 => 0.10684555235431
924 => 0.1056230898653
925 => 0.10375854114494
926 => 0.10865846385563
927 => 0.10826493148759
928 => 0.10783050221025
929 => 0.10788371731791
930 => 0.11001060769283
1001 => 0.10877690386484
1002 => 0.11205690769164
1003 => 0.11138263751079
1004 => 0.11069107484406
1005 => 0.110595479818
1006 => 0.11032928719266
1007 => 0.10941641363446
1008 => 0.10831406395774
1009 => 0.10758619721727
1010 => 0.099242579948063
1011 => 0.10079110678064
1012 => 0.10257254574886
1013 => 0.10318749134202
1014 => 0.10213558435198
1015 => 0.10945794933387
1016 => 0.11079581597613
1017 => 0.10674333064985
1018 => 0.10598527610719
1019 => 0.10950764726349
1020 => 0.10738322686388
1021 => 0.10833985323974
1022 => 0.10627215026178
1023 => 0.11047356307932
1024 => 0.11044155535294
1025 => 0.10880711087371
1026 => 0.11018853215536
1027 => 0.10994847621257
1028 => 0.10810319242097
1029 => 0.11053206186689
1030 => 0.11053326655583
1031 => 0.10896014928045
1101 => 0.10712309270246
1102 => 0.10679467037566
1103 => 0.10654724826974
1104 => 0.10827900256894
1105 => 0.10983168805854
1106 => 0.11272085081132
1107 => 0.11344725497218
1108 => 0.11628245877149
1109 => 0.11459423295257
1110 => 0.11534260159192
1111 => 0.11615506161313
1112 => 0.11654458482453
1113 => 0.11590987765452
1114 => 0.12031411617129
1115 => 0.12068596884449
1116 => 0.1208106478293
1117 => 0.11932556338161
1118 => 0.1206446659595
1119 => 0.12002750154739
1120 => 0.12163319189448
1121 => 0.12188498464339
1122 => 0.12167172514285
1123 => 0.12175164813563
1124 => 0.11799340752249
1125 => 0.1177985229204
1126 => 0.11514125754252
1127 => 0.11622411282552
1128 => 0.11419976677655
1129 => 0.11484170776175
1130 => 0.11512466923139
1201 => 0.11497686621758
1202 => 0.11628533583852
1203 => 0.11517286935803
1204 => 0.11223688740962
1205 => 0.10930010555489
1206 => 0.10926323665095
1207 => 0.1084900338271
1208 => 0.10793114980463
1209 => 0.10803881069483
1210 => 0.10841822171435
1211 => 0.10790909774644
1212 => 0.10801774515823
1213 => 0.10982201610792
1214 => 0.1101838497794
1215 => 0.10895419758615
1216 => 0.10401696659226
1217 => 0.10280535772226
1218 => 0.10367623815077
1219 => 0.10326001339782
1220 => 0.083338889925657
1221 => 0.088019062391241
1222 => 0.085238262835831
1223 => 0.0865197832094
1224 => 0.083681306947879
1225 => 0.085035976597164
1226 => 0.084785818577556
1227 => 0.092311397405844
1228 => 0.092193895843536
1229 => 0.092250137623368
1230 => 0.089565570934772
1231 => 0.093842158563635
]
'min_raw' => 0.054597460590805
'max_raw' => 0.12188498464339
'avg_raw' => 0.088241222617098
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.054597'
'max' => '$0.121884'
'avg' => '$0.088241'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.008418817645654
'max_diff' => 0.018439123889762
'year' => 2035
]
10 => [
'items' => [
101 => 0.095948959410729
102 => 0.095559046644621
103 => 0.09565717928751
104 => 0.093970935353681
105 => 0.092266464150595
106 => 0.090375943270134
107 => 0.093888297390587
108 => 0.093497783570277
109 => 0.09439348177163
110 => 0.096671494487002
111 => 0.097006940512669
112 => 0.097457783372924
113 => 0.097296188300702
114 => 0.10114603851683
115 => 0.10067979625353
116 => 0.10180330596103
117 => 0.099492161251806
118 => 0.096876881637449
119 => 0.097373960792206
120 => 0.097326088072345
121 => 0.096716613402762
122 => 0.096166406922516
123 => 0.095250468152621
124 => 0.098148633954001
125 => 0.098030973715137
126 => 0.099935756217276
127 => 0.099599067407953
128 => 0.097350577137566
129 => 0.097430882407451
130 => 0.097970973940827
131 => 0.099840236904497
201 => 0.10039516142124
202 => 0.10013809827517
203 => 0.10074654767451
204 => 0.10122744127127
205 => 0.1008069405063
206 => 0.10676034458072
207 => 0.10428807613914
208 => 0.10549304257563
209 => 0.10578041997066
210 => 0.10504430881619
211 => 0.10520394496743
212 => 0.10544575023831
213 => 0.10691394449279
214 => 0.11076691104195
215 => 0.11247336369855
216 => 0.11760731071081
217 => 0.11233166656039
218 => 0.11201863166929
219 => 0.11294341055654
220 => 0.11595758093622
221 => 0.11840028292232
222 => 0.11921066809397
