Predicción del precio de Avalaunch - Pronóstico de XAVA
Predicción de precio de Avalaunch hasta $0.150371 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.050375 | $0.150371 |
| 2027 | $0.048494 | $0.127396 |
| 2028 | $0.087519 | $0.214361 |
| 2029 | $0.192254 | $0.63243 |
| 2030 | $0.1635042 | $0.472738 |
| 2031 | $0.193312 | $0.431556 |
| 2032 | $0.295077 | $0.800515 |
| 2033 | $0.685695 | $2.13 |
| 2034 | $0.551266 | $1.23 |
| 2035 | $0.651767 | $1.45 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Avalaunch hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.49, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de Avalaunch para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Avalaunch'
'name_with_ticker' => 'Avalaunch <small>XAVA</small>'
'name_lang' => 'Avalaunch'
'name_lang_with_ticker' => 'Avalaunch <small>XAVA</small>'
'name_with_lang' => 'Avalaunch'
'name_with_lang_with_ticker' => 'Avalaunch <small>XAVA</small>'
'image' => '/uploads/coins/avalaunch.png?1717085162'
'price_for_sd' => 0.1458
'ticker' => 'XAVA'
'marketcap' => '$6.84M'
'low24h' => '$0.143'
'high24h' => '$0.1471'
'volume24h' => '$121.65K'
'current_supply' => '46.95M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1458'
'change_24h_pct' => '-0.8984%'
'ath_price' => '$20.09'
'ath_days' => 1495
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '3 dic. 2021'
'ath_pct' => '-99.27%'
'fdv' => '$14.58M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$7.18'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.1470517'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.128864'
'next_month_prediction_price_date' => '5 de febrero 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' => '$0.050375'
'current_year_max_price_prediction' => '$0.150371'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.1635042'
'grand_prediction_max_price' => '$0.472738'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.1485669091071
107 => 0.14912160401591
108 => 0.1503713599689
109 => 0.1396923321839
110 => 0.14448690213958
111 => 0.1473032627981
112 => 0.13457884288285
113 => 0.1470517419285
114 => 0.13950643406885
115 => 0.13694544325456
116 => 0.14039348000112
117 => 0.13904977672766
118 => 0.13789453955805
119 => 0.13724989736791
120 => 0.13978175500865
121 => 0.13966364082348
122 => 0.13552103031084
123 => 0.13011716377151
124 => 0.13193087875798
125 => 0.13127193909972
126 => 0.1288838567733
127 => 0.13049313592315
128 => 0.12340668498476
129 => 0.11121481446692
130 => 0.1192691375781
131 => 0.11895905489974
201 => 0.11880269715218
202 => 0.12485529836508
203 => 0.12427348041573
204 => 0.12321747514048
205 => 0.12886446240829
206 => 0.12680323609284
207 => 0.13315544991106
208 => 0.13733942876717
209 => 0.13627823639172
210 => 0.14021328872882
211 => 0.13197266308808
212 => 0.13470986836942
213 => 0.1352740025843
214 => 0.12879477946197
215 => 0.12436867302771
216 => 0.12407350218985
217 => 0.11639924358789
218 => 0.12049877058861
219 => 0.12410618469928
220 => 0.12237851328691
221 => 0.12183158413047
222 => 0.12462572657627
223 => 0.12484285537452
224 => 0.11989229576414
225 => 0.12092167387097
226 => 0.12521435169633
227 => 0.12081350940365
228 => 0.11226339170246
301 => 0.11014284429795
302 => 0.10985992418474
303 => 0.10410883144095
304 => 0.11028454941531
305 => 0.10758868302055
306 => 0.11610489266015
307 => 0.11124047938736
308 => 0.11103078425355
309 => 0.11071379930321
310 => 0.10576359620398
311 => 0.10684737608089
312 => 0.11045002545608
313 => 0.1117354913399
314 => 0.11160140671671
315 => 0.11043237050873
316 => 0.11096754929831
317 => 0.10924355194842
318 => 0.10863477260227
319 => 0.10671329752788
320 => 0.10388925998956
321 => 0.10428195973009
322 => 0.098686802417057
323 => 0.095638263755443
324 => 0.094794468433002
325 => 0.0936661100632
326 => 0.094921919513318
327 => 0.098670952039383
328 => 0.094148823411329
329 => 0.086395951068971
330 => 0.086861911906999
331 => 0.087908787565032
401 => 0.085957941702063
402 => 0.084111629814845
403 => 0.085716848204763
404 => 0.082431853988995
405 => 0.088305763421762
406 => 0.088146890633046
407 => 0.090336320829459
408 => 0.091705416462907
409 => 0.088550094277785
410 => 0.087756539281126
411 => 0.088208584272287
412 => 0.080737287511056
413 => 0.089725756488747
414 => 0.08980348914172
415 => 0.0891378949741
416 => 0.093923977216875
417 => 0.10402410356562
418 => 0.10022402975658
419 => 0.098752526319881
420 => 0.095955197211055
421 => 0.099682472159598
422 => 0.099396275598097
423 => 0.098101986210166
424 => 0.097319195949916
425 => 0.098761511006085
426 => 0.097140477153063
427 => 0.096849294930028
428 => 0.095085047467824
429 => 0.094455291391963
430 => 0.093989045064706
501 => 0.093475753670815
502 => 0.094607946581493
503 => 0.092042248493514
504 => 0.088948268117897
505 => 0.088691037126996
506 => 0.089401274508853
507 => 0.089087047338336
508 => 0.088689532728195
509 => 0.087930569080774
510 => 0.087705400779277
511 => 0.088437088523013
512 => 0.087611055720381
513 => 0.088829912117
514 => 0.08849845061952
515 => 0.086646933638975
516 => 0.084339257961832
517 => 0.084318714807792
518 => 0.083821529868499
519 => 0.083188290096052
520 => 0.083012137277921
521 => 0.085581661189282
522 => 0.09090049878642
523 => 0.089856283697105
524 => 0.090610836114602
525 => 0.094322487200709
526 => 0.095502309467741
527 => 0.094664899568224
528 => 0.093518601248572
529 => 0.093569032557074
530 => 0.097486280923424
531 => 0.097730594899039
601 => 0.098347897496741
602 => 0.099141305784482
603 => 0.094800020430421
604 => 0.093364558407303
605 => 0.092684356864349
606 => 0.090589599383176
607 => 0.092848615735688
608 => 0.091532383647804
609 => 0.09170998832535
610 => 0.091594323046105
611 => 0.091657484109825
612 => 0.088304121544365
613 => 0.089525910615671
614 => 0.087494449314737
615 => 0.084774550675019
616 => 0.08476543262106
617 => 0.085431123959853
618 => 0.085035144703034
619 => 0.083969574704492
620 => 0.084120933893436
621 => 0.082794868130661
622 => 0.084281942286233
623 => 0.084324586252007
624 => 0.083751981700636
625 => 0.086043024613983
626 => 0.086981666764894
627 => 0.086604766182803
628 => 0.086955222415315
629 => 0.089899675548414
630 => 0.090379749884606
701 => 0.090592967192813
702 => 0.090307284245697
703 => 0.087009041613379
704 => 0.087155332699333
705 => 0.086081945776264
706 => 0.085175046936998
707 => 0.08521131813451
708 => 0.08567758202649
709 => 0.08771378378878
710 => 0.09199885035687
711 => 0.092161465500787
712 => 0.092358559799031
713 => 0.091556878236412
714 => 0.091315083406067
715 => 0.091634073199833
716 => 0.093243318904711
717 => 0.097382735763605
718 => 0.095919589383316
719 => 0.09473002860091
720 => 0.095773594110364
721 => 0.09561294537992
722 => 0.094256908423809
723 => 0.094218848982872
724 => 0.091616180512854
725 => 0.090654033239382
726 => 0.089849990962193
727 => 0.088971997785559
728 => 0.088451493999852
729 => 0.089251224379437
730 => 0.08943413217938
731 => 0.087685507727522
801 => 0.087447176676123
802 => 0.088875141150191
803 => 0.088246747225035
804 => 0.088893065960477
805 => 0.089043017451119
806 => 0.08901887180745
807 => 0.088362756379005
808 => 0.088780944787452
809 => 0.087791804533509
810 => 0.086716263071409
811 => 0.086030134627189
812 => 0.085431396557877
813 => 0.085763611237592
814 => 0.08457932656441
815 => 0.084200450062518
816 => 0.088639271964207
817 => 0.091918277428362
818 => 0.091870599390284
819 => 0.091580371595284
820 => 0.091149151962471
821 => 0.09321177250267
822 => 0.092493196749864
823 => 0.093016020649044
824 => 0.093149101274235
825 => 0.093551896245368
826 => 0.093695860826151
827 => 0.093260699873196
828 => 0.091800246564643
829 => 0.088160935775463
830 => 0.086466826778968
831 => 0.085907742592507
901 => 0.085928064240833
902 => 0.085367502460175
903 => 0.085532613027195
904 => 0.085310083743081
905 => 0.084888667114586
906 => 0.085737589948304
907 => 0.085835420396626
908 => 0.085637271663364
909 => 0.085683942863136
910 => 0.084043355982156
911 => 0.084168086239549
912 => 0.083473572316428
913 => 0.083343359328333
914 => 0.081587688608926
915 => 0.078477263440957
916 => 0.080200740920288
917 => 0.078119022482863
918 => 0.077330644167428
919 => 0.081062704494713
920 => 0.080688109149094
921 => 0.080046964750076
922 => 0.079098578557729
923 => 0.078746812893679
924 => 0.076609596074391
925 => 0.076483317903099
926 => 0.077542580268447
927 => 0.077053767133831
928 => 0.076367288364821
929 => 0.073880931850701
930 => 0.071085443924479
1001 => 0.071169822133161
1002 => 0.07205901483059
1003 => 0.074644462522339
1004 => 0.073634283380473
1005 => 0.07290138682258
1006 => 0.072764137328076
1007 => 0.074482102103071
1008 => 0.076913382184435
1009 => 0.078054084401786
1010 => 0.076923683148033
1011 => 0.075625139052847
1012 => 0.075704175415047
1013 => 0.07622996892385
1014 => 0.076285222387305
1015 => 0.075440003673829
1016 => 0.075677927790776
1017 => 0.075316499300896
1018 => 0.073098413325653
1019 => 0.073058295183988
1020 => 0.072513941114195
1021 => 0.072497458289302
1022 => 0.071571376221098
1023 => 0.071441810938053
1024 => 0.069603018782471
1025 => 0.070813317347651
1026 => 0.070001512613655
1027 => 0.068777931394145
1028 => 0.068566985530706
1029 => 0.068560644243327
1030 => 0.069816988568009
1031 => 0.070798636232738
1101 => 0.070015634304567
1102 => 0.069837359943377
1103 => 0.071740863717122
1104 => 0.071498625511091
1105 => 0.071288848786937
1106 => 0.076695687719663
1107 => 0.072415752803507
1108 => 0.070549456889919
1109 => 0.068239561296872
1110 => 0.068991674949472
1111 => 0.069150156346924
1112 => 0.063595273835621
1113 => 0.061341658692603
1114 => 0.060568302901214
1115 => 0.060123225709623
1116 => 0.060326052974759
1117 => 0.05829753502335
1118 => 0.059660732635287
1119 => 0.057904207555721
1120 => 0.057609720409905
1121 => 0.060750604843871
1122 => 0.061187640564076
1123 => 0.059323110405323
1124 => 0.060520440607256
1125 => 0.060086272031901
1126 => 0.057934318136677
1127 => 0.057852129326581
1128 => 0.056772354506795
1129 => 0.055082715999435
1130 => 0.054310505862518
1201 => 0.053908332118575
1202 => 0.054074276843536
1203 => 0.053990370112604
1204 => 0.05344282193657
1205 => 0.054021754933117
1206 => 0.052542820358569
1207 => 0.051953896694398
1208 => 0.051687893538217
1209 => 0.050375253979007
1210 => 0.052464247251171
1211 => 0.052875805242232
1212 => 0.053288174129671
1213 => 0.056877563758633
1214 => 0.05669824799628
1215 => 0.058319175157634
1216 => 0.058256188908838
1217 => 0.05779387422514
1218 => 0.055843444621696
1219 => 0.056620851098564
1220 => 0.054228114798553
1221 => 0.056020915524774
1222 => 0.055202756142475
1223 => 0.055744295014625
1224 => 0.054770559293909
1225 => 0.055309464846316
1226 => 0.052973400909707
1227 => 0.050792017275008
1228 => 0.051669869728169
1229 => 0.05262419573936
1230 => 0.054693417689367
1231 => 0.053461006166653
]
'min_raw' => 0.050375253979007
'max_raw' => 0.1503713599689
'avg_raw' => 0.10037330697396
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.050375'
'max' => '$0.150371'
'avg' => '$0.100373'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.095428746020993
'max_diff' => 0.0045673599689048
'year' => 2026
]
1 => [
'items' => [
101 => 0.05390422795286
102 => 0.052419509163498
103 => 0.049356110212088
104 => 0.049373448717468
105 => 0.048902211528568
106 => 0.048494993795602
107 => 0.053602563455215
108 => 0.052967356429314
109 => 0.051955237167382
110 => 0.053309999019499
111 => 0.05366821955616
112 => 0.05367841759124
113 => 0.05466681686708
114 => 0.055194325737776
115 => 0.055287301462591
116 => 0.056842569078905
117 => 0.057363874269418
118 => 0.059511056571267
119 => 0.055149570295597
120 => 0.055059748355906
121 => 0.053329063297028
122 => 0.052231435471639
123 => 0.053404218813294
124 => 0.054443144753109
125 => 0.053361345621973
126 => 0.053502605750473
127 => 0.052050378803159
128 => 0.052569481603195
129 => 0.053016602865284
130 => 0.052769728784932
131 => 0.052400146337803
201 => 0.054357964673799
202 => 0.05424749689053
203 => 0.056070662335059
204 => 0.05749195017488
205 => 0.060039152069432
206 => 0.05738101410383
207 => 0.057284140991222
208 => 0.058231091205901
209 => 0.057363729296274
210 => 0.057911872082843
211 => 0.059950837792261
212 => 0.059993917924741
213 => 0.059272270200087
214 => 0.059228357870458
215 => 0.059366958209939
216 => 0.060178744727382
217 => 0.059895081574508
218 => 0.060223343756486
219 => 0.06063384064158
220 => 0.062331829805399
221 => 0.062741209244281
222 => 0.061746629446702
223 => 0.061836428866585
224 => 0.061464428720465
225 => 0.061105081240461
226 => 0.061912841897025
227 => 0.063389040373472
228 => 0.063379857019365
301 => 0.063722306372702
302 => 0.063935649482828
303 => 0.063019824677467
304 => 0.062423656404988
305 => 0.062652265255829
306 => 0.063017815786777
307 => 0.06253372214541
308 => 0.0595456719369
309 => 0.060452055492776
310 => 0.060301188949187
311 => 0.060086336645117
312 => 0.060997712319406
313 => 0.060909807912306
314 => 0.058276729639786
315 => 0.058445290767791
316 => 0.058286980400272
317 => 0.058798513584981
318 => 0.057336104825591
319 => 0.057785931910506
320 => 0.058068059241297
321 => 0.058234234406538
322 => 0.058834573050765
323 => 0.058764130239947
324 => 0.058830194226738
325 => 0.0597203379526
326 => 0.064222379457572
327 => 0.064467415643493
328 => 0.063260767846244
329 => 0.063742799841169
330 => 0.062817403819721
331 => 0.063438628368534
401 => 0.063863654427439
402 => 0.061943043395059
403 => 0.061829317274383
404 => 0.060900101814373
405 => 0.061399409569129
406 => 0.060604975029814
407 => 0.060799901477622
408 => 0.06025487013617
409 => 0.061235818036125
410 => 0.062332670212168
411 => 0.062609778387841
412 => 0.061880826080215
413 => 0.061353016569196
414 => 0.060426356939108
415 => 0.061967412555901
416 => 0.06241806418107
417 => 0.061965045474762
418 => 0.061860071141856
419 => 0.061661144970684
420 => 0.061902274269455
421 => 0.062415609835537
422 => 0.062173530262392
423 => 0.062333428085348
424 => 0.061724062470161
425 => 0.063020127853585
426 => 0.065078591597582
427 => 0.065085209895112
428 => 0.064843129017068
429 => 0.064744074737478
430 => 0.064992464409047
501 => 0.065127205616395
502 => 0.065930452267374
503 => 0.066792367926632
504 => 0.070814552225127
505 => 0.06968513896914
506 => 0.07325386015958
507 => 0.076076255280767
508 => 0.076922568169231
509 => 0.076144000133943
510 => 0.073480560942642
511 => 0.073349879909309
512 => 0.077330182536134
513 => 0.076205564734647
514 => 0.076071795025664
515 => 0.074648711329577
516 => 0.075489930046309
517 => 0.075305943173026
518 => 0.075015510892602
519 => 0.076620497604323
520 => 0.079624889450512
521 => 0.079156626806275
522 => 0.078807090464431
523 => 0.077275523962971
524 => 0.078197869084612
525 => 0.077869439653153
526 => 0.07928058091717
527 => 0.078444652092972
528 => 0.076197044648708
529 => 0.076554983542418
530 => 0.076500881798707
531 => 0.077614291850592
601 => 0.077280073789553
602 => 0.076435620358281
603 => 0.0796146207658
604 => 0.079408194161866
605 => 0.079700859890554
606 => 0.079829700395311
607 => 0.081764701923097
608 => 0.082557410135889
609 => 0.082737368778503
610 => 0.083490380270402
611 => 0.082718633166607
612 => 0.085806171828145
613 => 0.087859204875193
614 => 0.090243908407453
615 => 0.093728601215967
616 => 0.09503887794718
617 => 0.094802188183518
618 => 0.097444242500685
619 => 0.10219195537907
620 => 0.095761836698545
621 => 0.10253276728268
622 => 0.1003891688339
623 => 0.095306735473517
624 => 0.094979486683062
625 => 0.098421369562975
626 => 0.10605513452167
627 => 0.10414296298096
628 => 0.1060582621493
629 => 0.10382396393233
630 => 0.10371301219372
701 => 0.10594974727194
702 => 0.11117600070031
703 => 0.10869320359967
704 => 0.10513350514909
705 => 0.10776193108996
706 => 0.10548494529064
