Predicción del precio de Turtle - Pronóstico de TURTLE
Predicción de precio de Turtle hasta $0.067551 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.02263 | $0.067551 |
| 2027 | $0.021785 | $0.05723 |
| 2028 | $0.039316 | $0.096298 |
| 2029 | $0.086367 | $0.2841087 |
| 2030 | $0.073451 | $0.21237 |
| 2031 | $0.086842 | $0.193869 |
| 2032 | $0.132558 | $0.359618 |
| 2033 | $0.308037 | $0.957892 |
| 2034 | $0.247647 | $0.554759 |
| 2035 | $0.292795 | $0.653645 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Turtle hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.50, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Turtle para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Turtle'
'name_with_ticker' => 'Turtle <small>TURTLE</small>'
'name_lang' => 'Turtle'
'name_lang_with_ticker' => 'Turtle <small>TURTLE</small>'
'name_with_lang' => 'Turtle'
'name_with_lang_with_ticker' => 'Turtle <small>TURTLE</small>'
'image' => '/uploads/coins/turtle-4.png?1759570850'
'price_for_sd' => 0.0655
'ticker' => 'TURTLE'
'marketcap' => '$10.14M'
'low24h' => '$0.06383'
'high24h' => '$0.06587'
'volume24h' => '$2.69M'
'current_supply' => '154.7M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0655'
'change_24h_pct' => '0.799%'
'ath_price' => '$0.2819'
'ath_days' => 76
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '22 oct. 2025'
'ath_pct' => '-76.74%'
'fdv' => '$65.55M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.22'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0660605'
'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' => '$0.05789'
'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' => '$0.02263'
'current_year_max_price_prediction' => '$0.067551'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.073451'
'grand_prediction_max_price' => '$0.21237'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.066741190547
107 => 0.06699037792545
108 => 0.067551809812922
109 => 0.06275443580454
110 => 0.064908315890803
111 => 0.06617351865021
112 => 0.060457286554736
113 => 0.06606052712077
114 => 0.062670924196248
115 => 0.061520442053538
116 => 0.0630694146942
117 => 0.062465778549709
118 => 0.061946807639379
119 => 0.061657212954362
120 => 0.062794607507793
121 => 0.062741546692395
122 => 0.060880548444213
123 => 0.058452952093451
124 => 0.059267733111901
125 => 0.058971715529285
126 => 0.057898909622859
127 => 0.058621851272711
128 => 0.055438382119158
129 => 0.049961388902797
130 => 0.053579658386364
131 => 0.053440358947167
201 => 0.053370117853197
202 => 0.056089147368474
203 => 0.055827775419264
204 => 0.055353382772087
205 => 0.05789019702987
206 => 0.056964225700812
207 => 0.059817851150685
208 => 0.061697433432893
209 => 0.061220710568008
210 => 0.062988466789234
211 => 0.059286504020939
212 => 0.0605161475556
213 => 0.060769575383881
214 => 0.057858893135709
215 => 0.055870539102597
216 => 0.055737938557484
217 => 0.052290406676131
218 => 0.054132050379645
219 => 0.055752620626342
220 => 0.054976493239505
221 => 0.054730794494979
222 => 0.055986016095208
223 => 0.056083557563792
224 => 0.0538596017431
225 => 0.054322032581743
226 => 0.056250446051616
227 => 0.054273441510102
228 => 0.050432444627798
301 => 0.04947982429505
302 => 0.049352727182385
303 => 0.046769145286702
304 => 0.049543482940816
305 => 0.048332410207168
306 => 0.052158174461881
307 => 0.049972918437574
308 => 0.049878716417982
309 => 0.049736316248937
310 => 0.047512520584898
311 => 0.047999390505736
312 => 0.049617820274982
313 => 0.050195294249565
314 => 0.050135058982911
315 => 0.049609889086181
316 => 0.049850309175599
317 => 0.049075832299672
318 => 0.04880234839544
319 => 0.047939157966009
320 => 0.046670506497187
321 => 0.046846920265019
322 => 0.04433338974457
323 => 0.042963884913867
324 => 0.042584824026513
325 => 0.042077927965897