223 => 0.11931777387241
224 => 0.12083811032781
225 => 0.12170953883145
226 => 0.1206535014933
227 => 0.11975862042095
228 => 0.11655326749649
229 => 0.11692429582538
301 => 0.11948031308036
302 => 0.12309083800168
303 => 0.12618904399527
304 => 0.12510416023969
305 => 0.13338105748615
306 => 0.13420167804004
307 => 0.13408829481333
308 => 0.13595779055981
309 => 0.13224722221924
310 => 0.13066088236477
311 => 0.11995210386612
312 => 0.12296083381884
313 => 0.12733419950164
314 => 0.12675536815424
315 => 0.12357931309499
316 => 0.1261866346727
317 => 0.12532457262063
318 => 0.12464462851317
319 => 0.12775958428308
320 => 0.12433456245873
321 => 0.12730003228893
322 => 0.12349678655784
323 => 0.1251091158973
324 => 0.12419387978463
325 => 0.12478614971665
326 => 0.12132375179613
327 => 0.12319197766908
328 => 0.12124602745766
329 => 0.12124510482389
330 => 0.12120214786511
331 => 0.12349154965919
401 => 0.12356620696951
402 => 0.12187433558459
403 => 0.12163051048602
404 => 0.12253205966932
405 => 0.12147658169178
406 => 0.12197043319438
407 => 0.1214915399507
408 => 0.12138373099452
409 => 0.12052469088944
410 => 0.12015459279238
411 => 0.12029971779249
412 => 0.11980433135004
413 => 0.11950584309956
414 => 0.12114277103925
415 => 0.12026822647456
416 => 0.12100873454198
417 => 0.12016483213959
418 => 0.11723949874212
419 => 0.11555710857039
420 => 0.11003142496113
421 => 0.11159850197813
422 => 0.11263747566166
423 => 0.11229409486545
424 => 0.11303180968643
425 => 0.11307709938497
426 => 0.11283726077655
427 => 0.11255955839324
428 => 0.11242438823095
429 => 0.11343183587784
430 => 0.11401669314599
501 => 0.11274175057047
502 => 0.11244304936337
503 => 0.11373208669873
504 => 0.11451839872864
505 => 0.12032408496697
506 => 0.11989398097831
507 => 0.12097345758619
508 => 0.12085192508606
509 => 0.12198338854523
510 => 0.12383285310883
511 => 0.12007237453261
512 => 0.12072506358587
513 => 0.1205650393028
514 => 0.12231214246474
515 => 0.12231759673011
516 => 0.12127012111025
517 => 0.12183797463713
518 => 0.12152101437667
519 => 0.12209380440706
520 => 0.11988823667732
521 => 0.12257438009582
522 => 0.12409725032285
523 => 0.12411839537743
524 => 0.1248402237788
525 => 0.12557364324007
526 => 0.1269813780286
527 => 0.12553438228086
528 => 0.12293137779288
529 => 0.12311930630926
530 => 0.12159316573036
531 => 0.12161882042921
601 => 0.12148187363615
602 => 0.121892861271
603 => 0.11997842535133
604 => 0.12042773963516
605 => 0.11979869700662
606 => 0.12072369617005
607 => 0.11972854997804
608 => 0.12056496213425
609 => 0.12092592989336
610 => 0.12225790869558
611 => 0.11953181562596
612 => 0.11397312731671
613 => 0.11514163099189
614 => 0.11341332227231
615 => 0.11357328382445
616 => 0.11389643161745
617 => 0.11284900389295
618 => 0.11304882009455
619 => 0.11304168125374
620 => 0.11298016258039
621 => 0.11270768617567
622 => 0.11231254148101
623 => 0.1138866763254
624 => 0.11415415250949
625 => 0.11474871893344
626 => 0.11651774531284
627 => 0.11634097786103
628 => 0.11662929290895
629 => 0.11599990277815
630 => 0.11360247942748
701 => 0.11373267104977
702 => 0.1121091794336
703 => 0.1147072026027
704 => 0.11409195642403
705 => 0.11369530321022
706 => 0.11358707270587
707 => 0.1153604841595
708 => 0.11589111666125
709 => 0.11556046209558
710 => 0.11488227993467
711 => 0.11618459017018
712 => 0.11653303344915
713 => 0.11661103704922
714 => 0.11891848109332
715 => 0.11673999753878
716 => 0.11726438018262
717 => 0.12135546387827
718 => 0.11764541549727
719 => 0.11961071086864
720 => 0.11951451988711
721 => 0.12051989849713
722 => 0.11943204949629
723 => 0.11944553468843
724 => 0.12033824278388
725 => 0.11908459526457
726 => 0.11877417450871
727 => 0.11834533045775
728 => 0.11928169575406
729 => 0.11984300440104
730 => 0.12436673985991
731 => 0.12728927927374
801 => 0.12716240413013
802 => 0.12832180544235
803 => 0.1277994845323
804 => 0.12611277253244
805 => 0.12899178424358
806 => 0.12808074447521
807 => 0.1281558494868
808 => 0.12815305407452
809 => 0.12875881587601
810 => 0.1283295781224
811 => 0.12748350644969
812 => 0.12804516831055