707 => 0.10035425899657
708 => 0.10414150077942
709 => 0.10160908005367
710 => 0.10234817505233
711 => 0.10767094674872
712 => 0.1070304967759
713 => 0.1078592983448
714 => 0.10639648526921
715 => 0.10502998719217
716 => 0.10247931705388
717 => 0.10172418937245
718 => 0.10193287949695
719 => 0.10172408595599
720 => 0.10029700945549
721 => 0.099988832421076
722 => 0.099475190528846
723 => 0.099634389629017
724 => 0.098668592600389
725 => 0.10049125113726
726 => 0.10082955262291
727 => 0.10215593150894
728 => 0.10229364056498
729 => 0.10598758688273
730 => 0.10395302332516
731 => 0.10531798421535
801 => 0.10519588926582
802 => 0.095416887215723
803 => 0.09676434741736
804 => 0.098860572634803
805 => 0.097916226015711
806 => 0.096581140839392
807 => 0.095502987976776
808 => 0.093869476143123
809 => 0.096168612680174
810 => 0.099191732740484
811 => 0.10237031187861
812 => 0.10618916644432
813 => 0.10533684256162
814 => 0.10229892104885
815 => 0.10243519998871
816 => 0.10327762277114
817 => 0.10218660872571
818 => 0.10186484738459
819 => 0.10323341770385
820 => 0.10324284229548
821 => 0.10198749878277
822 => 0.10059241419383
823 => 0.10058656873846
824 => 0.10033832691077
825 => 0.103868125602
826 => 0.10580915797928
827 => 0.1060316942132
828 => 0.10579417951766
829 => 0.10588558949735
830 => 0.10475614552475
831 => 0.10733771951992
901 => 0.1097068271091
902 => 0.1090718556666
903 => 0.10811994320778
904 => 0.10736169908401
905 => 0.10889323744838
906 => 0.10882504045588
907 => 0.10968613502107
908 => 0.10964707079767
909 => 0.1093575170828
910 => 0.10907186600747
911 => 0.11020444023262
912 => 0.10987827704437
913 => 0.10955160723459
914 => 0.10889642092043
915 => 0.10898547162202
916 => 0.10803372352431
917 => 0.10759340130528
918 => 0.10097201161178
919 => 0.099202559925525
920 => 0.099759265446531
921 => 0.099942547358898
922 => 0.099172479717427
923 => 0.10027655890115
924 => 0.10010448932988
925 => 0.10077391137437
926 => 0.1003556855439
927 => 0.10037284967786
928 => 0.10160276267014
929 => 0.10195981164422
930 => 0.10177821365426
1001 => 0.10190539866161
1002 => 0.10483632347457
1003 => 0.10441963969187
1004 => 0.10419828473712
1005 => 0.10425960157236
1006 => 0.1050085157018
1007 => 0.10521817076885
1008 => 0.10432984751756
1009 => 0.10474878589821
1010 => 0.10653257235179
1011 => 0.10715679665698
1012 => 0.10914902099447
1013 => 0.10830268868694
1014 => 0.10985616826581
1015 => 0.11463103487105
1016 => 0.11844552871095
1017 => 0.11493756253515
1018 => 0.12194239469928
1019 => 0.12739666132254
1020 => 0.12718731748498
1021 => 0.12623623993976
1022 => 0.12002670239835
1023 => 0.11431259337376
1024 => 0.11909268820672
1025 => 0.11910487365148
1026 => 0.11869425926607
1027 => 0.11614396858361
1028 => 0.1186055146784
1029 => 0.11880090326838
1030 => 0.11869153761601
1031 => 0.11673623572924
1101 => 0.11375085114834
1102 => 0.11433418814944
1103 => 0.11528970605701
1104 => 0.11348071131607
1105 => 0.11290262788548
1106 => 0.11397739496782
1107 => 0.11744051844371
1108 => 0.1167858350111
1109 => 0.11676873858089
1110 => 0.11956975193458
1111 => 0.11756483086986
1112 => 0.11434154589713
1113 => 0.11352762393161
1114 => 0.11063874927755
1115 => 0.11263410529093
1116 => 0.11270591460159
1117 => 0.11161307850511
1118 => 0.1144302235234
1119 => 0.1144042630361
1120 => 0.11707872295427
1121 => 0.12219128583654
1122 => 0.12067924941831
1123 => 0.11892091557301
1124 => 0.1191120952153
1125 => 0.1212088640197
1126 => 0.11994110973598
1127 => 0.1203970030155
1128 => 0.12120817397062
1129 => 0.12169757354808
1130 => 0.11904167814754
1201 => 0.11842246188351
1202 => 0.11715576272268
1203 => 0.11682530455568
1204 => 0.11785700459163
1205 => 0.11758518808266
1206 => 0.11269987930709
1207 => 0.11218933735844
1208 => 0.11220499495112
1209 => 0.11092121294629
1210 => 0.10896313724595
1211 => 0.11410884327582
1212 => 0.11369557106751
1213 => 0.11323935053427
1214 => 0.11329523494643
1215 => 0.11552881152984
1216 => 0.11423322431314
1217 => 0.11767775527131
1218 => 0.11696966325839
1219 => 0.11624341135721
1220 => 0.11614302122229
1221 => 0.11586347620124
1222 => 0.11490481230993
1223 => 0.11374716805441
1224 => 0.11298279104349
1225 => 0.10422065248988
1226 => 0.10584685443841
1227 => 0.10771765154723
1228 => 0.10836344321245
1229 => 0.10725877188167
1230 => 0.11494843146712
1231 => 0.11635340637279
]
'min_raw' => 0.048494993795602
'max_raw' => 0.12739666132254
'avg_raw' => 0.087945827559071
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.048494'
'max' => '$0.127396'
'avg' => '$0.087945'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0018802601834058
'max_diff' => -0.022974698646365
'year' => 2027
]
2 => [
'items' => [
101 => 0.11209764573928
102 => 0.11130156668632
103 => 0.1150006222773
104 => 0.11276963956478
105 => 0.11377425094363
106 => 0.11160283063561
107 => 0.11601498906048
108 => 0.11598137580567
109 => 0.11426494652528
110 => 0.11571566079947
111 => 0.115463563494
112 => 0.11352571906382
113 => 0.11607642218539
114 => 0.11607768730232
115 => 0.11442566143833
116 => 0.11249645690416
117 => 0.11215156069922
118 => 0.11189172773909
119 => 0.11371034796349
120 => 0.11534091717
121 => 0.11837500221093
122 => 0.1191378432783
123 => 0.12211526274946
124 => 0.12034235442231
125 => 0.12112826172073
126 => 0.12198147526654
127 => 0.12239053721629
128 => 0.12172399272065
129 => 0.12634915071411
130 => 0.12673965575994
131 => 0.12687058872395
201 => 0.12531101147171
202 => 0.1266962810953
203 => 0.12604815931373
204 => 0.12773439213596
205 => 0.12799881497338
206 => 0.1277748582372
207 => 0.12785879021943
208 => 0.12391203380579
209 => 0.12370737366494
210 => 0.12091681812249
211 => 0.12205399013278
212 => 0.11992810156561
213 => 0.12060224272934
214 => 0.12089939773086
215 => 0.12074418082146
216 => 0.12211828413205
217 => 0.12095001560729
218 => 0.11786676288933
219 => 0.11478267014123
220 => 0.11474395186902
221 => 0.11393196468721
222 => 0.11334504667762
223 => 0.1134581079083
224 => 0.11385655043203
225 => 0.11332188847382
226 => 0.11343598571065
227 => 0.11533076006802
228 => 0.11571074355247
229 => 0.11441941120316
301 => 0.10923452548228
302 => 0.10796214152107
303 => 0.10887670587992
304 => 0.10843960302188
305 => 0.087519223002664
306 => 0.092434155971795
307 => 0.08951386969689
308 => 0.090859671968277
309 => 0.087878815886065
310 => 0.08930143664855
311 => 0.089038730539511
312 => 0.096941797310434
313 => 0.096818401793119
314 => 0.096877464697312
315 => 0.09405823839259
316 => 0.098549342446348
317 => 0.10076182179811
318 => 0.10035235075333
319 => 0.10045540579359
320 => 0.098684578764179
321 => 0.096894610173793
322 => 0.094909259532864
323 => 0.098597795626954
324 => 0.098187693378702
325 => 0.099128320386061
326 => 0.10152059970508
327 => 0.1018728719222
328 => 0.10234632935439
329 => 0.10217662856794
330 => 0.106219589782
331 => 0.10572996050266
401 => 0.10690982618991
402 => 0.10448275295461
403 => 0.10173628920896
404 => 0.10225830217835
405 => 0.10220802813163
406 => 0.10156798181509
407 => 0.10099017661892
408 => 0.1000282937629
409 => 0.10307183345122
410 => 0.10294827129803
411 => 0.10494859893289
412 => 0.10459502159328
413 => 0.10223374558434
414 => 0.10231807901894
415 => 0.10288526189591
416 => 0.10484828830907
417 => 0.10543104820153
418 => 0.10516109060038
419 => 0.10580006021846
420 => 0.1063050757517
421 => 0.10586348239408
422 => 0.11211551310002
423 => 0.10951923406085
424 => 0.11078464239975
425 => 0.11108643483236
426 => 0.11031339986225
427 => 0.11048104346696
428 => 0.11073497784795
429 => 0.11227681768386
430 => 0.11632305154826
501 => 0.11811510098316
502 => 0.1235065701262
503 => 0.11796629622412
504 => 0.1176375592987
505 => 0.11860872569814
506 => 0.12177408883007
507 => 0.12433931834107
508 => 0.1251903529615
509 => 0.12530283123565
510 => 0.1268994287593
511 => 0.12781456868507
512 => 0.12670555982524
513 => 0.1257657909346
514 => 0.12239965541674
515 => 0.12278929476862
516 => 0.12547352351628
517 => 0.12926515472265
518 => 0.1325187687497
519 => 0.13137946651732
520 => 0.14007153832832
521 => 0.14093332174445
522 => 0.14081425114114
523 => 0.14277752201365
524 => 0.13888082914487
525 => 0.1372149174486
526 => 0.12596897963559
527 => 0.1291286294452
528 => 0.1337213660032
529 => 0.13311350009787
530 => 0.12977813204525
531 => 0.13251623857394
601 => 0.13161093492705
602 => 0.13089688437966
603 => 0.13416808836275
604 => 0.13057126520969
605 => 0.13368548494082
606 => 0.12969146592317
607 => 0.13138467075395
608 => 0.1304235258009
609 => 0.13104550437902
610 => 0.12740943032043
611 => 0.12937136762174
612 => 0.12732780727845
613 => 0.12732683836476
614 => 0.12728172665692
615 => 0.12968596633827
616 => 0.12976436850796
617 => 0.12798763175084
618 => 0.1277315762263
619 => 0.12867834770467
620 => 0.12756992626334
621 => 0.12808854967942
622 => 0.12758563483828
623 => 0.12747241811453
624 => 0.12657028799748
625 => 0.12618162553846
626 => 0.12633403010324
627 => 0.12581379475372
628 => 0.1255003341379
629 => 0.12721937145075
630 => 0.12630095916026
701 => 0.12707861159534
702 => 0.126192378498
703 => 0.12312030846925
704 => 0.12135352850916
705 => 0.11555067300589
706 => 0.1171963556282
707 => 0.11828744490937
708 => 0.11792683990846
709 => 0.11870155898604
710 => 0.11874912044539
711 => 0.11849725137595
712 => 0.11820561925995
713 => 0.11806366887415
714 => 0.11912165075213
715 => 0.11973584484233
716 => 0.11839695031563
717 => 0.11808326606115
718 => 0.11943696235003
719 => 0.12026271630424
720 => 0.12635961955108
721 => 0.12590794126582
722 => 0.12704156512445
723 => 0.12691393647484
724 => 0.12810215487912
725 => 0.13004438979156
726 => 0.12609528315715
727 => 0.12678071151905
728 => 0.12661266031357
729 => 0.12844739930966
730 => 0.12845312716454
731 => 0.12735310948437
801 => 0.12794944691454
802 => 0.12761658772068
803 => 0.1282181092726
804 => 0.12590190882694
805 => 0.12872279095137
806 => 0.13032204934229
807 => 0.1303442550466
808 => 0.13110229083139
809 => 0.13187249909122
810 => 0.13335084677495
811 => 0.13183126877669
812 => 0.12909769588577
813 => 0.1292950510191
814 => 0.12769235823333
815 => 0.12771929978861
816 => 0.12757548365508
817 => 0.12800708669777
818 => 0.12599662142367
819 => 0.12646847360504
820 => 0.12580787778796
821 => 0.12677927551276
822 => 0.12573421213867
823 => 0.12661257927419
824 => 0.12699165341154
825 => 0.12839044513927
826 => 0.12552760946316
827 => 0.11969009372263
828 => 0.12091721030433
829 => 0.11910220849207
830 => 0.11927019382
831 => 0.11960955091707
901 => 0.11850958353472
902 => 0.11871942264732
903 => 0.1187119257176
904 => 0.11864732122747
905 => 0.11836117722857
906 => 0.11794621181829
907 => 0.11959930629321
908 => 0.11988019925716
909 => 0.12050458952074
910 => 0.1223623514172
911 => 0.1221767171947
912 => 0.12247949431348
913 => 0.1218185335632
914 => 0.11930085389352
915 => 0.11943757601251
916 => 0.11773264899793
917 => 0.12046099070378
918 => 0.11981488337548
919 => 0.11939833377775
920 => 0.11928467436071
921 => 0.12114704128957
922 => 0.12170429066372
923 => 0.12135705024937
924 => 0.12064485002891
925 => 0.12201248499528
926 => 0.12237840641639
927 => 0.12246032272792
928 => 0.12488350967032
929 => 0.12259575195975
930 => 0.12314643797904
1001 => 0.12744273310129
1002 => 0.12354658627361
1003 => 0.12561046214268
1004 => 0.12550944615878
1005 => 0.12656525521564
1006 => 0.12542283899936
1007 => 0.12543700061753
1008 => 0.12637448753333
1009 => 0.12505795623675
1010 => 0.1247319645733
1011 => 0.12428160942503
1012 => 0.12526494341535
1013 => 0.12585440767018
1014 => 0.1306050566503
1015 => 0.13367419254737
1016 => 0.13354095326381
1017 => 0.13475851090208
1018 => 0.13420999003449
1019 => 0.13243867146055
1020 => 0.13546209627698
1021 => 0.13450535815959
1022 => 0.13458423048755
1023 => 0.13458129485557
1024 => 0.13521744206413
1025 => 0.13476667346483
1026 => 0.13387816228515
1027 => 0.1344679974713
1028 => 0.13621959710422
1029 => 0.14165661611045
1030 => 0.14469924397725
1031 => 0.14147344609243
1101 => 0.14369855827823
1102 => 0.14236428385529
1103 => 0.14212180650141
1104 => 0.14351934138859
1105 => 0.14491932247559
1106 => 0.14483014973263
1107 => 0.1438138353533
1108 => 0.14323974514843
1109 => 0.14758694851399
1110 => 0.15078989390105
1111 => 0.15057147449847
1112 => 0.15153550670766
1113 => 0.15436593509024
1114 => 0.15462471398946
1115 => 0.15459211379612
1116 => 0.15395070329362
1117 => 0.15673762761384
1118 => 0.15906252891303
1119 => 0.15380223529442
1120 => 0.15580528624209
1121 => 0.15670452034676
1122 => 0.15802486280317
1123 => 0.16025250184221
1124 => 0.16267230869069
1125 => 0.16301449591089
1126 => 0.16277169770299
1127 => 0.16117577003852
1128 => 0.16382355156642
1129 => 0.16537455988735
1130 => 0.16629814984827
1201 => 0.16864022031844
1202 => 0.15671007371046
1203 => 0.14826532297457
1204 => 0.14694655320348
1205 => 0.14962832339105
1206 => 0.1503354848028
1207 => 0.15005042892443
1208 => 0.14054509420804
1209 => 0.14689650958338
1210 => 0.15373009848507
1211 => 0.15399260446545
1212 => 0.15741364195324
1213 => 0.15852767199233
1214 => 0.16128205557564
1215 => 0.16110976813256
1216 => 0.16178041670328
1217 => 0.16162624621089
1218 => 0.16672816179507
1219 => 0.17235633232622
1220 => 0.17216144667722
1221 => 0.17135233057387
1222 => 0.17255400596213
1223 => 0.17836288110169
1224 => 0.17782809296417
1225 => 0.17834759408663
1226 => 0.18519658525002
1227 => 0.19410124802006
1228 => 0.18996413814985
1229 => 0.19894047614691
1230 => 0.20459060510083
1231 => 0.21436191889239
]
'min_raw' => 0.087519223002664
'max_raw' => 0.21436191889239
'avg_raw' => 0.15094057094753
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.087519'
'max' => '$0.214361'
'avg' => '$0.15094'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.039024229207062
'max_diff' => 0.086965257569852
'year' => 2028
]
3 => [
'items' => [
101 => 0.21313850228095
102 => 0.2169424030348
103 => 0.21094833121173
104 => 0.19718473070418
105 => 0.19500658823891
106 => 0.19936728461372
107 => 0.21008763114068
108 => 0.19902966275112
109 => 0.2012666753544
110 => 0.20062241557416
111 => 0.2005880857084
112 => 0.20189831705484
113 => 0.19999775814975
114 => 0.19225453926641
115 => 0.19580321084957
116 => 0.19443289833011
117 => 0.19595336223402
118 => 0.20415867883642
119 => 0.20053091277618
120 => 0.1967093559275
121 => 0.2015024362871
122 => 0.20760567466596
123 => 0.20722374497679
124 => 0.20648264174556
125 => 0.21066020185708
126 => 0.21756030725104
127 => 0.21942537801216
128 => 0.22080213511833
129 => 0.22099196666276
130 => 0.22294734955013
131 => 0.21243276294485
201 => 0.22911968192116
202 => 0.23200105186153
203 => 0.23145947373329
204 => 0.23466199515544
205 => 0.23371973211291
206 => 0.23235454080084
207 => 0.23743121845078
208 => 0.23161121719189
209 => 0.22335045812267
210 => 0.21881844231801
211 => 0.22478656631687
212 => 0.22843109138415
213 => 0.2308398906183
214 => 0.23156879181111
215 => 0.21324898037183
216 => 0.20337561806937
217 => 0.20970433010692
218 => 0.21742579557709
219 => 0.2123898698143
220 => 0.21258726856993
221 => 0.20540736185019
222 => 0.21806105800536
223 => 0.21621752090989
224 => 0.22578179462236
225 => 0.22349920394278
226 => 0.23129849787234
227 => 0.22924468239788
228 => 0.23776995560507
301 => 0.24117091789997
302 => 0.24688166291063
303 => 0.25108251018738
304 => 0.25354932805769
305 => 0.25340122956556
306 => 0.26317599093153
307 => 0.25741215565817
308 => 0.25017142012316
309 => 0.25004045806156
310 => 0.25379053759716
311 => 0.26164967551969
312 => 0.2636874356372
313 => 0.26482626554654
314 => 0.26308210789743
315 => 0.25682587780599
316 => 0.25412446937232
317 => 0.25642614762515
318 => 0.25361139290741
319 => 0.25847044923091
320 => 0.26514297140152
321 => 0.2637651219593
322 => 0.2683710660659
323 => 0.27313773365678
324 => 0.27995428239617
325 => 0.28173638065272