326 => 0.042642079285358
327 => 0.044326269228414
328 => 0.04229477883626
329 => 0.038811931051395
330 => 0.039021256137749
331 => 0.039491547457611
401 => 0.038615162694337
402 => 0.037785738065296
403 => 0.0385068554869
404 => 0.037031126966881
405 => 0.039669882198879
406 => 0.03959851126488
407 => 0.04058207603584
408 => 0.041197119271902
409 => 0.039779643735391
410 => 0.03942315247122
411 => 0.039626226096916
412 => 0.036269871416245
413 => 0.040307790252757
414 => 0.040342710342533
415 => 0.040043703333266
416 => 0.042193770456951
417 => 0.046731082710679
418 => 0.045023963327864
419 => 0.044362915104882
420 => 0.043106261949769
421 => 0.044780677666276
422 => 0.044652108664202
423 => 0.04407067087848
424 => 0.043719015491478
425 => 0.044366951324371
426 => 0.043638729071395
427 => 0.043507920344551
428 => 0.042715361781175
429 => 0.042432454433167
430 => 0.042223001095568
501 => 0.041992413551332
502 => 0.042501032215082
503 => 0.041348435408666
504 => 0.039958516650587
505 => 0.039842959944982
506 => 0.040162022169007
507 => 0.040020860886265
508 => 0.039842284119069
509 => 0.039501332438004
510 => 0.039400179357512
511 => 0.039728877796613
512 => 0.039357796423177
513 => 0.03990534720353
514 => 0.039756443688641
515 => 0.038924680758778
516 => 0.037887996190091
517 => 0.03787876752291
518 => 0.03765541553309
519 => 0.037370943192858
520 => 0.03729180949565
521 => 0.038446124989012
522 => 0.040835523514516
523 => 0.040366427410499
524 => 0.040705397420554
525 => 0.042372794379074
526 => 0.042902809731811
527 => 0.04252661738854
528 => 0.042011662106537
529 => 0.042034317525502
530 => 0.043794075611673
531 => 0.043903829564944
601 => 0.044181142396893
602 => 0.044537567754544
603 => 0.042587318168175
604 => 0.041942460945367
605 => 0.041636891817885
606 => 0.040695857175373
607 => 0.041710682359109
608 => 0.041119387183693
609 => 0.041199173104376
610 => 0.041147212418863
611 => 0.041175586466719
612 => 0.039669144613014
613 => 0.040218012848251
614 => 0.039305412952424
615 => 0.038083544136058
616 => 0.038079448003343
617 => 0.038378498665128
618 => 0.038200611629645
619 => 0.037721922191052
620 => 0.037789917766454
621 => 0.037194204977629
622 => 0.037862248084746
623 => 0.037881405170685
624 => 0.037624172185891
625 => 0.038653384764587
626 => 0.039075053997837
627 => 0.038905737736781
628 => 0.039063174317598
629 => 0.040385920471463
630 => 0.040601585810003
701 => 0.040697370107331
702 => 0.0405690318379
703 => 0.039087351689092
704 => 0.039153070504282
705 => 0.038670869443536
706 => 0.038263460360301
707 => 0.038279754587051
708 => 0.038489215815308
709 => 0.039403945283841
710 => 0.041328939524122
711 => 0.041401991648388
712 => 0.041490532954079
713 => 0.041130390966537
714 => 0.041021768697
715 => 0.041165069508306
716 => 0.041887996133567
717 => 0.043747559686402
718 => 0.043090265730756
719 => 0.042555875513426
720 => 0.043024679804593
721 => 0.042952511058577
722 => 0.042343334214147
723 => 0.04232623664905
724 => 0.04115703151897
725 => 0.040724803003892
726 => 0.04036360050495
727 => 0.039969176805534
728 => 0.039735349215319
729 => 0.040094614666629
730 => 0.040176782926047
731 => 0.039391242737872
801 => 0.039284176512894
802 => 0.039925665587621
803 => 0.039643370162957
804 => 0.039933718007814
805 => 0.040001081198378
806 => 0.039990234173191
807 => 0.039695485328419
808 => 0.03988334945254
809 => 0.039438994794003
810 => 0.038955825842757
811 => 0.03864759415435
812 => 0.038378621125216
813 => 0.038527862994584
814 => 0.037995842980775
815 => 0.03782563907091
816 => 0.039819705314364
817 => 0.041292743488229
818 => 0.041271324929794
819 => 0.041140944963726
820 => 0.040947226780759
821 => 0.041873824441887
822 => 0.041551016344655
823 => 0.04178588620691
824 => 0.041845670444311
825 => 0.042026619325064