813 => 0.12971310323951
814 => 0.1348904244375
815 => 0.13778772197028
816 => 0.13471600348807
817 => 0.13683483376515
818 => 0.13556429061533
819 => 0.13533339512962
820 => 0.13666417712395
821 => 0.137997288476
822 => 0.13791237504607
823 => 0.13694460466051
824 => 0.13639793572597
825 => 0.14053749604583
826 => 0.14358745357393
827 => 0.14337946691768
828 => 0.14429745237745
829 => 0.14699268607955
830 => 0.1472391044715
831 => 0.14720806141797
901 => 0.14659728772242
902 => 0.14925109532246
903 => 0.15146494831171
904 => 0.14645591125885
905 => 0.14836328699547
906 => 0.14921956941545
907 => 0.15047684605552
908 => 0.15259808249135
909 => 0.15490230789084
910 => 0.15522815062687
911 => 0.15499694961265
912 => 0.15347725102078
913 => 0.15599856194803
914 => 0.15747548675719
915 => 0.15835496168223
916 => 0.16058516376144
917 => 0.14922485752416
918 => 0.14118346812555
919 => 0.13992768905189
920 => 0.14248136517926
921 => 0.14315474920886
922 => 0.14288330895088
923 => 0.13383199409161
924 => 0.13988003575237
925 => 0.14638722004556
926 => 0.1466371874956
927 => 0.14989482001158
928 => 0.15095563869365
929 => 0.15357845985667
930 => 0.15341440167881
1001 => 0.1540530168938
1002 => 0.15390621031515
1003 => 0.15876443421948
1004 => 0.16412377663919
1005 => 0.16393819965287
1006 => 0.16316773077117
1007 => 0.16431200844495
1008 => 0.16984342416413
1009 => 0.16933418004384
1010 => 0.16982886732939
1011 => 0.17635071819924
1012 => 0.1848300520525
1013 => 0.18089055016646
1014 => 0.18943813569804
1015 => 0.19481838770212
1016 => 0.20412297721475
1017 => 0.2029579967817
1018 => 0.20658020519874
1019 => 0.20087243866779
1020 => 0.18776625298279
1021 => 0.18569214892968
1022 => 0.18984455776869
1023 => 0.20005284971328
1024 => 0.18952306232713
1025 => 0.19165322460132
1026 => 0.19103973772305
1027 => 0.19100704761446
1028 => 0.19225469609913
1029 => 0.19044491689915
1030 => 0.18307155086539
1031 => 0.18645072106714
1101 => 0.18514586117116
1102 => 0.1865937005095
1103 => 0.19440709228415
1104 => 0.19095260553258
1105 => 0.18731358435952
1106 => 0.19187772447398
1107 => 0.19768944324839
1108 => 0.19732575633215
1109 => 0.19662005170531
1110 => 0.20059807173733
1111 => 0.20716859537972
1112 => 0.20894458151776
1113 => 0.21025557817642
1114 => 0.21043634246618
1115 => 0.21229832699508
1116 => 0.20228596690267
1117 => 0.21817583950497
1118 => 0.22091958155452
1119 => 0.22040387176566
1120 => 0.22345342557941
1121 => 0.22255616948769
1122 => 0.22125618618596
1123 => 0.22609037763946
1124 => 0.22054836723716
1125 => 0.2126821811908
1126 => 0.20836663595024
1127 => 0.21404969404811
1128 => 0.21752013931708
1129 => 0.21981388287809
1130 => 0.22050796829374
1201 => 0.20306319791511
1202 => 0.19366143421235
1203 => 0.19968785695438
1204 => 0.20704050862113
1205 => 0.20224512255141
1206 => 0.20243309260648
1207 => 0.19559613227635
1208 => 0.20764542790363
1209 => 0.20588994688126
1210 => 0.21499738553069
1211 => 0.21282382220524
1212 => 0.22025058487512
1213 => 0.21829486936622
1214 => 0.22641293510108
1215 => 0.22965145131057
1216 => 0.23508942406111
1217 => 0.23908961895293
1218 => 0.24143860990495
1219 => 0.24129758529903
1220 => 0.25060545771357
1221 => 0.24511693054301
1222 => 0.23822204687026
1223 => 0.2380973401777
1224 => 0.24166829813307
1225 => 0.24915204636307
1226 => 0.251092473395
1227 => 0.25217690738792
1228 => 0.25051605897834
1229 => 0.24455865610099
1230 => 0.24198627974326
1231 => 0.24417801892896
]
'min_raw' => 0.090375943270134
'max_raw' => 0.25217690738792
'avg_raw' => 0.17127642532903
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.090375'
'max' => '$0.252176'
'avg' => '$0.171276'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.035778482679329
'max_diff' => 0.13029192274453
'year' => 2036
]
11 => [
'items' => [
101 => 0.24149771024315
102 => 0.24612467499665
103 => 0.25247848586956
104 => 0.25116644904999
105 => 0.25555239142624
106 => 0.26009138037106
107 => 0.26658233842091
108 => 0.26827931521462
109 => 0.27108435332437
110 => 0.27397165894633
111 => 0.27489898369703
112 => 0.27666953437809
113 => 0.27666020270204
114 => 0.28199587635123