326 => 0.28468212130366
327 => 0.28771425605888
328 => 0.28868809602393
329 => 0.29054745868201
330 => 0.290537658923
331 => 0.29614097344266
401 => 0.30232160287806
402 => 0.30465464740803
403 => 0.31001935465985
404 => 0.30083248149287
405 => 0.30780083032121
406 => 0.31408645539347
407 => 0.30659247405642
408 => 0.31692118145583
409 => 0.3173222217588
410 => 0.32337745419659
411 => 0.31723931607872
412 => 0.31359450925796
413 => 0.32411692998036
414 => 0.32920839791479
415 => 0.3276748063372
416 => 0.31600409870899
417 => 0.30921124628917
418 => 0.29143304126314
419 => 0.31249209307778
420 => 0.32274934291573
421 => 0.31597753490988
422 => 0.31939284097548
423 => 0.3380256434527
424 => 0.3451198082514
425 => 0.34364427156523
426 => 0.34389361297579
427 => 0.34772149553297
428 => 0.36469643484495
429 => 0.3545246577332
430 => 0.36230060020591
501 => 0.3664249320552
502 => 0.37025584132832
503 => 0.36084833892484
504 => 0.34860931652156
505 => 0.34473270436724
506 => 0.31530421206144
507 => 0.31377233123546
508 => 0.3129124401071
509 => 0.30749094817679
510 => 0.30323114059118
511 => 0.2998435834426
512 => 0.2909536218745
513 => 0.29395372293618
514 => 0.27978497967582
515 => 0.28884963950436
516 => 0.26623598314456
517 => 0.28506930812943
518 => 0.27481918558638
519 => 0.28170186719788
520 => 0.28167785417012
521 => 0.26900465516716
522 => 0.26169501846517
523 => 0.26635300346699
524 => 0.27134673314026
525 => 0.27215694897882
526 => 0.2786314498499
527 => 0.28043834387408
528 => 0.27496337062498
529 => 0.26576736538016
530 => 0.26790338765998
531 => 0.26165173204184
601 => 0.25069594603751
602 => 0.25856458281549
603 => 0.26125128137103
604 => 0.262437880511
605 => 0.25166412325627
606 => 0.24827877481718
607 => 0.24647644371403
608 => 0.26437660860962
609 => 0.26535722004994
610 => 0.26034027327679
611 => 0.28301734841784
612 => 0.27788482789863
613 => 0.28361911081665
614 => 0.26770956602681
615 => 0.26831733206283
616 => 0.26078549859756
617 => 0.26500282206081
618 => 0.26202215376766
619 => 0.26466210400139
620 => 0.26624447928656
621 => 0.27377507685207
622 => 0.28515529545706
623 => 0.27265025669908
624 => 0.26720163223677
625 => 0.27058192820896
626 => 0.27958410183309
627 => 0.29322285568644
628 => 0.28514843889976
629 => 0.2887317279572
630 => 0.28951451720682
701 => 0.28356074119947
702 => 0.29344237990021
703 => 0.29873803035822
704 => 0.30417027194769
705 => 0.30888693511187
706 => 0.3020005151993
707 => 0.30936997163527
708 => 0.30343149063206
709 => 0.2981040592633
710 => 0.29811213877762
711 => 0.29477016325865
712 => 0.28829466457462
713 => 0.28710048326531
714 => 0.29331276524481
715 => 0.29829442708707
716 => 0.29870474061695
717 => 0.30146284457986
718 => 0.30309506209438
719 => 0.31909301262875
720 => 0.32552752067567
721 => 0.33339551531643
722 => 0.33646054264489
723 => 0.34568517603044
724 => 0.33823553538351
725 => 0.33662375876912
726 => 0.31424781553037
727 => 0.31791187498219
728 => 0.32377838769371
729 => 0.31434455216421
730 => 0.32032814943806
731 => 0.32150943828984
801 => 0.31402399404282
802 => 0.31802229324211
803 => 0.3074039959819
804 => 0.28538674532088
805 => 0.29346689139416
806 => 0.29941659865185
807 => 0.29092563280151
808 => 0.30614536044249
809 => 0.29725430975358
810 => 0.29443627353089
811 => 0.28344210952374
812 => 0.28863093173094
813 => 0.29564888806295
814 => 0.29131260697476
815 => 0.30031104132863
816 => 0.3130552241685
817 => 0.3221374877894
818 => 0.32283471121529
819 => 0.31699542417146
820 => 0.32635291892504
821 => 0.32642107805851
822 => 0.31586578574998
823 => 0.30940072798313
824 => 0.3079318532559
825 => 0.31160139031437
826 => 0.31605688573726
827 => 0.32308196020259
828 => 0.32732706557205
829 => 0.33839604894569
830 => 0.34139099847397
831 => 0.34468153999359
901 => 0.34907871822923
902 => 0.35435865811447
903 => 0.34280645023271
904 => 0.34326544098786
905 => 0.33250818495957
906 => 0.32101251414678
907 => 0.32973629533809
908 => 0.34114147876975
909 => 0.33852511708892
910 => 0.33823072295241
911 => 0.3387258122319
912 => 0.33675316096694
913 => 0.32783093240538
914 => 0.32335024507787
915 => 0.3291314748756
916 => 0.33220394122017
917 => 0.33696906857336
918 => 0.33638166604744
919 => 0.34865612237194
920 => 0.35342560493935
921 => 0.35220536720094
922 => 0.35242992031147
923 => 0.36106484067959
924 => 0.37066864803575
925 => 0.37966388095879
926 => 0.38881421824235
927 => 0.37778312950327
928 => 0.37218222294454
929 => 0.3779609288382
930 => 0.37489466614985
1001 => 0.3925143210697
1002 => 0.39373426774753
1003 => 0.41135264856579
1004 => 0.42807458992007
1005 => 0.41757183816014
1006 => 0.42747546001543
1007 => 0.43818703450606
1008 => 0.4588513995888
1009 => 0.45189236841006
1010 => 0.44656185958907
1011 => 0.44152455451006
1012 => 0.45200638672982
1013 => 0.46549109642917
1014 => 0.46839557374347
1015 => 0.47310193658836
1016 => 0.46815377152363
1017 => 0.47411329132159
1018 => 0.49515301495412
1019 => 0.48946789590583
1020 => 0.48139411292878
1021 => 0.49800295406012
1022 => 0.50401362910031
1023 => 0.54619969434738
1024 => 0.59946134434123
1025 => 0.57741067150892
1026 => 0.56372310731115
1027 => 0.56694000957099
1028 => 0.58638936112811
1029 => 0.59263587555669
1030 => 0.57565569603715
1031 => 0.58165338250417
1101 => 0.61470122461695
1102 => 0.63243033160874
1103 => 0.60835182297715
1104 => 0.54192017263008
1105 => 0.48066715710886
1106 => 0.49691421508433
1107 => 0.49507230291482
1108 => 0.53057808646274
1109 => 0.48933230769673
1110 => 0.49002678083045
1111 => 0.52626678638086
1112 => 0.516598574211
1113 => 0.50093730870687
1114 => 0.48078150167884
1115 => 0.44352162820103
1116 => 0.41051951919329
1117 => 0.47524425488926
1118 => 0.47245320659175
1119 => 0.46841135504678
1120 => 0.4774060582861
1121 => 0.52108178402515
1122 => 0.52007491718234
1123 => 0.51366974403634
1124 => 0.51852801141497
1125 => 0.50008563094602
1126 => 0.50483865231807
1127 => 0.48065745431825
1128 => 0.4915883657102
1129 => 0.50090370666493
1130 => 0.50277389927757
1201 => 0.50698753872825
1202 => 0.47098245096518
1203 => 0.48714767831696
1204 => 0.49664323490917
1205 => 0.45374196477429
1206 => 0.4957952147367
1207 => 0.47035568249132
1208 => 0.46172112315829
1209 => 0.47334641978353
1210 => 0.4688160303827
1211 => 0.46492106760926
1212 => 0.46274761145772
1213 => 0.47128394626213
1214 => 0.47088571604038
1215 => 0.45691861546918
1216 => 0.4386991021459
1217 => 0.44481416885233
1218 => 0.44259250778883
1219 => 0.43454092149472
1220 => 0.43996671850471
1221 => 0.41607425440572
1222 => 0.37496851174562
1223 => 0.40212422444983
1224 => 0.40107875905045
1225 => 0.400551587988
1226 => 0.42095835555644
1227 => 0.41899671571897
1228 => 0.41543632020552
1229 => 0.43447553203902
1230 => 0.42752596360625
1231 => 0.44894289599178
]
'min_raw' => 0.19225453926641
'max_raw' => 0.63243033160874
'avg_raw' => 0.41234243543758
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.192254'
'max' => '$0.63243'
'avg' => '$0.412342'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.10473531626375
'max_diff' => 0.41806841271635
'year' => 2029
]
4 => [
'items' => [
101 => 0.46304947282122
102 => 0.45947158863732
103 => 0.47273889232841
104 => 0.44495504763855
105 => 0.45418372635015
106 => 0.45608574424221
107 => 0.43424059112037
108 => 0.41931766425639
109 => 0.41832247516838
110 => 0.39244817649223
111 => 0.40627001799499
112 => 0.41843266653075
113 => 0.41260770174178
114 => 0.41076369190546
115 => 0.42018433824226
116 => 0.42091640314501
117 => 0.40422524578157
118 => 0.40769586593764
119 => 0.42216892893105
120 => 0.40733118188426
121 => 0.37850386310457
122 => 0.37135428947835
123 => 0.37040040456382
124 => 0.35101019384966
125 => 0.37183205817507
126 => 0.36274275640575
127 => 0.39145575178846
128 => 0.37505504281674
129 => 0.37434804103265
130 => 0.37327930414139
131 => 0.35658934878019
201 => 0.3602433883023
202 => 0.37238997219971
203 => 0.37672401017537
204 => 0.37627193450678
205 => 0.37233044731206
206 => 0.37413483996612
207 => 0.36832226253532
208 => 0.36626972046617
209 => 0.35979133309975
210 => 0.35026989337129
211 => 0.35159390796392
212 => 0.33272944444162
213 => 0.32245108350182
214 => 0.3196061686603
215 => 0.31580182963705
216 => 0.32003587887594
217 => 0.33267600378666
218 => 0.31742933139224
219 => 0.29128998100172
220 => 0.29286100049947
221 => 0.29639061487105
222 => 0.28981320184035
223 => 0.28358823240721
224 => 0.28900033828159
225 => 0.27792475093216
226 => 0.29772904668799
227 => 0.29719339598869
228 => 0.30457521275703
301 => 0.3091912142724
302 => 0.29855282522771
303 => 0.29587729915223
304 => 0.2974014004007
305 => 0.27221140174093
306 => 0.30251665245408
307 => 0.3027787335207
308 => 0.30053463631427
309 => 0.31667124674937
310 => 0.35072452790246
311 => 0.33791231374261
312 => 0.33295103716869
313 => 0.323519646775
314 => 0.33608641449404
315 => 0.33512148280534
316 => 0.33075769576953
317 => 0.32811846375442
318 => 0.33298132966552
319 => 0.32751590085309
320 => 0.32653415965843
321 => 0.32058587616379
322 => 0.31846260958585
323 => 0.31689062754123
324 => 0.31516002976986
325 => 0.3189772972154
326 => 0.31032686698046
327 => 0.29989529612925
328 => 0.29902802388414
329 => 0.30142263880426
330 => 0.30036319996022
331 => 0.29902295169855
401 => 0.29646405277212
402 => 0.29570488212287
403 => 0.29817181843568
404 => 0.29538679116984
405 => 0.29949625060888
406 => 0.29837870502822
407 => 0.29213618625953
408 => 0.28435569659727
409 => 0.28428643391915
410 => 0.28261014018397
411 => 0.28047512807978
412 => 0.27988121655485
413 => 0.28854454582044
414 => 0.30647737812857
415 => 0.30295673405018
416 => 0.30550076020693
417 => 0.31801485098295
418 => 0.32199270412881
419 => 0.31916931818649
420 => 0.31530449336979
421 => 0.31547452604741
422 => 0.32868180240811
423 => 0.32950552403435
424 => 0.33158680284119
425 => 0.33426183427731
426 => 0.31962488760723
427 => 0.31478512717553
428 => 0.3124917801833
429 => 0.30542915908423
430 => 0.31304559043621
501 => 0.30860782205552
502 => 0.30920662862583
503 => 0.30881665506136
504 => 0.30902960699746
505 => 0.29772351098371
506 => 0.30184285814021
507 => 0.29499364453201
508 => 0.28582331637095
509 => 0.28579257421542
510 => 0.28803699904124
511 => 0.28670192733049
512 => 0.28310928368469
513 => 0.28361960175777
514 => 0.27914867845562
515 => 0.28416245279533
516 => 0.28430622990325
517 => 0.28237565368033
518 => 0.29010006481818
519 => 0.29326476236388
520 => 0.29199401573701
521 => 0.29317560339299
522 => 0.30310303270639
523 => 0.30472163684858
524 => 0.30544051388955
525 => 0.30447731388761
526 => 0.2933570585768
527 => 0.29385028918681
528 => 0.2902312902342
529 => 0.28717361747996
530 => 0.28729590835475
531 => 0.28886794962007
601 => 0.29573314602469
602 => 0.3101805471328
603 => 0.31072881544394
604 => 0.31139333263116
605 => 0.30869040727117
606 => 0.30787517911909
607 => 0.30895067547993
608 => 0.31437635972787
609 => 0.32833269267248
610 => 0.32339959249772
611 => 0.31938890526736
612 => 0.3229073592419
613 => 0.32236572083107
614 => 0.31779374755807
615 => 0.31766542749572
616 => 0.30889034903655
617 => 0.30564640232906
618 => 0.30293551765508
619 => 0.29997530236053
620 => 0.2982203875066
621 => 0.30091673431677
622 => 0.30153342073449
623 => 0.29563781130999
624 => 0.29483426153045
625 => 0.29964874345207
626 => 0.29753006946035
627 => 0.29970917820142
628 => 0.3002147501214
629 => 0.30013334139798
630 => 0.29792120242246
701 => 0.29933115383852
702 => 0.29599619841278
703 => 0.2923699352814
704 => 0.29005660532776
705 => 0.28803791812452
706 => 0.28915800311166
707 => 0.28516510465192
708 => 0.28388769607347
709 => 0.29885349402367
710 => 0.30990888987892
711 => 0.30974814004476
712 => 0.30876961677086
713 => 0.30731572967204
714 => 0.31426999883089
715 => 0.31184727051094
716 => 0.31361000778943
717 => 0.31405869840865
718 => 0.31541674977608
719 => 0.31590213641147
720 => 0.31443496087661
721 => 0.30951094058123
722 => 0.29724075016695
723 => 0.29152894340635
724 => 0.28964395203769
725 => 0.28971246789383
726 => 0.28782249471317
727 => 0.28837917651753
728 => 0.28762890349964
729 => 0.2862080679143
730 => 0.28907027051808
731 => 0.2894001127049
801 => 0.28873204041641
802 => 0.28888939562492
803 => 0.28335804241357
804 => 0.28377857918477
805 => 0.28143697700355
806 => 0.280997954823
807 => 0.27507858841551
808 => 0.26459157279875
809 => 0.27040239744967
810 => 0.26338373839695
811 => 0.26072566586365
812 => 0.27330856782122
813 => 0.27204559346005
814 => 0.26988393035549
815 => 0.26668638009378
816 => 0.26550037759795
817 => 0.258294601876
818 => 0.25786884620503
819 => 0.26144022322514
820 => 0.25979215561394
821 => 0.2574776445158
822 => 0.24909471993658
823 => 0.23966953721859
824 => 0.23995402424026
825 => 0.24295199950109
826 => 0.25166901690401
827 => 0.24826312739876
828 => 0.24579211548462
829 => 0.24532936923145
830 => 0.25112160741481
831 => 0.25931883795569
901 => 0.26316479512277
902 => 0.25935356837365
903 => 0.25497543629527
904 => 0.25524191290857
905 => 0.25701466243323
906 => 0.25720095334294
907 => 0.25435123943917
908 => 0.25515341721079
909 => 0.25393483582303
910 => 0.24645640409568
911 => 0.2463211429801
912 => 0.2444858152282
913 => 0.24443024223328
914 => 0.24130789188335
915 => 0.2408710534856
916 => 0.23467143735269
917 => 0.23875204346554
918 => 0.23601498712648
919 => 0.23188959761719
920 => 0.23117837891083
921 => 0.2311569988177
922 => 0.23539285142352
923 => 0.23870254506161
924 => 0.23606259939333
925 => 0.23546153493786
926 => 0.24187933080943
927 => 0.24106260778527
928 => 0.24035533091364
929 => 0.25858486586876
930 => 0.24415476648343
1001 => 0.23786241951015
1002 => 0.23007444524643
1003 => 0.23261024893707
1004 => 0.2331445800334
1005 => 0.21441590581703
1006 => 0.20681768501996
1007 => 0.20421026197531
1008 => 0.20270965314957
1009 => 0.20339349943492
1010 => 0.19655420953514
1011 => 0.20115032545921
1012 => 0.19522807851678
1013 => 0.19423519454423
1014 => 0.20482490570289
1015 => 0.20629840214643
1016 => 0.20001200853885
1017 => 0.20404889090959
1018 => 0.2025850612451
1019 => 0.19532959844273
1020 => 0.19505249313125
1021 => 0.19141195693887
1022 => 0.18571522274452
1023 => 0.18311166235391
1024 => 0.18175570549733
1025 => 0.18231519972343
1026 => 0.18203230232191
1027 => 0.18018620541782
1028 => 0.18213811843549
1029 => 0.17715178726148
1030 => 0.1751661900104
1031 => 0.17426934179759
1101 => 0.16984368587814
1102 => 0.1768868725441
1103 => 0.17827446904502
1104 => 0.17966479953969
1105 => 0.19176667727692
1106 => 0.19116210166472
1107 => 0.19662717075875
1108 => 0.19641480822337
1109 => 0.1948560819895
1110 => 0.18828007240684
1111 => 0.19090115262039
1112 => 0.18283387512939
1113 => 0.1888784279472
1114 => 0.18611994646771
1115 => 0.1879457825842
1116 => 0.18466276461775
1117 => 0.18647972231287
1118 => 0.17860351965182
1119 => 0.17124883242809
1120 => 0.17420857326363
1121 => 0.17742615003927
1122 => 0.18440267631218
1123 => 0.18024751481913
1124 => 0.18174186801608
1125 => 0.17673603495799
1126 => 0.16640757151363
1127 => 0.16646602949505
1128 => 0.16487722041195
1129 => 0.16350425739422
1130 => 0.18072478510073
1201 => 0.17858314026416
1202 => 0.17517070950865
1203 => 0.17973838367951
1204 => 0.18094614922903
1205 => 0.1809805326163
1206 => 0.18431298978263
1207 => 0.18609152276968
1208 => 0.18640499691725
1209 => 0.19164869027097
1210 => 0.19340630711715
1211 => 0.20064568215931
1212 => 0.18594062667165
1213 => 0.18563778573081
1214 => 0.17980266022223
1215 => 0.176101931375
1216 => 0.18005605229251
1217 => 0.18355886363409
1218 => 0.17991150233466
1219 => 0.18038777072037
1220 => 0.17549148617625
1221 => 0.17724167750917
1222 => 0.17874917806132
1223 => 0.17791682486321
1224 => 0.17667075183929
1225 => 0.18327167304961
1226 => 0.18289922320571
1227 => 0.18904615279128