826 => 0.042091292996851
827 => 0.041895804241957
828 => 0.041239720103592
829 => 0.039604820809394
830 => 0.038843770774618
831 => 0.038592611586851
901 => 0.038601740746307
902 => 0.038349917774145
903 => 0.038424090925361
904 => 0.038324123379138
905 => 0.038134809031339
906 => 0.038516173367081
907 => 0.038560122054121
908 => 0.038471107061194
909 => 0.038492073314418
910 => 0.037755067191786
911 => 0.037811100166597
912 => 0.037499101442526
913 => 0.037440605442963
914 => 0.036651899837348
915 => 0.035254593532295
916 => 0.036028836865099
917 => 0.035093659794159
918 => 0.034739494067149
919 => 0.036416059534743
920 => 0.036247778862484
921 => 0.035959755501427
922 => 0.035533708921094
923 => 0.035375684100134
924 => 0.034415575312561
925 => 0.03435884696341
926 => 0.034834702803649
927 => 0.034615111706578
928 => 0.034306722640639
929 => 0.033189768704706
930 => 0.031933942669977
1001 => 0.031971848164125
1002 => 0.032371303060298
1003 => 0.033532772044753
1004 => 0.033078966018909
1005 => 0.032749724540335
1006 => 0.03268806750836
1007 => 0.03345983435126
1008 => 0.034552046124115
1009 => 0.035064487451078
1010 => 0.034556673659133
1011 => 0.033973324517582
1012 => 0.034008830276848
1013 => 0.034245034186388
1014 => 0.034269855877538
1015 => 0.033890155555649
1016 => 0.033997038972153
1017 => 0.033834673288858
1018 => 0.032838235390183
1019 => 0.032820212988335
1020 => 0.032575671058269
1021 => 0.032568266425813
1022 => 0.032152239598927
1023 => 0.032094034569988
1024 => 0.031267988054181
1025 => 0.031811694372384
1026 => 0.031447004719997
1027 => 0.030897331392256
1028 => 0.030802567503369
1029 => 0.030799718786439
1030 => 0.031364110389321
1031 => 0.0318050991279
1101 => 0.031453348652637
1102 => 0.031373261887816
1103 => 0.03222837901204
1104 => 0.032119557563417
1105 => 0.032025318890733
1106 => 0.03445425053934
1107 => 0.032531561607567
1108 => 0.031693159490067
1109 => 0.030655477661416
1110 => 0.030993352097271
1111 => 0.031064547205313
1112 => 0.028569109463617
1113 => 0.027556710682598
1114 => 0.027209293572395
1115 => 0.027009350113717
1116 => 0.027100466858568
1117 => 0.026189189213118
1118 => 0.026801582862002
1119 => 0.026012493449423
1120 => 0.025880200041486
1121 => 0.027291189660596
1122 => 0.027487520623213
1123 => 0.026649911741438
1124 => 0.027187792240098
1125 => 0.026992749294186
1126 => 0.026026020122578
1127 => 0.025989098179001
1128 => 0.025504027462862
1129 => 0.024744985720303
1130 => 0.024398083276144
1201 => 0.024217413471281
1202 => 0.024291961353952
1203 => 0.024254267663271
1204 => 0.024008290834581
1205 => 0.024268366767161
1206 => 0.023603980230215
1207 => 0.023339416157877
1208 => 0.023219918704242
1209 => 0.022630237412039
1210 => 0.023568682580394
1211 => 0.02375356810078
1212 => 0.023938817902756
1213 => 0.025551290953544
1214 => 0.025470736356728
1215 => 0.026198910680263
1216 => 0.026170615165077
1217 => 0.025962928052363
1218 => 0.025086730286694
1219 => 0.025435967099366
1220 => 0.024361070473411
1221 => 0.025166456111442
1222 => 0.024798911739953
1223 => 0.025042188989725
1224 => 0.02460475455921
1225 => 0.024846848834282
1226 => 0.023797411316465
1227 => 0.022817461328311
1228 => 0.023211821810068
1229 => 0.023640536754328
1230 => 0.024570099988022
1231 => 0.024016459794764
]
'min_raw' => 0.022630237412039
'max_raw' => 0.067551809812922
'avg_raw' => 0.045091023612481
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.02263'
'max' => '$0.067551'
'avg' => '$0.045091'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.042869762587961
'max_diff' => 0.0020518098129219
'year' => 2026
]
1 => [
'items' => [
101 => 0.024215569743713
102 => 0.023548584745337
103 => 0.022172404178841
104 => 0.022180193211395
105 => 0.021968497812963
106 => 0.021785562080683
107 => 0.024080052030922
108 => 0.023794695935091