115 => 0.28788128961835
116 => 0.29010289687906
117 => 0.29521136027492
118 => 0.28646329573142
119 => 0.29309880317819
120 => 0.29908419699269
121 => 0.29194816373821
122 => 0.30178352309701
123 => 0.30216540781351
124 => 0.30793141363822
125 => 0.30208646210182
126 => 0.29861574853725
127 => 0.30863556855221
128 => 0.31348384383608
129 => 0.31202350386401
130 => 0.30091024457065
131 => 0.2944418509918
201 => 0.27751281733601
202 => 0.29756598898112
203 => 0.30733330393042
204 => 0.30088494958454
205 => 0.30413712443823
206 => 0.32187993591872
207 => 0.32863524976852
208 => 0.32723019171097
209 => 0.32746762339347
210 => 0.33111266812921
211 => 0.34727680385025
212 => 0.33759087904447
213 => 0.34499540563381
214 => 0.34892273983779
215 => 0.35257066671916
216 => 0.34361251123765
217 => 0.33195808257764
218 => 0.32826663580138
219 => 0.30024378782802
220 => 0.29878507689394
221 => 0.29796625824318
222 => 0.29280372247433
223 => 0.28874738349758
224 => 0.28552163214105
225 => 0.27705629729062
226 => 0.27991309930013
227 => 0.26642112240125
228 => 0.27505281109485
301 => 0.25351929018906
302 => 0.27145304627143
303 => 0.26169251818363
304 => 0.26824645028603
305 => 0.26822358423434
306 => 0.25615571730776
307 => 0.24919522351447
308 => 0.25363072106602
309 => 0.25838592653153
310 => 0.25915744261987
311 => 0.26532269062946
312 => 0.26704327882738
313 => 0.26182981626112
314 => 0.25307305583111
315 => 0.25510705155856
316 => 0.24915400465597
317 => 0.23872151893982
318 => 0.24621431231488
319 => 0.248772681408
320 => 0.24990260294659
321 => 0.23964345142384
322 => 0.23641980327837
323 => 0.23470356005475
324 => 0.25174872819843
325 => 0.25268250098663
326 => 0.24790518738002
327 => 0.26949909788536
328 => 0.26461173088282
329 => 0.27007211725865
330 => 0.25492248776563
331 => 0.25550122401394
401 => 0.24832914662837
402 => 0.25234503072591
403 => 0.24950673328375
404 => 0.25202058697656
405 => 0.25352738051503
406 => 0.26069828103328
407 => 0.27153492643657
408 => 0.25962718762431
409 => 0.25443881530185
410 => 0.25765765231019
411 => 0.26622983943679
412 => 0.27921714173577
413 => 0.27152839738096
414 => 0.27494053156228
415 => 0.27568593108561
416 => 0.27001653565116
417 => 0.27942618043218
418 => 0.28446888551414
419 => 0.28964165748745
420 => 0.2941330304541
421 => 0.28757553860962
422 => 0.29459299486274
423 => 0.28893816387051
424 => 0.28386519588479
425 => 0.2838728894832
426 => 0.28069054256152
427 => 0.27452434439926
428 => 0.27338720285168
429 => 0.27930275678731
430 => 0.28404647083864
501 => 0.28443718584877
502 => 0.28706354968841
503 => 0.28861780475501
504 => 0.30385161731503
505 => 0.30997878274737
506 => 0.31747096465674
507 => 0.32038959174667
508 => 0.32917361290165
509 => 0.32207980241569
510 => 0.32054501189489
511 => 0.29923784980434
512 => 0.30272689640302
513 => 0.30831319665042
514 => 0.29932996583786
515 => 0.30502775813372
516 => 0.30615262302867
517 => 0.29902471909232
518 => 0.30283204056327
519 => 0.29272092352857
520 => 0.27175532115744
521 => 0.27944952114095
522 => 0.28511504216853
523 => 0.27702964510847
524 => 0.29152240639055
525 => 0.28305603444088
526 => 0.28037260099036
527 => 0.26990357038677
528 => 0.27484454984172
529 => 0.28152729530255
530 => 0.27739813556031
531 => 0.28596676202192
601 => 0.29810222226077
602 => 0.30675067390613
603 => 0.30741459463521
604 => 0.30185421962851
605 => 0.31076475606259
606 => 0.31082965959266
607 => 0.3007785380944
608 => 0.2946222821416
609 => 0.29322356783625
610 => 0.2967178304051
611 => 0.30096051024015
612 => 0.30765003383851
613 => 0.31169237284667
614 => 0.32223264908903
615 => 0.32508454562681
616 => 0.32821791528082
617 => 0.332405063434
618 => 0.33743280835464
619 => 0.32643238869796
620 => 0.32686945587827
621 => 0.31662601740514
622 => 0.30567943433893
623 => 0.31398652637534
624 => 0.3248469441668
625 => 0.32235555232574
626 => 0.32207521984911
627 => 0.32254666131707
628 => 0.32066823323016
629 => 0.31217217261087
630 => 0.30790550415602
701 => 0.31341059500599
702 => 0.31633630578935
703 => 0.32087382806554
704 => 0.32031448266952
705 => 0.33200265275867