1228 => 0.19383812397439
1229 => 0.20242619300183
1230 => 0.19346409526553
1231 => 0.19313748080291
]
'min_raw' => 0.16350425739422
'max_raw' => 0.47273889232841
'avg_raw' => 0.31812157486131
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.1635042'
'max' => '$0.472738'
'avg' => '$0.318121'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.028750281872198
'max_diff' => -0.15969143928033
'year' => 2030
]
5 => [
'items' => [
101 => 0.19633018956565
102 => 0.19340581833007
103 => 0.1952539200051
104 => 0.20212843525044
105 => 0.20227368292486
106 => 0.19984059723735
107 => 0.19969254375214
108 => 0.20015984447347
109 => 0.20289683939415
110 => 0.20194044926951
111 => 0.20304720813458
112 => 0.20443122704265
113 => 0.21015611605829
114 => 0.21153636741844
115 => 0.20818307219156
116 => 0.20848583720529
117 => 0.20723161274042
118 => 0.20602004762275
119 => 0.2087434690724
120 => 0.21372057530063
121 => 0.2136896129811
122 => 0.21484420488492
123 => 0.21556350607585
124 => 0.21247573880373
125 => 0.21046571584993
126 => 0.2112364865515
127 => 0.21246896568852
128 => 0.21083681017831
129 => 0.20076239028131
130 => 0.20381832572163
131 => 0.20330966863675
201 => 0.20258527909307
202 => 0.20565804580916
203 => 0.20536166996333
204 => 0.19648406273187
205 => 0.1970523783435
206 => 0.19651862388654
207 => 0.19824329373289
208 => 0.19331268049848
209 => 0.1948293039212
210 => 0.19578051591446
211 => 0.19634078708605
212 => 0.19836487073937
213 => 0.19812736788454
214 => 0.19835010722844
215 => 0.20135128894804
216 => 0.21653023620455
217 => 0.21735639281326
218 => 0.21328809551938
219 => 0.21491330004467
220 => 0.21179326274927
221 => 0.2138877646881
222 => 0.21532076972007
223 => 0.20884529553162
224 => 0.20846185997566
225 => 0.20532894517649
226 => 0.2070123961322
227 => 0.20433390461725
228 => 0.20499111274537
301 => 0.20315350152479
302 => 0.20646083585708
303 => 0.21015894954838
304 => 0.21109323910974
305 => 0.20863552551076
306 => 0.20685597889387
307 => 0.20373168125372
308 => 0.2089274578588
309 => 0.21044686127655
310 => 0.20891947707948
311 => 0.20856554878702
312 => 0.20789485531233
313 => 0.20870783957824
314 => 0.21043858627923
315 => 0.20962239809692
316 => 0.21016150477072
317 => 0.20810698605457
318 => 0.21247676098318
319 => 0.21941701521342
320 => 0.21943932926561
321 => 0.21862313668374
322 => 0.21828916826435
323 => 0.21912663138406
324 => 0.21958092077197
325 => 0.22228912293663
326 => 0.22519513175885
327 => 0.23875620694117
328 => 0.23494831129549
329 => 0.24698050394922
330 => 0.25649640615363
331 => 0.25934980914477
401 => 0.25672481265591
402 => 0.24774484146705
403 => 0.24730424123931
404 => 0.26072410944151
405 => 0.25693238200549
406 => 0.25648136809215
407 => 0.25168334205426
408 => 0.25451956968974
409 => 0.25389924510091
410 => 0.25292003239013
411 => 0.25833135714529
412 => 0.26846087401465
413 => 0.26688209381656
414 => 0.26570360763618
415 => 0.26053982424595
416 => 0.26364957521964
417 => 0.26254225246127
418 => 0.26730001375564
419 => 0.26448162136217
420 => 0.25690365594089
421 => 0.25811047191153
422 => 0.25792806410535
423 => 0.26168200383108
424 => 0.26055516430393
425 => 0.25770803060254
426 => 0.26842625242721
427 => 0.2677302707198
428 => 0.26871701365734
429 => 0.26915140841449
430 => 0.27567540116291
501 => 0.27834807224746
502 => 0.27895481537534
503 => 0.28149364619386
504 => 0.27889164695176
505 => 0.2893014991142
506 => 0.29622344337051
507 => 0.30426363782421
508 => 0.3160125229216
509 => 0.32043021240148
510 => 0.31963219633814
511 => 0.32854006693081
512 => 0.344547312375
513 => 0.32286771830708
514 => 0.34569638350277
515 => 0.33846909167143
516 => 0.32133331275274
517 => 0.32022997060794
518 => 0.33183451904216
519 => 0.35757229057285
520 => 0.3511252707198
521 => 0.35758283558775
522 => 0.35004974315554
523 => 0.34967566162239
524 => 0.3572169701025
525 => 0.37483764842159
526 => 0.36646672465344
527 => 0.35446495279708
528 => 0.36332687436756
529 => 0.35564985777108
530 => 0.33835139071757
531 => 0.35112034080522
601 => 0.34258210752037
602 => 0.34507401791033
603 => 0.36302011430875
604 => 0.36086079251061
605 => 0.36365515486522
606 => 0.35872317845053
607 => 0.35411593477792
608 => 0.34551617232459
609 => 0.34297020662532
610 => 0.34367381995035
611 => 0.3429698579495
612 => 0.33815836989275
613 => 0.33711932950501
614 => 0.33538755000402
615 => 0.33592430088517
616 => 0.33266804877336
617 => 0.33881326928437
618 => 0.33995387636271
619 => 0.34442585538176
620 => 0.34489015107874
621 => 0.35734454899215
622 => 0.3504848759091
623 => 0.35508693684889
624 => 0.35467528520216
625 => 0.32170469704214
626 => 0.32624775318863
627 => 0.33331532286301
628 => 0.33013139230456
629 => 0.32563005941993
630 => 0.32199499176939
701 => 0.31648749257408
702 => 0.32423919192933
703 => 0.33443185228017
704 => 0.34514865376568
705 => 0.35802418855788
706 => 0.35515051908001
707 => 0.34490795459878
708 => 0.34536742855921
709 => 0.34820771578625
710 => 0.34452928575993
711 => 0.34344444493368
712 => 0.34805867531559
713 => 0.34809045098429
714 => 0.34385797268589
715 => 0.33915434759256
716 => 0.33913463923168
717 => 0.33829767457795
718 => 0.35019863730811
719 => 0.35674296348664
720 => 0.3574932599363
721 => 0.35669246255753
722 => 0.35700065768611
723 => 0.35319265847721
724 => 0.36189661544167
725 => 0.3698842270844
726 => 0.36774337653371
727 => 0.3645339372184
728 => 0.36197746421622
729 => 0.36714115274028
730 => 0.3669112218187
731 => 0.36981446226494
801 => 0.36968275450837
802 => 0.36870650394269
803 => 0.3677434113987
804 => 0.3715619644726
805 => 0.3704622825114
806 => 0.36936089244038
807 => 0.36715188603855
808 => 0.36745212669627
809 => 0.36424324153591
810 => 0.36275866443213
811 => 0.34043418678984
812 => 0.33446835689046
813 => 0.33634532842247
814 => 0.33696327618635
815 => 0.33436693936873
816 => 0.338089419421
817 => 0.33750927484793
818 => 0.3397662780085
819 => 0.33835620042147
820 => 0.33841407049749
821 => 0.34256080802073
822 => 0.34376462356521
823 => 0.34315235326331
824 => 0.34358116639536
825 => 0.35346298403289
826 => 0.35205810556757
827 => 0.35131179188314
828 => 0.35151852587413
829 => 0.35404354214907
830 => 0.35475040884528
831 => 0.35175536498281
901 => 0.35316784498249
902 => 0.35918200555075
903 => 0.36128662137763
904 => 0.36800354482413
905 => 0.36515007636027
906 => 0.37038774122092
907 => 0.38648653735103
908 => 0.39934736965172
909 => 0.38752001677163
910 => 0.41113729747473
911 => 0.4295267381998
912 => 0.42882092083555
913 => 0.42561429648971
914 => 0.4046784071328
915 => 0.38541288961004
916 => 0.40152931307491
917 => 0.4015703971527
918 => 0.40018598208411
919 => 0.39158749899259
920 => 0.39988677351082
921 => 0.40054553978354
922 => 0.40017680585091
923 => 0.39358436902484
924 => 0.38351893647743
925 => 0.38548569790395
926 => 0.38870729324144
927 => 0.38260814117238
928 => 0.38065909252565
929 => 0.38428274478159
930 => 0.39595890736814
1001 => 0.39375159646656
1002 => 0.39369395465847
1003 => 0.40313776674094
1004 => 0.3963780353921
1005 => 0.38551050506398
1006 => 0.38276631033102
1007 => 0.37302626774007
1008 => 0.37975374985048
1009 => 0.37999585995493
1010 => 0.37631128675626
1011 => 0.38580948787221
1012 => 0.3857219602768
1013 => 0.39473908861573
1014 => 0.41197645132102
1015 => 0.40687851496997
1016 => 0.40095016964758
1017 => 0.40159474515931
1018 => 0.40866414757505
1019 => 0.40438982549573
1020 => 0.40592690151709
1021 => 0.4086618210264
1022 => 0.4103118658706
1023 => 0.40135732909898
1024 => 0.39926959823251
1025 => 0.39499883357367
1026 => 0.39388467079178
1027 => 0.39736311949398
1028 => 0.39644667115635
1029 => 0.37997551153814
1030 => 0.37825418371337
1031 => 0.37830697438027
1101 => 0.37397861372021
1102 => 0.36737682478803
1103 => 0.38472593192946
1104 => 0.38333255582541
1105 => 0.38179437644527
1106 => 0.38198279464261
1107 => 0.38951345403691
1108 => 0.3851452912808
1109 => 0.39675876789571
1110 => 0.39437138623675
1111 => 0.39192277724665
1112 => 0.39158430489776
1113 => 0.39064179934207
1114 => 0.38740959710075
1115 => 0.38350651866912
1116 => 0.38092936820969
1117 => 0.35138720632322
1118 => 0.3568700597305
1119 => 0.36317758279776
1120 => 0.36535491448477
1121 => 0.36163043796738
1122 => 0.38755666213461
1123 => 0.39229363312128
1124 => 0.37794503901769
1125 => 0.37526100291015
1126 => 0.38773262709498
1127 => 0.38021071311748
1128 => 0.38359783052097
1129 => 0.37627673534878
1130 => 0.39115263552529
1201 => 0.3910393060899
1202 => 0.38525224493379
1203 => 0.39014342939485
1204 => 0.3892934657286
1205 => 0.38275988793626
1206 => 0.39135976159504
1207 => 0.39136402702508
1208 => 0.38579410648389
1209 => 0.37928965870417
1210 => 0.37812681706935
1211 => 0.37725077210331
1212 => 0.38338237716186
1213 => 0.38887995508432
1214 => 0.39910958463288
1215 => 0.40168155655139
1216 => 0.4117201341752
1217 => 0.4057426499697
1218 => 0.40839239129662
1219 => 0.41126906033579
1220 => 0.41264824125917
1221 => 0.41040093995545
1222 => 0.42599498304862
1223 => 0.42731159807482
1224 => 0.42775304770443
1225 => 0.42249482411231
1226 => 0.42716535736467
1227 => 0.42498016952769
1228 => 0.43066542121684
1229 => 0.43155694127464
1230 => 0.43080185550243
1231 => 0.43108483804046
]
'min_raw' => 0.19331268049848
'max_raw' => 0.43155694127464
'avg_raw' => 0.31243481088656
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.193312'
'max' => '$0.431556'
'avg' => '$0.312434'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.029808423104268
'max_diff' => -0.041181951053776
'year' => 2031
]
6 => [
'items' => [
101 => 0.41777807323815
102 => 0.41708804728437
103 => 0.40767949444262
104 => 0.41151354927014
105 => 0.40434596754112
106 => 0.40661888154166
107 => 0.40762076037598
108 => 0.40709743572906
109 => 0.41173032097752
110 => 0.4077914220804
111 => 0.39739602027597
112 => 0.38699778625126
113 => 0.3868672448933
114 => 0.38412957341867
115 => 0.38215073837206
116 => 0.38253193220498
117 => 0.38387530899209
118 => 0.38207265887106
119 => 0.38245734567107
120 => 0.38884570970585
121 => 0.3901268505533
122 => 0.38577303337963
123 => 0.36829182917452
124 => 0.36400189781431
125 => 0.36708541540299
126 => 0.36561169259957
127 => 0.2950771707505
128 => 0.31164821040559
129 => 0.30180226134187
130 => 0.30633972766077
131 => 0.29628956326286
201 => 0.30108602848779
202 => 0.30020029649961
203 => 0.32684603789228
204 => 0.32643000129045
205 => 0.32662913599558
206 => 0.31712391767711
207 => 0.33226598855323
208 => 0.33972551715806
209 => 0.33834495694223
210 => 0.33869241420556
211 => 0.3327219472407
212 => 0.32668694316659
213 => 0.31999319486794
214 => 0.33242935183454
215 => 0.33104666347213
216 => 0.33421805309992
217 => 0.34228378984762
218 => 0.34347150022247
219 => 0.34506779501084
220 => 0.34449563696121
221 => 0.35812676296494
222 => 0.35647594366482
223 => 0.36045394320497
224 => 0.35227089633933
225 => 0.34301100206891
226 => 0.34477100524096
227 => 0.34460150278244
228 => 0.34244354193961
229 => 0.34049543137965
301 => 0.33725237617406
302 => 0.3475138827264
303 => 0.34709728430009
304 => 0.35384152857941
305 => 0.35264941789295
306 => 0.34468821096977
307 => 0.34497254703251
308 => 0.34688484370165
309 => 0.35350332430777
310 => 0.35546813997218
311 => 0.35455795907206
312 => 0.35671228975085
313 => 0.35841498488023
314 => 0.35692612204395
315 => 0.37800528007189
316 => 0.36925174402492
317 => 0.3735181565875
318 => 0.37453567084451
319 => 0.37192932947119
320 => 0.37249455158898
321 => 0.37335070908361
322 => 0.37854912973823
323 => 0.39219128971107
324 => 0.39823330949772
325 => 0.41641102413385
326 => 0.39773160386341
327 => 0.39662324436769
328 => 0.39989759968805
329 => 0.41056984248597
330 => 0.41921869288089
331 => 0.42208801552104
401 => 0.42246724387529
402 => 0.42785028389716
403 => 0.43093574204994
404 => 0.4271966412505
405 => 0.42402814482314
406 => 0.41267898390858
407 => 0.41399268018718
408 => 0.42304274481681
409 => 0.4358264941523
410 => 0.44679628100458
411 => 0.44295504398459
412 => 0.47226097095645
413 => 0.47516653391173
414 => 0.47476507905941
415 => 0.48138438387729
416 => 0.46824641181178
417 => 0.46262967421756
418 => 0.42471320971469
419 => 0.43536618964751
420 => 0.45085092160743
421 => 0.44880145926777
422 => 0.4375560330104
423 => 0.44678775034037
424 => 0.44373545588859
425 => 0.44132798461466
426 => 0.4523570772318
427 => 0.4402301368491
428 => 0.45072994610049
429 => 0.43726383212896
430 => 0.44297259043173
501 => 0.43973202311751
502 => 0.4418290673188
503 => 0.42956978976769
504 => 0.43618459835713
505 => 0.4292945919829
506 => 0.42929132522277
507 => 0.42913922795018
508 => 0.4372452898945
509 => 0.43750962828349
510 => 0.43151923625906
511 => 0.43065592718083
512 => 0.43384803332165
513 => 0.43011091304467
514 => 0.43185948810111
515 => 0.43016387560183
516 => 0.42978215751317
517 => 0.42674056283881
518 => 0.4254301602227
519 => 0.42594400285339
520 => 0.42418999305081
521 => 0.42313313869945
522 => 0.42892899301906
523 => 0.42583250186019
524 => 0.42845441133903
525 => 0.42546641457653
526 => 0.41510871598952
527 => 0.40915189400145
528 => 0.38958716152973
529 => 0.39513569538874
530 => 0.39881437907763
531 => 0.39759857414039
601 => 0.40021059359963
602 => 0.40037095038048
603 => 0.3995217562279
604 => 0.39853849818771
605 => 0.39805990255133
606 => 0.40162696231887
607 => 0.40369776057563
608 => 0.39918358420025
609 => 0.39812597583554
610 => 0.40269005738555
611 => 0.40547414449448
612 => 0.42603027946339
613 => 0.42450741458945
614 => 0.4283295065759
615 => 0.42789919767301
616 => 0.4319053589818
617 => 0.4384537395916
618 => 0.42513905085587
619 => 0.4274500204331
620 => 0.42688342406084
621 => 0.43306937468357
622 => 0.4330886865462
623 => 0.42937990013672
624 => 0.43139049341749
625 => 0.4302682354059
626 => 0.4322963073151
627 => 0.42448707580061
628 => 0.43399787683081
629 => 0.43938988815245
630 => 0.43946475623488
701 => 0.44202052680769
702 => 0.44461733772991
703 => 0.44960169016056
704 => 0.44447832684588
705 => 0.43526189499216
706 => 0.4359272916031
707 => 0.43052370097942
708 => 0.43061453631405
709 => 0.43012965017894
710 => 0.43158482997092
711 => 0.4248064059331
712 => 0.42639728850625
713 => 0.42417004358764
714 => 0.42744517883762
715 => 0.42392167470789
716 => 0.42688315083092
717 => 0.42816122575113
718 => 0.43287734972169
719 => 0.42322509936287
720 => 0.40354350748134
721 => 0.40768081671108
722 => 0.40156141138168
723 => 0.40212778564313
724 => 0.40327195178907
725 => 0.39956333496222
726 => 0.40027082218084
727 => 0.40024554575888
728 => 0.40002772720985
729 => 0.39906297273962
730 => 0.39766388788691
731 => 0.40323741132447
801 => 0.40418446156374
802 => 0.40628963693094
803 => 0.41255321086964
804 => 0.41192733212792
805 => 0.41294816632313
806 => 0.41071969100673
807 => 0.40223115822164
808 => 0.40269212639143
809 => 0.39694384592759
810 => 0.40614264047559
811 => 0.40396424450847
812 => 0.40255981845716
813 => 0.40217660779714
814 => 0.40845570792412
815 => 0.41033451309495
816 => 0.40916376779441
817 => 0.40676253502692
818 => 0.41137361180125
819 => 0.41260734142035
820 => 0.41288352798387
821 => 0.4210534719417
822 => 0.41334013709435
823 => 0.41519681345607
824 => 0.4296820724185
825 => 0.41654594136867
826 => 0.42350444295645
827 => 0.42316386051402
828 => 0.42672359446347
829 => 0.42287185842932
830 => 0.42291960531372
831 => 0.42608040790357
901 => 0.42164163071988
902 => 0.42054252706654
903 => 0.41902412324137
904 => 0.42233950244393
905 => 0.42432692233416
906 => 0.44034406705035
907 => 0.45069187300755
908 => 0.45024264746055
909 => 0.45434772804514
910 => 0.45249835164355
911 => 0.446526227402
912 => 0.45671991525937
913 => 0.45349420589928
914 => 0.45376012945969
915 => 0.45375023177149
916 => 0.45589504649954
917 => 0.45437524869534
918 => 0.4513795712192
919 => 0.45336824173027
920 => 0.45927388218544
921 => 0.47760517136548
922 => 0.48786360364791
923 => 0.47698760086121
924 => 0.48448972194799
925 => 0.47999112257499
926 => 0.47917359324717
927 => 0.48388547969207
928 => 0.48860561367043
929 => 0.48830496154171
930 => 0.48487838665498
1001 => 0.48294280144758
1002 => 0.4975997011066
1003 => 0.50839865510158
1004 => 0.50766223883623
1005 => 0.5109125407361
1006 => 0.52045552764215
1007 => 0.52132801876824
1008 => 0.52121810494033
1009 => 0.5190555446493
1010 => 0.52845185457175
1011 => 0.53629042162141
1012 => 0.51855497442429
1013 => 0.5253084005429
1014 => 0.52834023110935
1015 => 0.53279185788448
1016 => 0.54030249843341
1017 => 0.54846104616856
1018 => 0.54961475427223
1019 => 0.54879614316266
1020 => 0.54341536161779
1021 => 0.55234254190131
1022 => 0.55757187474326
1023 => 0.56068582277949
1024 => 0.56858227688781
1025 => 0.52835895466277
1026 => 0.49988688796305
1027 => 0.49544056360627
1028 => 0.50448233902886
1029 => 0.50686658310099
1030 => 0.50590549730511
1031 => 0.47385759766752
1101 => 0.49527183804714
1102 => 0.51831176013513
1103 => 0.51919681737557
1104 => 0.53073108411487
1105 => 0.53448711417076
1106 => 0.54377371072679
1107 => 0.54319283158375
1108 => 0.54545397006312
1109 => 0.54493417348417
1110 => 0.56213563808062
1111 => 0.58111140797271
1112 => 0.5804543374006
1113 => 0.57772634596749
1114 => 0.58177787843731
1115 => 0.60136290653304
1116 => 0.59955983098966
1117 => 0.60131136529444
1118 => 0.62440321718312
1119 => 0.65442590941602
1120 => 0.64047735464482
1121 => 0.67074170490981
1122 => 0.68979150915735
1123 => 0.72273617581694
1124 => 0.71861134129526
1125 => 0.73143645826671
1126 => 0.7112270266225
1127 => 0.66482208656739
1128 => 0.6574783271727
1129 => 0.67218071945448
1130 => 0.7083251162408
1201 => 0.67104240377269
1202 => 0.67858464794788
1203 => 0.67641248111804
1204 => 0.67629673557879
1205 => 0.68071427204075
1206 => 0.67430640499947
1207 => 0.64819960192
1208 => 0.66016419592296
1209 => 0.65554409159143
1210 => 0.66067044179886
1211 => 0.68833523960075
1212 => 0.67610397304613
1213 => 0.66321932731824
1214 => 0.67937953239279
1215 => 0.69995702670163
1216 => 0.6986693240891
1217 => 0.69617064280284
1218 => 0.71025557838676
1219 => 0.73351976547248
1220 => 0.73980798175867
1221 => 0.74444981446422
1222 => 0.74508984476991
1223 => 0.75168255469512
1224 => 0.71623189185044
1225 => 0.77249300422255
1226 => 0.78220774414734
1227 => 0.7803817756762
1228 => 0.79117930024386
1229 => 0.7880023946093
1230 => 0.78339955678603
1231 => 0.80051592992512
]
'min_raw' => 0.2950771707505
'max_raw' => 0.80051592992512
'avg_raw' => 0.54779655033781
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.295077'
'max' => '$0.800515'
'avg' => '$0.547796'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.10176449025202
'max_diff' => 0.36895898865048
'year' => 2032
]
7 => [
'items' => [
101 => 0.78089338934124
102 => 0.75304166339159
103 => 0.73776165569094
104 => 0.75788360243422
105 => 0.77017137315118
106 => 0.77829280794609
107 => 0.78075034920792
108 => 0.71898382589197
109 => 0.68569509555311
110 => 0.70703279004425
111 => 0.73306624997245
112 => 0.71608727466607
113 => 0.71675281835263
114 => 0.69254526156195
115 => 0.73520808160196
116 => 0.72899246757292
117 => 0.76123908415079
118 => 0.75354317030921
119 => 0.77983903432202
120 => 0.77291445205708
121 => 0.80165800589066
122 => 0.81312458771553
123 => 0.83237876323045
124 => 0.84654221311782
125 => 0.8548592617953
126 => 0.85435993738917
127 => 0.88731622778656
128 => 0.86788305474431
129 => 0.84347040935601
130 => 0.84302886162185
131 => 0.8556725165983
201 => 0.88217014881162
202 => 0.88904059931966
203 => 0.89288024386956
204 => 0.8869996945824
205 => 0.86590637803309
206 => 0.85679839089264
207 => 0.86455865982009
208 => 0.85506851776933
209 => 0.87145116541252
210 => 0.89394803977132
211 => 0.88930252417851
212 => 0.90483178631066
213 => 0.92090293889141
214 => 0.94388540888252
215 => 0.94989387757659
216 => 0.95982564784629
217 => 0.9700487018704
218 => 0.97333207130391
219 => 0.97960104232218
220 => 0.97956800175046
221 => 0.99845996786445
222 => 1.0192983915237
223 => 1.0271644140444
224 => 1.0452518990958
225 => 1.0142777148063
226 => 1.0377719893957
227 => 1.0589644131751
228 => 1.0336979318842
301 => 1.0685218900086
302 => 1.0698740253898
303 => 1.0902896643167
304 => 1.0695945031011
305 => 1.0573057824327
306 => 1.0927828585502
307 => 1.1099490981661
308 => 1.1047784870903
309 => 1.065429881499
310 => 1.0425273053038
311 => 0.98258684582385
312 => 1.053588909313
313 => 1.0881719432799
314 => 1.0653403197957
315 => 1.0768552626449
316 => 1.1396770570975
317 => 1.1635955290152
318 => 1.158620654059
319 => 1.1594613260332
320 => 1.172367299329
321 => 1.2295994923717
322 => 1.1953046356687
323 => 1.2215217686144
324 => 1.2354272413959
325 => 1.2483434194758
326 => 1.2166253683116
327 => 1.1753606497777
328 => 1.162290381243
329 => 1.0630701648023
330 => 1.057905321645
331 => 1.05500613867
401 => 1.0367272001105
402 => 1.0223649614253
403 => 1.0109435759872
404 => 0.98097044988307
405 => 0.99108550007286
406 => 0.9433145929405
407 => 0.97387672642679
408 => 0.89763320517464
409 => 0.9611310752619
410 => 0.92657207146728
411 => 0.94977751305394
412 => 0.94969655145433
413 => 0.90696797620134
414 => 0.88232302571803
415 => 0.89802774736182
416 => 0.91486445560631
417 => 0.91759615487349
418 => 0.93942538659553
419 => 0.94551745595138
420 => 0.92705820139162
421 => 0.8960532276641
422 => 0.90325497591285
423 => 0.88217708251963
424 => 0.84523888509748
425 => 0.87176854336512
426 => 0.88082693512443
427 => 0.88482763697053
428 => 0.84850316218649
429 => 0.83708922356662
430 => 0.83101253841763
501 => 0.8913641941127
502 => 0.89467039404784
503 => 0.87775540773012
504 => 0.95421274983102
505 => 0.93690809855936
506 => 0.9562416337723
507 => 0.90260149274443
508 => 0.90465061836772
509 => 0.87925651598373
510 => 0.89347551648423
511 => 0.88342598523026
512 => 0.89232676175869
513 => 0.89766185051056
514 => 0.92305178597223
515 => 0.96142098754045
516 => 0.91925937629399
517 => 0.9008889585085
518 => 0.91228586238347
519 => 0.94263731926892
520 => 0.98862133011286
521 => 0.96139787017878
522 => 0.9734791794132
523 => 0.97611840802088
524 => 0.95604483653276
525 => 0.98936147132628
526 => 1.007216126576
527 => 1.0255313083619
528 => 1.0414338675268
529 => 1.0182158219971
530 => 1.04306245889
531 => 1.0230404555762
601 => 1.005078648767
602 => 1.0051058894136
603 => 0.99383818562213
604 => 0.97200558970405
605 => 0.96797932404464
606 => 0.98892446646619
607 => 1.0057204871759
608 => 1.0071038878891
609 => 1.0164030279647
610 => 1.0219061632727
611 => 1.0758443704406
612 => 1.0975387635637
613 => 1.1240662568209
614 => 1.1344002104522
615 => 1.1655017059549
616 => 1.1403847223965
617 => 1.1349505050104
618 => 1.0595084501425
619 => 1.0718620824008
620 => 1.0916414395945
621 => 1.0598346044574
622 => 1.0800087204276
623 => 1.0839915182663
624 => 1.0587538203705
625 => 1.0722343652732
626 => 1.0364340347146
627 => 0.96220133691562
628 => 0.98944411353947
629 => 1.0095039669541
630 => 0.98087608276934
701 => 1.0321904571184
702 => 1.0022136589674
703 => 0.99271245309357
704 => 0.95564486155543
705 => 0.97313933789899
706 => 0.99680086765043
707 => 0.98218079321212
708 => 1.0125196428868
709 => 1.0554875451019
710 => 1.0861090310031
711 => 1.0884597684621
712 => 1.0687722045078
713 => 1.1003216513889
714 => 1.1005514546662
715 => 1.064963549701
716 => 1.0431661560641
717 => 1.0382137423677
718 => 1.0505858427592
719 => 1.0656078566503
720 => 1.0892933856852
721 => 1.1036060548221
722 => 1.1409259050781
723 => 1.1510235865134
724 => 1.162117876985
725 => 1.1769432704077
726 => 1.1947449563644
727 => 1.1557958809416
728 => 1.1573434003183
729 => 1.1210745605713
730 => 1.0823161038239
731 => 1.1117289411853
801 => 1.1501823134097
802 => 1.1413610673342
803 => 1.140368496949
804 => 1.1420377250208
805 => 1.1353867935549
806 => 1.1053048770295
807 => 1.0901979268732
808 => 1.1096897467689
809 => 1.1200487815623
810 => 1.1361147411242
811 => 1.1341342724969
812 => 1.1755184589701
813 => 1.1915991024408
814 => 1.1874849857115
815 => 1.1882420822014
816 => 1.2173553190934
817 => 1.2497352261111
818 => 1.2800632819382
819 => 1.3109142829459
820 => 1.2737221970961
821 => 1.2548383495905
822 => 1.2743216599674
823 => 1.263983541234
824 => 1.3233894379613
825 => 1.3275025733595
826 => 1.3869041743643
827 => 1.443283367129
828 => 1.4078726062917
829 => 1.4412633588256
830 => 1.477378180079
831 => 1.5470495296953
901 => 1.5235866702122
902 => 1.505614487558
903 => 1.4886308617907
904 => 1.5239710909377
905 => 1.5694357311615
906 => 1.5792283792107
907 => 1.5950962101301
908 => 1.5784131261445
909 => 1.5985060632237
910 => 1.6694429603974
911 => 1.6502751846037
912 => 1.623053861603
913 => 1.6790517290696
914 => 1.6993171396196
915 => 1.8415504039371
916 => 2.021125775501
917 => 1.9467803925181
918 => 1.90063181419
919 => 1.911477824756
920 => 1.9770526714412
921 => 1.9981132309549
922 => 1.9408633701865
923 => 1.9610849888551
924 => 2.072508095865
925 => 2.1322830178946
926 => 2.0511006449354
927 => 1.8271216976805
928 => 1.6206028793018
929 => 1.6753809695994
930 => 1.6691708341217
1001 => 1.7888810622882
1002 => 1.6498180394902
1003 => 1.6521595041472
1004 => 1.7743452130568
1005 => 1.741748160713
1006 => 1.6889451106312
1007 => 1.6209884000027
1008 => 1.495364135171
1009 => 1.3840952205177
1010 => 1.6023191858534
1011 => 1.5929089716536
1012 => 1.5792815869767
1013 => 1.6096078569382
1014 => 1.7568636156092
1015 => 1.7534688937514
1016 => 1.7318734052948
1017 => 1.7482533929553
1018 => 1.6860736195983
1019 => 1.7020987629995
1020 => 1.6205701656658
1021 => 1.6574244965956
1022 => 1.6888318190008
1023 => 1.695137303967
1024 => 1.7093438835619
1025 => 1.5879502163738
1026 => 1.6424524090104
1027 => 1.6744673410196
1028 => 1.5298227134889
1029 => 1.6716081818013
1030 => 1.5858370227046
1031 => 1.5567250030675
1101 => 1.5959205022918
1102 => 1.5806459781253
1103 => 1.567513839197
1104 => 1.5601858800362
1105 => 1.5889667288172
1106 => 1.587624067821
1107 => 1.5405330130933
1108 => 1.4791046518781
1109 => 1.4997220262192
1110 => 1.4922315408321
1111 => 1.4650850554977
1112 => 1.483378508934
1113 => 1.4028233981057
1114 => 1.2642325168158
1115 => 1.3557898981494
1116 => 1.3522650385633
1117 => 1.3504876445204
1118 => 1.4192904861324
1119 => 1.412676680463
1120 => 1.4006725584105
1121 => 1.4648645903825
1122 => 1.4414336352081
1123 => 1.5136423180283
1124 => 1.5612036266985
1125 => 1.5491405403726
1126 => 1.5938721810607
1127 => 1.5001970088827
1128 => 1.5313121434847
1129 => 1.5377249296024
1130 => 1.4640724706722
1201 => 1.4137587808648
1202 => 1.4104034313727
1203 => 1.3231664269003
1204 => 1.369767730537
1205 => 1.4107749492443
1206 => 1.3911356737722
1207 => 1.3849184658644
1208 => 1.4166808327175
1209 => 1.4191490406482
1210 => 1.362873638258
1211 => 1.3745750764251
1212 => 1.4233720187844
1213 => 1.3733455186777
1214 => 1.2761522007529
1215 => 1.2520469141048
1216 => 1.2488308245173
1217 => 1.1834553753133
1218 => 1.2536577446225
1219 => 1.2230125291125
1220 => 1.3198203977226
1221 => 1.2645242623635
1222 => 1.2621405564872
1223 => 1.2585372354415
1224 => 1.2022658856857
1225 => 1.2145857350514
1226 => 1.2555387907089
1227 => 1.2701513023367
1228 => 1.2686270976572
1229 => 1.2553380983943
1230 => 1.2614217342062
1231 => 1.241824223577
]
'min_raw' => 0.68569509555311
'max_raw' => 2.1322830178946
'avg_raw' => 1.4089890567239
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.685695'
'max' => '$2.13'
'avg' => '$1.40'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.39061792480261
'max_diff' => 1.3317670879695
'year' => 2033
]
8 => [
'items' => [
101 => 1.234903934687
102 => 1.2130615993745
103 => 1.1809594005643
104 => 1.1854234082031
105 => 1.1218205523629
106 => 1.0871663408421
107 => 1.0775745118283
108 => 1.064747917201
109 => 1.0790233098218
110 => 1.1216403734636
111 => 1.0702351529971
112 => 0.98210450816431
113 => 0.98740131008608
114 => 0.99930165136967
115 => 0.97712544411632
116 => 0.95613752505903
117 => 0.97438481787565
118 => 0.93704270185423
119 => 1.0038142676868
120 => 1.0020082839562
121 => 1.0268965945726
122 => 1.0424597659606
123 => 1.0065916945478
124 => 0.99757097158509
125 => 1.0027095853537
126 => 0.91777974616271
127 => 1.0199560147871
128 => 1.0208396394012
129 => 1.0132735089918
130 => 1.0676792176959
131 => 1.1824922326277
201 => 1.1392949580676
202 => 1.1225676677133
203 => 1.0907690765224
204 => 1.1331388112708
205 => 1.1298854767129
206 => 1.1151726640518
207 => 1.1062743090476
208 => 1.1226698009813
209 => 1.1042427261562
210 => 1.1009327171754
211 => 1.0808776640773
212 => 1.0737189225681
213 => 1.0684188753523
214 => 1.0625840441397
215 => 1.0754542278454
216 => 1.0462886983546
217 => 1.0111179289207
218 => 1.0081938599953
219 => 1.0162674713852
220 => 1.0126954993548
221 => 1.0081767587674
222 => 0.99954925238038
223 => 0.99698965553284
224 => 1.0053071035475
225 => 0.9959171896763
226 => 1.0097725190883
227 => 1.0060046361386
228 => 0.98495754827119
301 => 0.95872508415845
302 => 0.95849156020339
303 => 0.95283981884016
304 => 0.94564147646909
305 => 0.94363906229722
306 => 0.97284808177047
307 => 1.0333098779277
308 => 1.0214397806139
309 => 1.0300171424196
310 => 1.0722092731769
311 => 1.085620882783
312 => 1.076101639956
313 => 1.063071113253
314 => 1.0636443902969
315 => 1.1081736446496
316 => 1.1109508796228
317 => 1.1179680564304
318 => 1.126987111682
319 => 1.0776376240648
320 => 1.061320033868
321 => 1.0535878543674
322 => 1.0297757342354
323 => 1.0554550643009
324 => 1.0404928183703
325 => 1.0425117365294
326 => 1.0411969134297
327 => 1.0419148957501
328 => 1.0037956036733
329 => 1.0176842702151
330 => 0.99459166833824
331 => 0.96367326669133
401 => 0.96356961736763
402 => 0.97113685236864
403 => 0.9666355648841
404 => 0.9545227160019
405 => 0.95624328901458
406 => 0.94116925895148
407 => 0.95807354918836
408 => 0.9585583037459
409 => 0.95204923122179
410 => 0.97809262267424
411 => 0.9887626214017
412 => 0.98447821042848
413 => 0.98846201570645
414 => 1.0219330367476
415 => 1.0273902736203
416 => 1.0298140177543
417 => 1.0265665216993
418 => 0.98907380452746
419 => 0.99073676596538
420 => 0.97853505832621
421 => 0.9682259011554
422 => 0.96863821337782
423 => 0.97393846026025
424 => 0.99708494925116
425 => 1.0457953707725
426 => 1.0476438956624
427 => 1.0498843617542
428 => 1.0407712601907
429 => 1.0380226615586
430 => 1.0416487726279
501 => 1.059941845879
502 => 1.1069965968018
503 => 1.0903643051446
504 => 1.0768419931302
505 => 1.0887047063559
506 => 1.0868785346379
507 => 1.0714638075429
508 => 1.0710311674937
509 => 1.0414453778122
510 => 1.0305081850028
511 => 1.0213682480565
512 => 1.0113876755153
513 => 1.0054708575611
514 => 1.0145617790845
515 => 1.0166409803975
516 => 0.99676352160447
517 => 0.99405429742072
518 => 1.0102866593558
519 => 1.0031434020716
520 => 1.0104904193327
521 => 1.0121949903588
522 => 1.011920515164
523 => 1.0044621341614
524 => 1.0092158838003
525 => 0.99797184874333
526 => 0.98574564941828
527 => 0.97794609596803
528 => 0.97113995112205
529 => 0.97491639585806
530 => 0.96145405992575
531 => 0.95714718771772
601 => 1.0076054203854
602 => 1.0448794593745
603 => 1.0443374800855
604 => 1.0410383205492
605 => 1.0361364386883
606 => 1.059583242689
607 => 1.0514148450088
608 => 1.0573580368136
609 => 1.0588708285629
610 => 1.0634495935643
611 => 1.0650861084941
612 => 1.0601394237434
613 => 1.0435377455334
614 => 1.0021679418743
615 => 0.98291018659537
616 => 0.97655480659003
617 => 0.97678581258264
618 => 0.97041363605031
619 => 0.97229052762
620 => 0.9697609297578
621 => 0.96497048338225
622 => 0.97462059929349
623 => 0.97573268525521
624 => 0.97348023289123
625 => 0.97401076696291
626 => 0.95536142342412
627 => 0.95677929250913