706 => 0.33654432222339
707 => 0.33538236882532
708 => 0.33559619621454
709 => 0.34381867184201
710 => 0.35296375582085
711 => 0.36152933376716
712 => 0.37024260755427
713 => 0.35973841591904
714 => 0.35440503521515
715 => 0.35990772271467
716 => 0.35698791927149
717 => 0.37376597592595
718 => 0.37492765216588
719 => 0.39170449557588
720 => 0.40762771772133
721 => 0.39762662718593
722 => 0.4070572051018
723 => 0.41725714400411
724 => 0.43693448102711
725 => 0.43030784617483
726 => 0.42523194773058
727 => 0.42043524822734
728 => 0.43041641843899
729 => 0.4432570344632
730 => 0.44602278016892
731 => 0.45050434480837
801 => 0.44579252756964
802 => 0.45146739244404
803 => 0.47150215911266
804 => 0.46608858830702
805 => 0.45840044748808
806 => 0.47421597161351
807 => 0.47993954831321
808 => 0.5201106070521
809 => 0.57082822809361
810 => 0.54983079995257
811 => 0.53679701872265
812 => 0.53986026647711
813 => 0.55838062478165
814 => 0.56432877606228
815 => 0.54815965043082
816 => 0.55387085895319
817 => 0.58534017942503
818 => 0.6022224602015
819 => 0.57929405531425
820 => 0.51603549558406
821 => 0.45770821452511
822 => 0.47317923597364
823 => 0.47142530226307
824 => 0.50523516123238
825 => 0.4659594764337
826 => 0.4666207782376
827 => 0.50112978928514
828 => 0.49192337677188
829 => 0.47701016756863
830 => 0.45781709745624
831 => 0.42233693220938
901 => 0.39091116041263
902 => 0.45254433582907
903 => 0.44988660123246
904 => 0.44603780768236
905 => 0.45460288124514
906 => 0.49619244722745
907 => 0.49523367311927
908 => 0.48913444141388
909 => 0.49376065490626
910 => 0.476199169976
911 => 0.48072516451011
912 => 0.45769897518579
913 => 0.46810777441899
914 => 0.47697817051954
915 => 0.47875903386518
916 => 0.48277140991606
917 => 0.44848609586843
918 => 0.46387919531188
919 => 0.47292119909654
920 => 0.43206909704654
921 => 0.47211368438853
922 => 0.4478892648288
923 => 0.43966713299166
924 => 0.45073715032687
925 => 0.4464231538054
926 => 0.44271423292261
927 => 0.44064459134266
928 => 0.44877319032041
929 => 0.44839398146232
930 => 0.43509401584164
1001 => 0.41774475286542
1002 => 0.42356773499039
1003 => 0.42145219099364
1004 => 0.41378518663882
1005 => 0.41895182185633
1006 => 0.39620057513265
1007 => 0.35705823765145
1008 => 0.38291686475375
1009 => 0.38192133573909
1010 => 0.38141934486625
1011 => 0.40085138845367
1012 => 0.39898344583626
1013 => 0.39559311169472
1014 => 0.41372292049358
1015 => 0.40710529640165
1016 => 0.42749925454463
1017 => 0.44093203437611
1018 => 0.43752504690594
1019 => 0.45015864126371
1020 => 0.42370188473778
1021 => 0.43248975799485
1022 => 0.43430092649367
1023 => 0.41349920146722
1024 => 0.3992890643497
1025 => 0.39834141021139
1026 => 0.37370299072714
1027 => 0.38686463554125
1028 => 0.3984463383118
1029 => 0.39289960146115
1030 => 0.39114367027828
1031 => 0.40011434187654
1101 => 0.40081143988833
1102 => 0.38491753134436
1103 => 0.38822237822528
1104 => 0.40200413910377
1105 => 0.38787511321149
1106 => 0.36042472386607
1107 => 0.35361664777708
1108 => 0.35270832492907
1109 => 0.3342442826204
1110 => 0.35407159597543
1111 => 0.34541644235699
1112 => 0.37275796893296
1113 => 0.35714063558831
1114 => 0.3564674035618
1115 => 0.35544971461205
1116 => 0.33955695065699
1117 => 0.34303645592531
1118 => 0.35460286138081
1119 => 0.35872988515222
1120 => 0.35829940276115
1121 => 0.35454617968405
1122 => 0.35626438598913
1123 => 0.35072944481769
1124 => 0.34877494189022
1125 => 0.34260599302273
1126 => 0.33353934240313
1127 => 0.33480011578079
1128 => 0.31683670848519
1129 => 0.30704929080037
1130 => 0.3043402625813
1201 => 0.30071763682868
1202 => 0.3047494477995
1203 => 0.31678582040931
1204 => 0.30226740138298
1205 => 0.27737659031102
1206 => 0.27887257046832
1207 => 0.28223359372129
1208 => 0.27597034912478
1209 => 0.27004271374846
1210 => 0.27519631178391
1211 => 0.26464974700296
1212 => 0.28350809568826
1213 => 0.28299803020623
1214 => 0.29002725640365
1215 => 0.29442277579914
1216 => 0.28429252665884
1217 => 0.28174479639516
1218 => 0.28319609934124
1219 => 0.25920929445987
1220 => 0.28806702270176
1221 => 0.28831658553394