628 => 0.94888441726971
629 => 0.94740422333646
630 => 0.92744666621663
701 => 0.89208896088468
702 => 0.91168056189408
703 => 0.8880166628707
704 => 0.87905478574397
705 => 0.92147891820409
706 => 0.91722071196736
707 => 0.90993251388784
708 => 0.89915174993466
709 => 0.89515305971589
710 => 0.87085828377816
711 => 0.86942281880817
712 => 0.88146396577704
713 => 0.87590739076148
714 => 0.8681038550001
715 => 0.83984023950415
716 => 0.8080625779252
717 => 0.809021745781
718 => 0.81912962868486
719 => 0.84851966146153
720 => 0.83703646720296
721 => 0.82870527801389
722 => 0.8271450967134
723 => 0.84667403214977
724 => 0.87431156723069
725 => 0.88727848033567
726 => 0.87442866325964
727 => 0.85966748528599
728 => 0.86056592979254
729 => 0.86654287858434
730 => 0.86717097139285
731 => 0.85756296200562
801 => 0.86026756036889
802 => 0.85615902814142
803 => 0.83094497344524
804 => 0.83048893115042
805 => 0.82430099549642
806 => 0.82411362726405
807 => 0.81358640506371
808 => 0.81211357390663
809 => 0.79121113527114
810 => 0.80496918367943
811 => 0.79574100713711
812 => 0.78183196838104
813 => 0.77943404485686
814 => 0.77936196038015
815 => 0.79364343317847
816 => 0.8048022963547
817 => 0.79590153521899
818 => 0.79387500444239
819 => 0.8155130512996
820 => 0.81275941260184
821 => 0.81037477924865
822 => 0.87183692909534
823 => 0.82318484154032
824 => 0.80196975440227
825 => 0.77571205543314
826 => 0.7842616946203
827 => 0.78606322921736
828 => 0.7229181965026
829 => 0.69730026459444
830 => 0.68850915575495
831 => 0.68344974832979
901 => 0.68575538382548
902 => 0.66269624042441
903 => 0.67819236615296
904 => 0.65822509710851
905 => 0.65487751947409
906 => 0.69058146999555
907 => 0.69554946613116
908 => 0.67435445118124
909 => 0.68796508194032
910 => 0.68302967802516
911 => 0.65856737862674
912 => 0.65763309872221
913 => 0.64535877677549
914 => 0.62615183970593
915 => 0.61737375407422
916 => 0.61280205086239
917 => 0.61468842470831
918 => 0.61373461636782
919 => 0.6075103717653
920 => 0.61409138278259
921 => 0.59727961909491
922 => 0.59058503933289
923 => 0.58756125296746
924 => 0.57263984504563
925 => 0.59638644062948
926 => 0.60106481911123
927 => 0.60575241544381
928 => 0.64655474116099
929 => 0.64451637227434
930 => 0.66294223428379
1001 => 0.66222623916909
1002 => 0.65697088484482
1003 => 0.63479940941455
1004 => 0.64363656435251
1005 => 0.61643717505227
1006 => 0.6368168068947
1007 => 0.62751639399559
1008 => 0.63367232793814
1009 => 0.62260340365125
1010 => 0.6287294033763
1011 => 0.60217423620565
1012 => 0.57737739474299
1013 => 0.58735636761249
1014 => 0.59820465235561
1015 => 0.62172649777025
1016 => 0.6077170806923
1017 => 0.61275539682824
1018 => 0.59587788117678
1019 => 0.56105474556382
1020 => 0.56125184072961
1021 => 0.5558950599788
1022 => 0.55126601930731
1023 => 0.60932623076866
1024 => 0.60210552567732
1025 => 0.5906002771368
1026 => 0.60600050950869
1027 => 0.61007257538238
1028 => 0.61018850137315
1029 => 0.62142411337416
1030 => 0.62742056151319
1031 => 0.62847746148779
1101 => 0.64615693973283
1102 => 0.65208286764261
1103 => 0.6764909260343
1104 => 0.62691180478344
1105 => 0.62589075540773
1106 => 0.6062172223601
1107 => 0.59373995667504
1108 => 0.60707155141632
1109 => 0.61888152441293
1110 => 0.60658419114128
1111 => 0.60818996325568
1112 => 0.59168179806753
1113 => 0.59758269034092
1114 => 0.60266533370281
1115 => 0.59985899678234
1116 => 0.59565777458417
1117 => 0.61791324130637
1118 => 0.61665750065402
1119 => 0.63738230291671
1120 => 0.6535387683253
1121 => 0.68249404265114
1122 => 0.65227770441953
1123 => 0.65117650095531
1124 => 0.66194094145671
1125 => 0.65208121966286
1126 => 0.65831222349055
1127 => 0.68149013160355
1128 => 0.68197984427871
1129 => 0.67377652601066
1130 => 0.67327735334853
1201 => 0.67485289035638
1202 => 0.68408085982235
1203 => 0.68085632374408
1204 => 0.68458783852912
1205 => 0.68925415490679
1206 => 0.70855601792199
1207 => 0.7132096317488
1208 => 0.70190376277177
1209 => 0.70292455615395
1210 => 0.6986958508035
1211 => 0.69461097442049
1212 => 0.70379317998121
1213 => 0.72057384112014
1214 => 0.72046944949811
1215 => 0.7243622367129
1216 => 0.72678741089813
1217 => 0.71637678795914
1218 => 0.70959985523508
1219 => 0.71219856246892
1220 => 0.71635395192831
1221 => 0.71085102567218
1222 => 0.67688441561593
1223 => 0.68718771531154
1224 => 0.68547274243658
1225 => 0.6830304125148
1226 => 0.6933904600318
1227 => 0.69239120817528
1228 => 0.66245973557969
1229 => 0.66437585134284
1230 => 0.66257626092562
1231 => 0.6683911057252
]
'min_raw' => 0.55126601930731
'max_raw' => 1.234903934687
'avg_raw' => 0.89308497699713
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.551266'
'max' => '$1.23'
'avg' => '$0.893084'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.1344290762458
'max_diff' => -0.89737908320764
'year' => 2034
]
9 => [
'items' => [
101 => 0.65176719896099
102 => 0.65688060071794
103 => 0.66008767836474
104 => 0.66197667173663
105 => 0.66880101109079
106 => 0.66800025363381
107 => 0.66875123488295
108 => 0.67886992858638
109 => 0.73004680902197
110 => 0.73283225370865
111 => 0.71911570534288
112 => 0.72459519586805
113 => 0.71407577229256
114 => 0.7211375318128
115 => 0.7259690083273
116 => 0.70413649499777
117 => 0.70284371525024
118 => 0.69228087427169
119 => 0.69795674670367
120 => 0.68892602555472
121 => 0.69114184864345
122 => 0.68494621411536
123 => 0.6960971227274
124 => 0.70856557123167
125 => 0.7117155937178
126 => 0.70342924072674
127 => 0.69742937506393
128 => 0.68689558743867
129 => 0.70441351102025
130 => 0.70953628572456
131 => 0.70438660326556
201 => 0.70319330931703
202 => 0.7009320194408
203 => 0.70367305265408
204 => 0.70950838599334
205 => 0.70675655055224
206 => 0.70857418634219
207 => 0.70164723304877
208 => 0.71638023430852
209 => 0.73977978599884
210 => 0.73985501938373
211 => 0.73710316910921
212 => 0.73597717126631
213 => 0.73880073664421
214 => 0.74033240503301
215 => 0.74946329771182
216 => 0.75926110934699
217 => 0.8049832211282
218 => 0.79214463510002
219 => 0.83271201269291
220 => 0.86479554135419
221 => 0.87441598875703
222 => 0.86556562982344
223 => 0.83528902999864
224 => 0.83380351556909
225 => 0.87904953815807
226 => 0.86626546437757
227 => 0.86474483947996
228 => 0.84856795970574
301 => 0.85813049919784
302 => 0.85603903153693
303 => 0.85273754751608
304 => 0.87098220673473
305 => 0.90513458008008
306 => 0.89981161241528
307 => 0.89583826397887
308 => 0.87842820775486
309 => 0.88891295027855
310 => 0.88517953428788
311 => 0.90122065866813
312 => 0.89171825193968
313 => 0.86616861244519
314 => 0.8702374767474
315 => 0.86962247609354
316 => 0.88227914597057
317 => 0.87847992783135
318 => 0.86888061777659
319 => 0.90501785098082
320 => 0.90267130006239
321 => 0.9059981727685
322 => 0.90746276502069
323 => 0.92945886206263
324 => 0.93846995922412
325 => 0.94051563604124
326 => 0.94907548140138
327 => 0.94030265929084
328 => 0.97540020264918
329 => 0.99873802098404
330 => 1.0258460979331
331 => 1.06545828432
401 => 1.0803528328346
402 => 1.0776622659614
403 => 1.1076957735922
404 => 1.1616653191975
405 => 1.0885710541766
406 => 1.1655394927303
407 => 1.1411721737276
408 => 1.0833976987213
409 => 1.0796777036473
410 => 1.1188032488969
411 => 1.2055799425665
412 => 1.1838433650154
413 => 1.2056154958204
414 => 1.1802171487415
415 => 1.178955906735
416 => 1.204381954793
417 => 1.2637913019823
418 => 1.2355681480587
419 => 1.195103336308
420 => 1.2249819236025
421 => 1.1990983261553
422 => 1.140775336744
423 => 1.1838267434642
424 => 1.1550394938239
425 => 1.1634411436833
426 => 1.223947660647
427 => 1.2166673564455
428 => 1.2260887442202
429 => 1.2094602413985
430 => 1.1939265976888
501 => 1.1649318981612
502 => 1.1563479970524
503 => 1.1587202785025
504 => 1.1563468214675
505 => 1.1401245535569
506 => 1.1366213563461
507 => 1.1307825408495
508 => 1.1325922339201
509 => 1.1216135525808
510 => 1.1423325925793
511 => 1.1461782289786
512 => 1.1612558184649
513 => 1.1628212238234
514 => 1.2048120959267
515 => 1.1816842292001
516 => 1.1972003989643
517 => 1.1958124866967
518 => 1.0846498467823
519 => 1.0999670777662
520 => 1.1237958823653
521 => 1.1130610381926
522 => 1.097884480099
523 => 1.0856285957229
524 => 1.0670596776646
525 => 1.0931950732472
526 => 1.1275603392489
527 => 1.1636927836805
528 => 1.2071035481735
529 => 1.1974147708957
530 => 1.1628812496342
531 => 1.1644303981712
601 => 1.1740066248597
602 => 1.1616045412062
603 => 1.1579469246193
604 => 1.1735041245072
605 => 1.1736112583927
606 => 1.1593411623075
607 => 1.1434825619087
608 => 1.143416113794
609 => 1.140594229029
610 => 1.1807191557724
611 => 1.2027838083936
612 => 1.2053134852576
613 => 1.2026135409852
614 => 1.2036526423787
615 => 1.1908137071799
616 => 1.2201597057764
617 => 1.2470904961071
618 => 1.2398724690061
619 => 1.2290516202786
620 => 1.2204322930645
621 => 1.2378420294406
622 => 1.2370668012852
623 => 1.2468552791475
624 => 1.2464112172507
625 => 1.2431197203088
626 => 1.2398725865558
627 => 1.2527471048473
628 => 1.2490394503378
629 => 1.2453260368167
630 => 1.2378782175051
701 => 1.2388904998447
702 => 1.2280715194893
703 => 1.2230661641341
704 => 1.1477976291178
705 => 1.1276834170912
706 => 1.1340117576573
707 => 1.136095211687
708 => 1.1273414808359
709 => 1.1398920822274
710 => 1.1379360842949
711 => 1.1455457280297
712 => 1.1407915529965
713 => 1.1409866659982
714 => 1.1549676810738
715 => 1.1590264292297
716 => 1.1569621171595
717 => 1.158407890573
718 => 1.1917251286644
719 => 1.1869884828331
720 => 1.18447223414
721 => 1.1851692522244
722 => 1.1936825208864
723 => 1.1960657713045
724 => 1.1859677718149
725 => 1.19073004675
726 => 1.2110072090012
727 => 1.2181030682011
728 => 1.2407496445616
729 => 1.2311289764128
730 => 1.2487881291726
731 => 1.3030663443073
801 => 1.3464275383238
802 => 1.3065507923291
803 => 1.3861781031255
804 => 1.4481793864398
805 => 1.4457996739177
806 => 1.4349883160563
807 => 1.3644015033924
808 => 1.2994464659889
809 => 1.3537841129135
810 => 1.3539226307501
811 => 1.3492549786896
812 => 1.3202645926196
813 => 1.3482461760947
814 => 1.3504672525768
815 => 1.3492240403787
816 => 1.3269971793504
817 => 1.2930608707707
818 => 1.2996919442351
819 => 1.3105537778401
820 => 1.28999006081
821 => 1.2834187072194
822 => 1.2956361037956
823 => 1.3350031011598
824 => 1.3275609983456
825 => 1.3273666549652
826 => 1.3592071267471
827 => 1.3364162205551
828 => 1.2997755833072
829 => 1.2905233391714
830 => 1.257684105548
831 => 1.280366281181
901 => 1.2811825723018
902 => 1.2687597765138
903 => 1.3007836247194
904 => 1.3004885193205
905 => 1.330890397071
906 => 1.3890073689061
907 => 1.371819320572
908 => 1.3518314904137
909 => 1.3540047217543
910 => 1.3778397055689
911 => 1.3634285302549
912 => 1.3686108893761
913 => 1.3778318614477
914 => 1.3833951028424
915 => 1.3532042569311
916 => 1.3461653265541
917 => 1.3317661453315
918 => 1.328009667724
919 => 1.339737500381
920 => 1.3366476308263
921 => 1.2811139661939
922 => 1.2753103892534
923 => 1.2754883766726
924 => 1.2608950065107
925 => 1.2386366142037
926 => 1.297130340207
927 => 1.2924324753897
928 => 1.2872463962174
929 => 1.2878816613246
930 => 1.3132718052464
1001 => 1.2985442395388
1002 => 1.337699886773
1003 => 1.3296506628281
1004 => 1.3213950066616
1005 => 1.3202538235059
1006 => 1.3170761002213
1007 => 1.3061785046995
1008 => 1.293019003263
1009 => 1.2843299605582
1010 => 1.18472649919
1011 => 1.2032123222533
1012 => 1.2244785766518
1013 => 1.2318196024509
1014 => 1.2192622698379
1015 => 1.3066743447289
1016 => 1.3226453731352
1017 => 1.2742680863281
1018 => 1.2652186711981
1019 => 1.3072676228783
1020 => 1.2819069647399
1021 => 1.2933268675467
1022 => 1.2686432840311
1023 => 1.3187984200784
1024 => 1.3184163219746
1025 => 1.2989048412471
1026 => 1.3153958111491
1027 => 1.3125300993058
1028 => 1.2905016856191
1029 => 1.3194967600837
1030 => 1.3195111412789
1031 => 1.3007317652948
1101 => 1.2788015654794
1102 => 1.2748809637206
1103 => 1.2719273169541
1104 => 1.292600451504
1105 => 1.3111359192982
1106 => 1.3456258295311
1107 => 1.3542974124237
1108 => 1.3881431777535
1109 => 1.36798967242
1110 => 1.3769234603028
1111 => 1.386622350811
1112 => 1.3912723555855
1113 => 1.3836954223384
1114 => 1.4362718273684
1115 => 1.4407108868523
1116 => 1.4421992650996
1117 => 1.4244707971413
1118 => 1.4402178260878
1119 => 1.4328503127305
1120 => 1.4520185357321
1121 => 1.4550243578509
1122 => 1.4524785334515
1123 => 1.4534326288357
1124 => 1.408567942256
1125 => 1.4062414715768
1126 => 1.3745198787866
1127 => 1.3874466623228
1128 => 1.3632806600988
1129 => 1.3709439483414
1130 => 1.3743218527803
1201 => 1.3725574271958
1202 => 1.3881775232688
1203 => 1.374897250632
1204 => 1.3398484276645
1205 => 1.3047900556687
1206 => 1.3043499263663
1207 => 1.2951196758514
1208 => 1.2884478953339
1209 => 1.2897331169557
1210 => 1.294262405585
1211 => 1.288184644845
1212 => 1.2894816432492
1213 => 1.3110204586138
1214 => 1.3153399144273
1215 => 1.3006607158525
1216 => 1.2417216153763
1217 => 1.2272578122819
1218 => 1.2376541071165
1219 => 1.2326853477927
1220 => 0.99487328281549
1221 => 1.0507436999657
1222 => 1.0175473952751
1223 => 1.0328457797651
1224 => 0.99896094881745
1225 => 1.0151325662018
1226 => 1.0121462589638
1227 => 1.1019842364155
1228 => 1.1005815399657
1229 => 1.1012529365271
1230 => 1.0692054293333
1231 => 1.1202579784777
]
'min_raw' => 0.65176719896099
'max_raw' => 1.4550243578509
'avg_raw' => 1.0533957784059
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.651767'
'max' => '$1.45'
'avg' => '$1.05'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.10050117965368
'max_diff' => 0.22012042316395
'year' => 2035
]
10 => [
'items' => [
101 => 1.1454082999766
102 => 1.1407536448213
103 => 1.1419251212433
104 => 1.1217952750265
105 => 1.1014478374402
106 => 1.0788793977087
107 => 1.1208087691863
108 => 1.1161469388363
109 => 1.1268395003857
110 => 1.1540336949623
111 => 1.1580381434144
112 => 1.1634201627432
113 => 1.161491091932
114 => 1.2074493849484
115 => 1.2018835324215
116 => 1.2152956356062
117 => 1.1877059217766
118 => 1.1564855417387
119 => 1.1624195153128
120 => 1.1618480259396
121 => 1.154572310294
122 => 1.1480041195283
123 => 1.1370699324798
124 => 1.1716673182566
125 => 1.1702627275763
126 => 1.1930014180321
127 => 1.1889821336222
128 => 1.162140368647
129 => 1.1630990275342
130 => 1.1695464692665
131 => 1.1918611387176
201 => 1.1984856519092
202 => 1.1954169134576
203 => 1.2026803897518
204 => 1.2084211452588
205 => 1.2034013402572
206 => 1.2744711932482
207 => 1.2449580353135
208 => 1.2593425431397
209 => 1.2627731634978
210 => 1.2539857015887
211 => 1.2558913874213
212 => 1.2587779821895
213 => 1.2763048203687
214 => 1.3223003151823
215 => 1.3426714067333
216 => 1.4039588407566
217 => 1.3409798711593
218 => 1.3372429597363
219 => 1.3482826773071
220 => 1.3842648890125
221 => 1.4134250919624
222 => 1.4230992135734
223 => 1.4243778084466
224 => 1.4425271037122
225 => 1.4529299412941
226 => 1.4403233018931
227 => 1.4296404949709
228 => 1.3913760065744
229 => 1.395805225297
301 => 1.4263181500511
302 => 1.4694194534686
303 => 1.5064048557271
304 => 1.4934538569276
305 => 1.5922608357877
306 => 1.6020571441514
307 => 1.6007036110881
308 => 1.6230210594267
309 => 1.5787254693439
310 => 1.5597882463969
311 => 1.4319502390825
312 => 1.4678675046933
313 => 1.5200753596056
314 => 1.5131654542386
315 => 1.4752507144813
316 => 1.5063760939971
317 => 1.4960850701486
318 => 1.4879681126642
319 => 1.5251534684496
320 => 1.4842666422734
321 => 1.5196674822377
322 => 1.4742655388087
323 => 1.4935130159992
324 => 1.4825872170501
325 => 1.4896575479857
326 => 1.4483245378067
327 => 1.4706268267972
328 => 1.4473966892616
329 => 1.4473856751518
330 => 1.4468728685782
331 => 1.4742030223706
401 => 1.4750942577046
402 => 1.4548972327584
403 => 1.4519865259268
404 => 1.4627489346464
405 => 1.4501489727151
406 => 1.4560444155995
407 => 1.4503275396743
408 => 1.4490405504877
409 => 1.4387856016857
410 => 1.4343674877761
411 => 1.4360999440808
412 => 1.4301861775704
413 => 1.4266229193375
414 => 1.4461640468297
415 => 1.4357240106975
416 => 1.4445639615613
417 => 1.4344897218613
418 => 1.3995680179237
419 => 1.3794841766989
420 => 1.3135203152045
421 => 1.3322275844964
422 => 1.344630523391
423 => 1.3405313521603
424 => 1.3493379581325
425 => 1.3498786122149
426 => 1.3470154948406
427 => 1.3437003717093
428 => 1.3420867531067
429 => 1.3541133441571
430 => 1.3610951850583
501 => 1.345875324239
502 => 1.3423095237975
503 => 1.3576976433974
504 => 1.3670843874639
505 => 1.4363908316951
506 => 1.4312563864496
507 => 1.4441428364318
508 => 1.4426920199225
509 => 1.4561990724764
510 => 1.4782773948956
511 => 1.4333859922212
512 => 1.4411775874976
513 => 1.43926726827
514 => 1.4601236326839
515 => 1.460188743977
516 => 1.4476843116583
517 => 1.4544631672795
518 => 1.4506793960399
519 => 1.4575171820772
520 => 1.431187812803
521 => 1.4632541424992
522 => 1.4814336851283
523 => 1.4816861080954
524 => 1.4903030670198
525 => 1.4990583963476
526 => 1.5158634885639
527 => 1.4985897114467
528 => 1.4675158679811
529 => 1.4697592991114
530 => 1.4515407160571
531 => 1.4518469737297
601 => 1.4502121462715
602 => 1.4551183865375
603 => 1.4322644566396
604 => 1.4376282283068
605 => 1.4301189165625
606 => 1.4411612637204
607 => 1.4292815235438
608 => 1.4392663470563
609 => 1.4435754658821
610 => 1.4594762071181
611 => 1.4269329711348
612 => 1.3605751099813
613 => 1.3745243369071
614 => 1.3538923345958
615 => 1.3558019049612
616 => 1.3596595410054
617 => 1.3471556804463
618 => 1.3495410229991
619 => 1.3494558017777
620 => 1.3487214113321
621 => 1.3454686742786
622 => 1.3407515620168
623 => 1.3595430854175
624 => 1.3627361314201
625 => 1.3698338771493
626 => 1.3909519539924
627 => 1.3888417601172
628 => 1.3922835738787
629 => 1.3847701137623
630 => 1.3561504328269
701 => 1.3577046191952
702 => 1.3383238902792
703 => 1.3693382683371
704 => 1.3619936542432
705 => 1.3572585337573
706 => 1.3559665122621
707 => 1.377136936733
708 => 1.3834714595405
709 => 1.3795242100209
710 => 1.3714282860966
711 => 1.3869748533763
712 => 1.3911344589234
713 => 1.392065641205
714 => 1.4196111776661
715 => 1.3936051307004
716 => 1.3998650446829
717 => 1.4487031066033
718 => 1.4044137236334
719 => 1.4278747975636
720 => 1.4267265000803
721 => 1.4387283916235
722 => 1.4257419946648
723 => 1.4259029766191
724 => 1.436559843231
725 => 1.4215941960507
726 => 1.4178884913464
727 => 1.4127690868383
728 => 1.4239471192921
729 => 1.4306478442093
730 => 1.4846507659013
731 => 1.5195391161467
801 => 1.5180245208511
802 => 1.5318650866496
803 => 1.5256297849923
804 => 1.5054943511515
805 => 1.5398630814632
806 => 1.5289873771438
807 => 1.5298839569939
808 => 1.5298505862471
809 => 1.5370819788489
810 => 1.5319578744431
811 => 1.5218577386808
812 => 1.5285626801534
813 => 1.5484739592667
814 => 1.6102791805869
815 => 1.644866201248
816 => 1.6081969985144
817 => 1.6334909235399
818 => 1.6183235816716
819 => 1.6155672244648
820 => 1.6314536785872
821 => 1.6473679398444
822 => 1.6463542702016
823 => 1.6348013337352
824 => 1.6282753730702
825 => 1.6776921335826
826 => 1.7141015609356
827 => 1.711618682082
828 => 1.7225773018662
829 => 1.7547521484901
830 => 1.7576938132371
831 => 1.7573232310923
901 => 1.750032008086
902 => 1.7817123230189
903 => 1.8081405990981
904 => 1.7483443006237
905 => 1.7711139482917
906 => 1.7813359767221
907 => 1.7963449471972
908 => 1.821667596184
909 => 1.8491747094847
910 => 1.8530645169056
911 => 1.8503045123961
912 => 1.8321628317434
913 => 1.8622614433451
914 => 1.8798925041221
915 => 1.8903913973351
916 => 1.9170148436741
917 => 1.7813991044897
918 => 1.6854035437554
919 => 1.6704124507541
920 => 1.700897427868
921 => 1.7089360732197
922 => 1.705695705358
923 => 1.597643974217
924 => 1.6698435807514
925 => 1.7475242866671
926 => 1.7505083189459
927 => 1.7893969045543
928 => 1.8020606221253
929 => 1.8333710307835
930 => 1.831412556197
1001 => 1.8390361424479
1002 => 1.8372836119909
1003 => 1.8952795508457
1004 => 1.9592576838829
1005 => 1.9570423245738
1006 => 1.9478447109948
1007 => 1.9615047355858
1008 => 2.0275370251935
1009 => 2.0214578301123
1010 => 2.0273632503091
1011 => 2.1052190411734
1012 => 2.206442644154
1013 => 2.1594141178859
1014 => 2.2614524877938
1015 => 2.3256802328292
1016 => 2.4367554765952
1017 => 2.4228483090186
1018 => 2.4660890863089
1019 => 2.397951576543
1020 => 2.2414940812578
1021 => 2.2167340837337
1022 => 2.2663042258
1023 => 2.3881675830862
1024 => 2.2624663150041
1025 => 2.2878955178235
1026 => 2.2805719057008
1027 => 2.2801816615341
1028 => 2.2950756941382
1029 => 2.2734711230255
1030 => 2.1854502137243
1031 => 2.2257896777466
1101 => 2.2102126734274
1102 => 2.2274965210621
1103 => 2.3207703183457
1104 => 2.279531749197
1105 => 2.2360902665482
1106 => 2.2905755262265
1107 => 2.3599539849636
1108 => 2.3556124057009
1109 => 2.3471879272919
1110 => 2.3946762709919
1111 => 2.4731131020051
1112 => 2.4943142622432
1113 => 2.5099645252924
1114 => 2.5121224321535
1115 => 2.5343502139547
1116 => 2.4148258290876
1117 => 2.6045140974756
1118 => 2.6372680213935
1119 => 2.631111641208
1120 => 2.667516249147
1121 => 2.6568050899955
1122 => 2.6412863009145
1123 => 2.69899534798
1124 => 2.6328365823994
1125 => 2.5389325438148
1126 => 2.4874149310359
1127 => 2.5552574793504
1128 => 2.5966865562273
1129 => 2.6240685406588
1130 => 2.6323543126032
1201 => 2.4241041668425
1202 => 2.3118688883601
1203 => 2.3838104150872
1204 => 2.4715840428333
1205 => 2.4143382421536
1206 => 2.4165821691596
1207 => 2.3349647013222
1208 => 2.4788053777101
1209 => 2.4578490010509
1210 => 2.56657072023
1211 => 2.5406234094016
1212 => 2.6292817508394
1213 => 2.6059350382742
1214 => 2.702845936835
1215 => 2.7415063180287
1216 => 2.8064231150609
1217 => 2.8541761752166
1218 => 2.8822176855106
1219 => 2.8805341784136
1220 => 2.9916486124231
1221 => 2.9261283127303
1222 => 2.8438193743672
1223 => 2.8423306653536
1224 => 2.8849596308585
1225 => 2.9742982478713
1226 => 2.9974624514387
1227 => 3.0104080811141
1228 => 2.9905813986256
1229 => 2.9194638091913
1230 => 2.8887555946479
1231 => 2.9149198831415
]
'min_raw' => 1.0788793977087
'max_raw' => 3.0104080811141
'avg_raw' => 2.0446437394114
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.07'
'max' => '$3.01'
'avg' => '$2.04'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.42711219874771
'max_diff' => 1.5553837232632
'year' => 2036
]
11 => [
'items' => [
101 => 2.8829232066368
102 => 2.9381584469657
103 => 3.0140082295481
104 => 2.9983455493874
105 => 3.0507035408843
106 => 3.1048885538624
107 => 3.1823755560222
108 => 3.2026335277222
109 => 3.2361191846005
110 => 3.2705869249936
111 => 3.2816570342762
112 => 3.3027933077499
113 => 3.3026819091556
114 => 3.3663774919038
115 => 3.4366356921631
116 => 3.46315653628
117 => 3.5241397549587
118 => 3.4197081300782
119 => 3.4989207171741
120 => 3.5703724535543
121 => 3.4851847478325
122 => 3.6025961539801
123 => 3.6071549728209
124 => 3.6759877248371
125 => 3.606212543909
126 => 3.5647802642041
127 => 3.6843937032648
128 => 3.7422708786382
129 => 3.7248378023957
130 => 3.5921712314127
131 => 3.5149535967637
201 => 3.3128601527179
202 => 3.5522485669772
203 => 3.6688476805072
204 => 3.5918692678769
205 => 3.6306927016408
206 => 3.8425007677155
207 => 3.9231435657201
208 => 3.9063704274709
209 => 3.9092048117257
210 => 3.9527182017586
211 => 4.1456805364263
212 => 4.0300530326615
213 => 4.1184459268098
214 => 4.1653291991418
215 => 4.2088769953168
216 => 4.1019373713332
217 => 3.9628104917855
218 => 3.9187431688837
219 => 3.5842152818195
220 => 3.5668016525169
221 => 3.5570268547023
222 => 3.4953981371541
223 => 3.4469748466877
224 => 3.4084668482673
225 => 3.3074103609505
226 => 3.3415139588756
227 => 3.1804510102206
228 => 3.2834933770496
301 => 3.0264330219954
302 => 3.2405205242743
303 => 3.1240024301481
304 => 3.2022411966097
305 => 3.2019682289241
306 => 3.0579058542448
307 => 2.9748136830348
308 => 3.0277632485255
309 => 3.0845293858732
310 => 3.0937395006737
311 => 3.1673382794928
312 => 3.1878781166608
313 => 3.1256414511285
314 => 3.0211060175081
315 => 3.0453872145387
316 => 2.974321625352
317 => 2.8497819138006
318 => 2.9392285088916
319 => 2.9697695091448
320 => 2.983258154739
321 => 2.8607876519107
322 => 2.8223047609581
323 => 2.8018167927177
324 => 3.0052966135117
325 => 3.0164436974245
326 => 2.9594136400877
327 => 3.217194907062
328 => 3.1588510671274
329 => 3.2240354309222
330 => 3.0431839504117
331 => 3.050092720516
401 => 2.9644747313688
402 => 3.0124150842951
403 => 2.9785323880365
404 => 3.0085419775344
405 => 3.0265296017454
406 => 3.1121335418231
407 => 3.2414979837624
408 => 3.0993471678153
409 => 3.0374100216699
410 => 3.0758354787908
411 => 3.1781675347511
412 => 3.3332058378126
413 => 3.2414200419636
414 => 3.2821530195375
415 => 3.2910513630533
416 => 3.2233719152891
417 => 3.3357012755886
418 => 3.3958994923352
419 => 3.4576504064515
420 => 3.5112669949573
421 => 3.4329857334217
422 => 3.5167579044428
423 => 3.4492523223787
424 => 3.3886928366684
425 => 3.3887846804103
426 => 3.3507948303913
427 => 3.2771847089503
428 => 3.2636098731747
429 => 3.3342278831922
430 => 3.3908568396757
501 => 3.3955210717661
502 => 3.4268737717762
503 => 3.4454279766837
504 => 3.6272844079956
505 => 3.7004285690646
506 => 3.7898678646716
507 => 3.824709510833
508 => 3.9295703743574
509 => 3.8448867106785
510 => 3.8265648673564
511 => 3.5722067121731
512 => 3.613857845835
513 => 3.6805453295642
514 => 3.5733063642173
515 => 3.6413248047227
516 => 3.654753085706
517 => 3.5696624252103
518 => 3.6151130235315
519 => 3.4944097095538
520 => 3.2441289861631
521 => 3.3359799095803
522 => 3.4036131059019
523 => 3.307092195638
524 => 3.480102191411
525 => 3.3790333235316
526 => 3.3469993445751
527 => 3.2220233717277
528 => 3.2810072201454
529 => 3.3607837196976
530 => 3.3114911179878
531 => 3.4137806678569
601 => 3.5586499500981
602 => 3.6618924277381
603 => 3.6698181032043
604 => 3.6034401067906
605 => 3.7098112696623
606 => 3.7105860674558
607 => 3.5905989611976
608 => 3.5171075267054
609 => 3.5004101181615
610 => 3.542123518424
611 => 3.5927712870611
612 => 3.6726287018731
613 => 3.7208848651469
614 => 3.8467113458736
615 => 3.8807563838303
616 => 3.9181615587342
617 => 3.9681464077345
618 => 4.0281660348116
619 => 3.8968465076862
620 => 3.9020640773091
621 => 3.7797811518925
622 => 3.6491043089395
623 => 3.7482717436424
624 => 3.8779199728254
625 => 3.8481785258023
626 => 3.8448320054496
627 => 3.8504599244355
628 => 3.8280358446449
629 => 3.7266125628272
630 => 3.6756784256417
701 => 3.7413964572952
702 => 3.776322666346
703 => 3.8304901706983
704 => 3.8238128824496
705 => 3.9633425564957
706 => 4.0175595686717
707 => 4.0036885368803
708 => 4.006241140555
709 => 4.1043984513576
710 => 4.2135695685607
711 => 4.3158227262192
712 => 4.4198390300646
713 => 4.2944433159535
714 => 4.2307751056603
715 => 4.2964644468771
716 => 4.261608757783
717 => 4.4618998861864
718 => 4.4757676093516
719 => 4.6760442544266
720 => 4.8661306391022
721 => 4.7467407866388
722 => 4.8593200400747
723 => 4.9810836813868
724 => 5.2159855009168
725 => 5.1368788320447
726 => 5.0762843634483
727 => 5.019022883415
728 => 5.1381749333603
729 => 5.2914621421145
730 => 5.3244787387135
731 => 5.3779782385145
801 => 5.3217300560813
802 => 5.3894747962881
803 => 5.628643497765
804 => 5.5640180034254
805 => 5.4722394123966
806 => 5.6610401322064
807 => 5.7293663787613
808 => 6.2089157598172
809 => 6.814366662597
810 => 6.5637060132412
811 => 6.4081128594174
812 => 6.444680941285
813 => 6.6657711151737
814 => 6.7367782619754
815 => 6.543756359337
816 => 6.6119349585067
817 => 6.9876057431035
818 => 7.1891410660779
819 => 6.9154290276736
820 => 6.1602683692932
821 => 5.4639757544457
822 => 5.6486639103684
823 => 5.6277260050275
824 => 6.0313373971919
825 => 5.5624767067585
826 => 5.5703711183251
827 => 5.9823287666477
828 => 5.8724255288173
829 => 5.6943963588753
830 => 5.4652755644052
831 => 5.0417245847189
901 => 4.666573670418
902 => 5.4023310054579
903 => 5.3706038112831
904 => 5.3246581324112
905 => 5.4269052688989
906 => 5.923388340327
907 => 5.9119427985717
908 => 5.8391321014912
909 => 5.8943583735027
910 => 5.6847149263765
911 => 5.7387448161935
912 => 5.4638654581381
913 => 5.5881224079552
914 => 5.6940143882335
915 => 5.715273771032
916 => 5.7631722460079
917 => 5.3538850216478
918 => 5.5376429693439
919 => 5.6455835478241
920 => 5.1579040873387
921 => 5.6359436928993
922 => 5.3467602416536
923 => 5.2486070349112
924 => 5.3807573970882
925 => 5.3292582724274
926 => 5.284982349174
927 => 5.2602756232418
928 => 5.3573122643213
929 => 5.3527853890311
930 => 5.1940146102245
1001 => 4.9869046015961
1002 => 5.0564175186461
1003 => 5.0311628241948
1004 => 4.9396365535827
1005 => 5.0013142090512
1006 => 4.7297170287152
1007 => 4.2624481963402
1008 => 4.5711402998386
1009 => 4.5592559896463
1010 => 4.5532633815368
1011 => 4.7852369656927
1012 => 4.7629380581172
1013 => 4.7224653225163
1014 => 4.9388932400543
1015 => 4.8598941387866
1016 => 5.1033507543644
1017 => 5.2637070271706
1018 => 5.2230354894049
1019 => 5.3738513390482
1020 => 5.0580189558585
1021 => 5.1629258045583
1022 => 5.1845469606807
1023 => 4.9362225531471
1024 => 4.7665864351718
1025 => 4.7552736400962
1026 => 4.4611479888241
1027 => 4.6182675376343
1028 => 4.7565262385387
1029 => 4.6903110501141
1030 => 4.6693492995814
1031 => 4.7764383370041
1101 => 4.7847600723674
1102 => 4.5950236241856
1103 => 4.6344758399345
1104 => 4.7989981379925
1105 => 4.6303303001442
1106 => 4.3026362429398
1107 => 4.2213635860283
1108 => 4.210520315444
1109 => 3.9901024240844
1110 => 4.2267946135835
1111 => 4.1234721299108
1112 => 4.4498666178393
1113 => 4.2634318368233
1114 => 4.2553950060362
1115 => 4.2432461575547
1116 => 4.053523373113
1117 => 4.0950606053938
1118 => 4.2331366917942
1119 => 4.2824037949603
1120 => 4.2772648324666
1121 => 4.2324600436437
1122 => 4.2529714465291
1123 => 4.1868970711885
1124 => 4.1635648340365
1125 => 4.0899218755474
1126 => 3.981687070955
1127 => 3.9967377843762
1128 => 3.7822963153014
1129 => 3.6654572216792
1130 => 3.6331177004791
1201 => 3.5898719411687
1202 => 3.6380024240658
1203 => 3.7816888295626
1204 => 3.608372539762
1205 => 3.3112339176231
1206 => 3.3290924551132
1207 => 3.3692152866062
1208 => 3.2944466555581
1209 => 3.2236844211268
1210 => 3.2852064428433
1211 => 3.1593048915338
1212 => 3.3844298875801
1213 => 3.3783408873426
1214 => 3.4622535642323
1215 => 3.5147258831529
1216 => 3.3937941761559
1217 => 3.3633801788802
1218 => 3.3807053739676
1219 => 3.0943584915232
1220 => 3.4388529149097
1221 => 3.4418321169886
1222 => 3.4163223800631
1223 => 3.5997550254444
1224 => 3.9868551212756
1225 => 3.8412124941586
1226 => 3.7848152668672
1227 => 3.6776040965601
1228 => 3.8204566154249
1229 => 3.8094877708226
1230 => 3.7598824957198
1231 => 3.7298810705598
]
'min_raw' => 2.8018167927177
'max_raw' => 7.1891410660779
'avg_raw' => 4.9954789293978
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.80'
'max' => '$7.18'
'avg' => '$4.99'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.722937395009
'max_diff' => 4.1787329849638
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.087945827559071
]
1 => [
'year' => 2028
'avg' => 0.15094057094753
]
2 => [
'year' => 2029
'avg' => 0.41234243543758
]
3 => [
'year' => 2030
'avg' => 0.31812157486131
]
4 => [
'year' => 2031
'avg' => 0.31243481088656
]
5 => [
'year' => 2032
'avg' => 0.54779655033781
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.087945827559071
'min' => '$0.087945'
'max_raw' => 0.54779655033781