1222 => 0.28617967705083
1223 => 0.30154552645724
1224 => 0.33397226143337
1225 => 0.32177201937296
1226 => 0.3170477168929
1227 => 0.30806681442486
1228 => 0.3200333337303
1229 => 0.31911449175442
1230 => 0.31495913987904
1231 => 0.31244597009932
]
'min_raw' => 0.23470356005475
'max_raw' => 0.6022224602015
'avg_raw' => 0.41846301012813
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.2347035'
'max' => '$0.602222'
'avg' => '$0.418463'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.14432761678462
'max_diff' => 0.35004555281358
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0073670765603678
]
1 => [
'year' => 2028
'avg' => 0.012644042055198
]
2 => [
'year' => 2029
'avg' => 0.034541244027942
]
3 => [
'year' => 2030
'avg' => 0.026648518327193
]
4 => [
'year' => 2031
'avg' => 0.026172147511823
]
5 => [
'year' => 2032
'avg' => 0.045888011266179
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0073670765603678
'min' => '$0.007367'
'max_raw' => 0.045888011266179
'max' => '$0.045888'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.045888011266179
]
1 => [
'year' => 2033
'avg' => 0.11802868358517
]
2 => [
'year' => 2034
'avg' => 0.07481225184939
]
3 => [
'year' => 2035
'avg' => 0.088241222617098
]
4 => [
'year' => 2036
'avg' => 0.17127642532903
]
5 => [
'year' => 2037
'avg' => 0.41846301012813
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.045888011266179
'min' => '$0.045888'
'max_raw' => 0.41846301012813
'max' => '$0.418463'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.41846301012813
]
]
]
]
'prediction_2025_max_price' => '$0.012596'
'last_price' => 0.01221376
'sma_50day_nextmonth' => '$0.011669'
'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' => '$0.01198'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011927'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.011824'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.012365'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.013722'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.026852'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.012048'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.011983'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.012028'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.012453'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.015674'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.024678'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.024847'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.028956'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.012072'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0126089'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.016276'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.029389'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.014357'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.007178'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.003589'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '42.41'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 57.48
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.011846'
'vwma_10_action' => 'BUY'
'hma_9' => '0.011997'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 26.31
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -12.77
'cci_20_action' => 'NEUTRAL'
'adx_14' => 30.6
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000769'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -73.69
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 54.76
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.012498'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 17
'sell_pct' => 41.38
'buy_pct' => 58.62
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767677400
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Xeleb Protocol para 2026
A previsão de preço para Xeleb Protocol em 2026 sugere que o preço médio poderia variar entre $0.004219 na extremidade inferior e $0.012596 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Xeleb Protocol poderia potencialmente ganhar 3.13% até 2026 se XCX atingir a meta de preço prevista.