'max' => '$0.547796'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.54779655033781
]
1 => [
'year' => 2033
'avg' => 1.4089890567239
]
2 => [
'year' => 2034
'avg' => 0.89308497699713
]
3 => [
'year' => 2035
'avg' => 1.0533957784059
]
4 => [
'year' => 2036
'avg' => 2.0446437394114
]
5 => [
'year' => 2037
'avg' => 4.9954789293978
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.54779655033781
'min' => '$0.547796'
'max_raw' => 4.9954789293978
'max' => '$4.99'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 4.9954789293978
]
]
]
]
'prediction_2025_max_price' => '$0.150371'
'last_price' => 0.145804
'sma_50day_nextmonth' => '$0.138688'
'sma_200day_nextmonth' => '$0.211718'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.144586'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.143179'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.143916'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.146051'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.154376'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.183126'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.229944'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.145179'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.14455'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.14485'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.1479012'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.1581091'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.180739'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.219725'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.206182'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.241463'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.468342'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.58811'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.145635'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.149015'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.16217'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.192991'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.2710073'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.489063'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.14'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.73'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 76.87
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.143572'
'vwma_10_action' => 'BUY'
'hma_9' => '0.144198'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 50.46
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 7.13
'cci_20_action' => 'NEUTRAL'
'adx_14' => 18.41
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.011982'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -49.54
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 47.6
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.011212'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 14
'sell_pct' => 58.82
'buy_pct' => 41.18
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767715253
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Avalaunch para 2026
La previsión del precio de Avalaunch para 2026 sugiere que el precio medio podría oscilar entre $0.050375 en el extremo inferior y $0.150371 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Avalaunch podría potencialmente ganar 3.13% para 2026 si XAVA alcanza el objetivo de precio previsto.
Predicción de precio de Avalaunch 2027-2032
La predicción del precio de XAVA para 2027-2032 está actualmente dentro de un rango de precios de $0.087945 en el extremo inferior y $0.547796 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Avalaunch alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Avalaunch | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.048494 | $0.087945 | $0.127396 |
| 2028 | $0.087519 | $0.15094 | $0.214361 |
| 2029 | $0.192254 | $0.412342 | $0.63243 |
| 2030 | $0.1635042 | $0.318121 | $0.472738 |
| 2031 | $0.193312 | $0.312434 | $0.431556 |
| 2032 | $0.295077 | $0.547796 | $0.800515 |
Predicción de precio de Avalaunch 2032-2037
La predicción de precio de Avalaunch para 2032-2037 se estima actualmente entre $0.547796 en el extremo inferior y $4.99 en el extremo superior. Comparado con el precio actual, Avalaunch podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Avalaunch | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.295077 | $0.547796 | $0.800515 |
| 2033 | $0.685695 | $1.40 | $2.13 |
| 2034 | $0.551266 | $0.893084 | $1.23 |
| 2035 | $0.651767 | $1.05 | $1.45 |
| 2036 | $1.07 | $2.04 | $3.01 |
| 2037 | $2.80 | $4.99 | $7.18 |
Avalaunch Histograma de precios potenciales
Pronóstico de precio de Avalaunch basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Avalaunch es Bajista, con 14 indicadores técnicos mostrando señales alcistas y 20 indicando señales bajistas. La predicción de precio de XAVA se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Avalaunch
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Avalaunch aumentar durante el próximo mes, alcanzando $0.211718 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Avalaunch alcance $0.138688 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 45.73, lo que sugiere que el mercado de XAVA está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de XAVA para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.144586 | BUY |
| SMA 5 | $0.143179 | BUY |
| SMA 10 | $0.143916 | BUY |
| SMA 21 | $0.146051 | SELL |
| SMA 50 | $0.154376 | SELL |
| SMA 100 | $0.183126 | SELL |
| SMA 200 | $0.229944 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.145179 | BUY |
| EMA 5 | $0.14455 | BUY |
| EMA 10 | $0.14485 | BUY |
| EMA 21 | $0.1479012 | SELL |
| EMA 50 | $0.1581091 | SELL |
| EMA 100 | $0.180739 | SELL |
| EMA 200 | $0.219725 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.206182 | SELL |
| SMA 50 | $0.241463 | SELL |
| SMA 100 | $0.468342 | SELL |
| SMA 200 | $0.58811 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.192991 | SELL |
| EMA 50 | $0.2710073 | SELL |
| EMA 100 | $0.489063 | SELL |
| EMA 200 | $1.14 | SELL |
Osciladores de Avalaunch
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 45.73 | NEUTRAL |
| Stoch RSI (14) | 76.87 | NEUTRAL |
| Estocástico Rápido (14) | 50.46 | NEUTRAL |
| Índice de Canal de Materias Primas (20) | 7.13 | NEUTRAL |
| Índice Direccional Medio (14) | 18.41 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.011982 | SELL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -49.54 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 47.6 | NEUTRAL |
| VWMA (10) | 0.143572 | BUY |
| Promedio Móvil de Hull (9) | 0.144198 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.011212 | SELL |
Predicción de precios de Avalaunch basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Avalaunch
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Avalaunch por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.204878 | $0.287889 | $0.404532 | $0.568435 | $0.798746 | $1.12 |
| Amazon.com acción | $0.304228 | $0.634791 | $1.32 | $2.76 | $5.76 | $12.03 |
| Apple acción | $0.206811 | $0.293346 | $0.41609 | $0.590192 | $0.837142 | $1.18 |
| Netflix acción | $0.230055 | $0.362992 | $0.572744 | $0.9037012 | $1.42 | $2.24 |
| Google acción | $0.188815 | $0.244515 | $0.316646 | $0.410055 | $0.531019 | $0.687668 |
| Tesla acción | $0.330526 | $0.749278 | $1.69 | $3.85 | $8.72 | $19.78 |
| Kodak acción | $0.109337 | $0.081991 | $0.061484 | $0.0461071 | $0.034575 | $0.025927 |
| Nokia acción | $0.096589 | $0.063986 | $0.042388 | $0.02808 | $0.0186021 | $0.012323 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Avalaunch
Podría preguntarse cosas como: "¿Debo invertir en Avalaunch ahora?", "¿Debería comprar XAVA hoy?", "¿Será Avalaunch una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Avalaunch regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Avalaunch, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Avalaunch a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Avalaunch es de $0.1458 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Avalaunch
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Avalaunch
basado en el historial de precios del último mes
Predicción de precios de Avalaunch basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Avalaunch ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.149593 | $0.153482 | $0.157471 | $0.161565 |
| Si Avalaunch ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.153383 | $0.161357 | $0.169746 | $0.17857 |
| Si Avalaunch ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.164753 | $0.186165 | $0.210361 | $0.237701 |
| Si Avalaunch ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.1837031 | $0.231453 | $0.291615 | $0.367415 |
| Si Avalaunch ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.2216022 | $0.3368053 | $0.511898 | $0.778016 |
| Si Avalaunch ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.335299 | $0.771075 | $1.77 | $4.07 |
| Si Avalaunch ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.524795 | $1.88 | $6.79 | $24.47 |
Cuadro de preguntas
¿Es XAVA una buena inversión?
La decisión de adquirir Avalaunch depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Avalaunch ha experimentado una caída de -0.8984% durante las últimas 24 horas, y Avalaunch ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Avalaunch dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Avalaunch subir?
Parece que el valor medio de Avalaunch podría potencialmente aumentar hasta $0.150371 para el final de este año. Mirando las perspectivas de Avalaunch en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.472738. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Avalaunch la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Avalaunch, el precio de Avalaunch aumentará en un 0.86% durante la próxima semana y alcanzará $0.1470517 para el 13 de enero de 2026.
¿Cuál será el precio de Avalaunch el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Avalaunch, el precio de Avalaunch disminuirá en un -11.62% durante el próximo mes y alcanzará $0.128864 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Avalaunch este año en 2026?
Según nuestra predicción más reciente sobre el valor de Avalaunch en 2026, se anticipa que XAVA fluctúe dentro del rango de $0.050375 y $0.150371. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Avalaunch no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Avalaunch en 5 años?
El futuro de Avalaunch parece estar en una tendencia alcista, con un precio máximo de $0.472738 proyectada después de un período de cinco años. Basado en el pronóstico de Avalaunch para 2030, el valor de Avalaunch podría potencialmente alcanzar su punto más alto de aproximadamente $0.472738, mientras que su punto más bajo se anticipa que esté alrededor de $0.1635042.
¿Cuánto será Avalaunch en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Avalaunch, se espera que el valor de XAVA en 2026 crezca en un 3.13% hasta $0.150371 si ocurre lo mejor. El precio estará entre $0.150371 y $0.050375 durante 2026.
¿Cuánto será Avalaunch en 2027?
Según nuestra última simulación experimental para la predicción de precios de Avalaunch, el valor de XAVA podría disminuir en un -12.62% hasta $0.127396 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.127396 y $0.048494 a lo largo del año.
¿Cuánto será Avalaunch en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Avalaunch sugiere que el valor de XAVA en 2028 podría aumentar en un 47.02% , alcanzando $0.214361 en el mejor escenario. Se espera que el precio oscile entre $0.214361 y $0.087519 durante el año.
¿Cuánto será Avalaunch en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Avalaunch podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.63243 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.63243 y $0.192254.
¿Cuánto será Avalaunch en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Avalaunch, se espera que el valor de XAVA en 2030 aumente en un 224.23% , alcanzando $0.472738 en el mejor escenario. Se pronostica que el precio oscile entre $0.472738 y $0.1635042 durante el transcurso de 2030.
¿Cuánto será Avalaunch en 2031?
Nuestra simulación experimental indica que el precio de Avalaunch podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.431556 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.431556 y $0.193312 durante el año.
¿Cuánto será Avalaunch en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Avalaunch, XAVA podría experimentar un 449.04% aumento en valor, alcanzando $0.800515 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.800515 y $0.295077 a lo largo del año.
¿Cuánto será Avalaunch en 2033?
Según nuestra predicción experimental de precios de Avalaunch, se anticipa que el valor de XAVA aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $2.13. A lo largo del año, el precio de XAVA podría oscilar entre $2.13 y $0.685695.
¿Cuánto será Avalaunch en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Avalaunch sugieren que XAVA podría aumentar en un 746.96% en 2034, alcanzando potencialmente $1.23 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $1.23 y $0.551266.
¿Cuánto será Avalaunch en 2035?
Basado en nuestra predicción experimental para el precio de Avalaunch, XAVA podría crecer en un 897.93% , con el valor potencialmente alcanzando $1.45 en 2035. El rango de precios esperado para el año está entre $1.45 y $0.651767.
¿Cuánto será Avalaunch en 2036?
Nuestra reciente simulación de predicción de precios de Avalaunch sugiere que el valor de XAVA podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $3.01 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $3.01 y $1.07.
¿Cuánto será Avalaunch en 2037?
Según la simulación experimental, el valor de Avalaunch podría aumentar en un 4830.69% en 2037, con un máximo de $7.18 bajo condiciones favorables. Se espera que el precio caiga entre $7.18 y $2.80 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de dForce Token
Predicción de precios de Hatom
Predicción de precios de Paris Saint-Germain Fan Token
Predicción de precios de Qredo
Predicción de precios de Proton
Predicción de precios de Unifi Protocol DAO
Predicción de precios de Pirate Chain
Predicción de precios de Abelian
Predicción de precios de FAR Labs
Predicción de precios de Gamium
Predicción de precios de Arkadiko
Predicción de precios de League of Kingdoms
Predicción de precios de Crust Network
Predicción de precios de Tranchess
Predicción de precios de Stronghold Token
Predicción de precios de Floor Protocol
Predicción de precios de Index Cooperative
Predicción de precios de PARSIQ
Predicción de precios de OctaSpace
Predicción de precios de Blockasset
Predicción de precios de FC Barcelona Fan Token
Predicción de precios de Cosplay Token
Predicción de precios de Velas
Predicción de precios de Santos FC Fan Token
Predicción de precios de Red Pulse Phoenix
¿Cómo leer y predecir los movimientos de precio de Avalaunch?
Los traders de Avalaunch utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Avalaunch
Las medias móviles son herramientas populares para la predicción de precios de Avalaunch. Una media móvil simple (SMA) calcula el precio de cierre promedio de XAVA durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de XAVA por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de XAVA.
¿Cómo leer gráficos de Avalaunch y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Avalaunch en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de XAVA dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Avalaunch?
La acción del precio de Avalaunch está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de XAVA. La capitalización de mercado de Avalaunch puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de XAVA, grandes poseedores de Avalaunch, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Avalaunch.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