Previsão de preço de Xeleb Protocol 2027-2032
A previsão de preço de XCX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.007367 na extremidade inferior e $0.045888 na extremidade superior. Considerando a volatilidade de preços no mercado, se Xeleb Protocol atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Xeleb Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.004062 | $0.007367 | $0.010671 |
| 2028 | $0.007331 | $0.012644 | $0.017956 |
| 2029 | $0.0161048 | $0.034541 | $0.052977 |
| 2030 | $0.013696 | $0.026648 | $0.03960055 |
| 2031 | $0.016193 | $0.026172 | $0.03615 |
| 2032 | $0.024718 | $0.045888 | $0.067057 |
Previsão de preço de Xeleb Protocol 2032-2037
A previsão de preço de Xeleb Protocol para 2032-2037 é atualmente estimada entre $0.045888 na extremidade inferior e $0.418463 na extremidade superior. Comparado ao preço atual, Xeleb Protocol poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Xeleb Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.024718 | $0.045888 | $0.067057 |
| 2033 | $0.057439 | $0.118028 | $0.178617 |
| 2034 | $0.046178 | $0.074812 | $0.103445 |
| 2035 | $0.054597 | $0.088241 | $0.121884 |
| 2036 | $0.090375 | $0.171276 | $0.252176 |
| 2037 | $0.2347035 | $0.418463 | $0.602222 |
Xeleb Protocol Histograma de preços potenciais
Previsão de preço de Xeleb Protocol baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Xeleb Protocol é Altista, com 17 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de XCX 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 Xeleb Protocol
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Xeleb Protocol está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Xeleb Protocol é esperado para alcançar $0.011669 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 42.41, sugerindo que o mercado de XCX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de XCX 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 | $0.01198 | BUY |
| SMA 5 | $0.011927 | BUY |
| SMA 10 | $0.011824 | BUY |
| SMA 21 | $0.012365 | SELL |
| SMA 50 | $0.013722 | SELL |
| SMA 100 | $0.026852 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.012048 | BUY |
| EMA 5 | $0.011983 | BUY |
| EMA 10 | $0.012028 | BUY |
| EMA 21 | $0.012453 | SELL |
| EMA 50 | $0.015674 | SELL |
| EMA 100 | $0.024678 | SELL |
| EMA 200 | $0.024847 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.028956 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.029389 | SELL |
| EMA 50 | $0.014357 | SELL |
| EMA 100 | $0.007178 | BUY |
| EMA 200 | $0.003589 | BUY |
Osciladores de Xeleb Protocol
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 42.41 | NEUTRAL |
| Stoch RSI (14) | 57.48 | NEUTRAL |
| Estocástico Rápido (14) | 26.31 | NEUTRAL |
| Índice de Canal de Commodities (20) | -12.77 | NEUTRAL |
| Índice Direcional Médio (14) | 30.6 | SELL |
| Oscilador Impressionante (5, 34) | -0.000769 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -73.69 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 54.76 | NEUTRAL |
| VWMA (10) | 0.011846 | BUY |
| Média Móvel de Hull (9) | 0.011997 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.012498 | SELL |
Previsão do preço de Xeleb Protocol com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Xeleb Protocol
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Xeleb Protocol por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.017162 | $0.024115 | $0.033887 | $0.047616 | $0.0669097 | $0.094019 |
| Amazon.com stock | $0.025484 | $0.053175 | $0.110953 | $0.231511 | $0.483062 | $1.00 |
| Apple stock | $0.017324 | $0.024573 | $0.034855 | $0.049439 | $0.070126 | $0.099468 |
| Netflix stock | $0.019271 | $0.0304072 | $0.047977 | $0.0757015 | $0.119445 | $0.188465 |
| Google stock | $0.015816 | $0.020482 | $0.026524 | $0.034349 | $0.044482 | $0.0576048 |
| Tesla stock | $0.027687 | $0.062765 | $0.142285 | $0.32255 | $0.731197 | $1.65 |
| Kodak stock | $0.009159 | $0.006868 | $0.00515 | $0.003862 | $0.002896 | $0.002171 |
| Nokia stock | $0.008091 | $0.00536 | $0.00355 | $0.002352 | $0.001558 | $0.001032 |
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 Xeleb Protocol
Você pode fazer perguntas como: 'Devo investir em Xeleb Protocol agora?', 'Devo comprar XCX hoje?', 'Xeleb Protocol será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Xeleb Protocol regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Xeleb Protocol, 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 Xeleb Protocol para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Xeleb Protocol é de $0.01221 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 Xeleb Protocol com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Xeleb Protocol tiver 1% da média anterior do crescimento anual do Bitcoin | $0.012531 | $0.012856 | $0.013191 | $0.013534 |
| Se Xeleb Protocol tiver 2% da média anterior do crescimento anual do Bitcoin | $0.012848 | $0.013516 | $0.014219 | $0.014958 |
| Se Xeleb Protocol tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0138011 | $0.015594 | $0.017621 | $0.019911 |
| Se Xeleb Protocol tiver 10% da média anterior do crescimento anual do Bitcoin | $0.015388 | $0.019388 | $0.024428 | $0.030777 |
| Se Xeleb Protocol tiver 20% da média anterior do crescimento anual do Bitcoin | $0.018563 | $0.028213 | $0.04288 | $0.065173 |
| Se Xeleb Protocol tiver 50% da média anterior do crescimento anual do Bitcoin | $0.028087 | $0.064591 | $0.148539 | $0.341589 |
| Se Xeleb Protocol tiver 100% da média anterior do crescimento anual do Bitcoin | $0.043961 | $0.15823 | $0.569522 | $2.04 |
Perguntas Frequentes sobre Xeleb Protocol
XCX é um bom investimento?
A decisão de adquirir Xeleb Protocol depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Xeleb Protocol experimentou uma escalada de 2.3261% nas últimas 24 horas, e Xeleb Protocol registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Xeleb Protocol dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Xeleb Protocol pode subir?
Parece que o valor médio de Xeleb Protocol pode potencialmente subir para $0.012596 até o final deste ano. Observando as perspectivas de Xeleb Protocol em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.03960055. 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 Xeleb Protocol na próxima semana?
Com base na nossa nova previsão experimental de Xeleb Protocol, o preço de Xeleb Protocol aumentará 0.86% na próxima semana e atingirá $0.012318 até 13 de janeiro de 2026.
Qual será o preço de Xeleb Protocol no próximo mês?
Com base na nossa nova previsão experimental de Xeleb Protocol, o preço de Xeleb Protocol diminuirá -11.62% no próximo mês e atingirá $0.010794 até 5 de fevereiro de 2026.
Até onde o preço de Xeleb Protocol pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Xeleb Protocol em 2026, espera-se que XCX fluctue dentro do intervalo de $0.004219 e $0.012596. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Xeleb Protocol não considera flutuações repentinas e extremas de preço.
Onde estará Xeleb Protocol em 5 anos?
O futuro de Xeleb Protocol parece seguir uma tendência de alta, com um preço máximo de $0.03960055 projetada após um período de cinco anos. Com base na previsão de Xeleb Protocol para 2030, o valor de Xeleb Protocol pode potencialmente atingir seu pico mais alto de aproximadamente $0.03960055, enquanto seu pico mais baixo está previsto para cerca de $0.013696.
Quanto será Xeleb Protocol em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Xeleb Protocol, espera-se que o valor de XCX em 2026 aumente 3.13% para $0.012596 se o melhor cenário ocorrer. O preço ficará entre $0.012596 e $0.004219 durante 2026.
Quanto será Xeleb Protocol em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Xeleb Protocol, o valor de XCX pode diminuir -12.62% para $0.010671 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.010671 e $0.004062 ao longo do ano.
Quanto será Xeleb Protocol em 2028?
Nosso novo modelo experimental de previsão de preços de Xeleb Protocol sugere que o valor de XCX em 2028 pode aumentar 47.02%, alcançando $0.017956 no melhor cenário. O preço é esperado para variar entre $0.017956 e $0.007331 durante o ano.
Quanto será Xeleb Protocol em 2029?
Com base no nosso modelo de previsão experimental, o valor de Xeleb Protocol pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.052977 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.052977 e $0.0161048.
Quanto será Xeleb Protocol em 2030?
Usando nossa nova simulação experimental para previsões de preços de Xeleb Protocol, espera-se que o valor de XCX em 2030 aumente 224.23%, alcançando $0.03960055 no melhor cenário. O preço está previsto para variar entre $0.03960055 e $0.013696 ao longo de 2030.
Quanto será Xeleb Protocol em 2031?
Nossa simulação experimental indica que o preço de Xeleb Protocol poderia aumentar 195.98% em 2031, potencialmente atingindo $0.03615 sob condições ideais. O preço provavelmente oscilará entre $0.03615 e $0.016193 durante o ano.
Quanto será Xeleb Protocol em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Xeleb Protocol, XCX poderia ver um 449.04% aumento em valor, atingindo $0.067057 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.067057 e $0.024718 ao longo do ano.
Quanto será Xeleb Protocol em 2033?
De acordo com nossa previsão experimental de preços de Xeleb Protocol, espera-se que o valor de XCX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.178617. Ao longo do ano, o preço de XCX poderia variar entre $0.178617 e $0.057439.
Quanto será Xeleb Protocol em 2034?
Os resultados da nossa nova simulação de previsão de preços de Xeleb Protocol sugerem que XCX pode aumentar 746.96% em 2034, atingindo potencialmente $0.103445 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.103445 e $0.046178.
Quanto será Xeleb Protocol em 2035?
Com base em nossa previsão experimental para o preço de Xeleb Protocol, XCX poderia aumentar 897.93%, com o valor potencialmente atingindo $0.121884 em 2035. A faixa de preço esperada para o ano está entre $0.121884 e $0.054597.
Quanto será Xeleb Protocol em 2036?
Nossa recente simulação de previsão de preços de Xeleb Protocol sugere que o valor de XCX pode aumentar 1964.7% em 2036, possivelmente atingindo $0.252176 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.252176 e $0.090375.
Quanto será Xeleb Protocol em 2037?
De acordo com a simulação experimental, o valor de Xeleb Protocol poderia aumentar 4830.69% em 2037, com um pico de $0.602222 sob condições favoráveis. O preço é esperado para cair entre $0.602222 e $0.2347035 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Xeleb Protocol?
Traders de Xeleb Protocol 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 Xeleb Protocol
Médias móveis são ferramentas populares para a previsão de preço de Xeleb Protocol. Uma média móvel simples (SMA) calcula o preço médio de fechamento de XCX 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 XCX 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 XCX.
Como ler gráficos de Xeleb Protocol 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 Xeleb Protocol 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 XCX 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 Xeleb Protocol?
A ação de preço de Xeleb Protocol 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 XCX. A capitalização de mercado de Xeleb Protocol pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de XCX, grandes detentores de Xeleb Protocol, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Xeleb Protocol.
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