109 => 0.023340018342868
110 => 0.023948622368228
111 => 0.024109546932378
112 => 0.024114128228486
113 => 0.024558150015046
114 => 0.024795124522128
115 => 0.024836892306108
116 => 0.025535570180985
117 => 0.025769757788859
118 => 0.026734343402225
119 => 0.024775018890851
120 => 0.024734667891908
121 => 0.023957186674956
122 => 0.023464095795673
123 => 0.023990949029318
124 => 0.02445766907169
125 => 0.02397168896765
126 => 0.024035147709637
127 => 0.023382759125997
128 => 0.023615957346913
129 => 0.023816819069958
130 => 0.023705915032599
131 => 0.023539886320856
201 => 0.02441940335062
202 => 0.024369777552946
203 => 0.025188804031072
204 => 0.025827293739916
205 => 0.026971581441852
206 => 0.025777457571814
207 => 0.025733938951778
208 => 0.026159340443243
209 => 0.025769692662107
210 => 0.026015936609601
211 => 0.026931907734994
212 => 0.026951260761506
213 => 0.026627072632477
214 => 0.026607345755364
215 => 0.026669609631773
216 => 0.02703429110068
217 => 0.026906860189914
218 => 0.027054326466008
219 => 0.027238735302348
220 => 0.028001528437173
221 => 0.028185435279556
222 => 0.027738636997332
223 => 0.027778977879628
224 => 0.027611863057189
225 => 0.027450432232656
226 => 0.027813305151129
227 => 0.028476462541922
228 => 0.028472337074212
301 => 0.028626176698938
302 => 0.028722017510667
303 => 0.028310598586967
304 => 0.028042779995931
305 => 0.028145478685474
306 => 0.028309696126539
307 => 0.028092225182604
308 => 0.026749893774293
309 => 0.027157071375112
310 => 0.027089297112368
311 => 0.026992778320589
312 => 0.027402198546824
313 => 0.027362708967216
314 => 0.026179842743725
315 => 0.026255566001552
316 => 0.026184447725836
317 => 0.026414245424105
318 => 0.025757282832269
319 => 0.025959360100807
320 => 0.026086101069278
321 => 0.026160752473377
322 => 0.02643044453393
323 => 0.026398799283398
324 => 0.026428477420725
325 => 0.02682835955046
326 => 0.028850826139687
327 => 0.028960904533818
328 => 0.028418838261838
329 => 0.028635383045709
330 => 0.028219664413814
331 => 0.028498739116478
401 => 0.028689674940312
402 => 0.027826872667254
403 => 0.027775783116184
404 => 0.027358348665616
405 => 0.027582654294655
406 => 0.027225767910708
407 => 0.027313335345973
408 => 0.02706848916298
409 => 0.027509163543978
410 => 0.02800190597581
411 => 0.028126392173079
412 => 0.027798922582742
413 => 0.02756181301804
414 => 0.02714552673117
415 => 0.02783782010378
416 => 0.028040267783189
417 => 0.027836756732305
418 => 0.02778959877501
419 => 0.02770023453115
420 => 0.027808557821797
421 => 0.028039165209649
422 => 0.027930415024188
423 => 0.028002246437617
424 => 0.027728499161858
425 => 0.028310734783749
426 => 0.029235465073946
427 => 0.029238438233038
428 => 0.029129687461373
429 => 0.029085188988675
430 => 0.029196773879952
501 => 0.029257304106018
502 => 0.029618149183239
503 => 0.030005350327799
504 => 0.031812249120366
505 => 0.031304879169835
506 => 0.032908067271491
507 => 0.03417598091198
508 => 0.034556172773618
509 => 0.03420641415032
510 => 0.033009908793607
511 => 0.032951202532576
512 => 0.034739286687037
513 => 0.03423407101396
514 => 0.03417397721723
515 => 0.033534680750098
516 => 0.033912584140581
517 => 0.033829931125574
518 => 0.033699459297862
519 => 0.034420472641924
520 => 0.035770145256704
521 => 0.035559786122541
522 => 0.035402762787168
523 => 0.034714732240368
524 => 0.035129080306728
525 => 0.034981538896611
526 => 0.035615470426563
527 => 0.035239943431523
528 => 0.034230243508343
529 => 0.034391041549124
530 => 0.03436673724874
531 => 0.034866918028407
601 => 0.034716776173601
602 => 0.034337419641899
603 => 0.035765532222435
604 => 0.035672798535035
605 => 0.035804273701896
606 => 0.035862153136353
607 => 0.036731420097959
608 => 0.037087530958689
609 => 0.037168374358673
610 => 0.037506652133764
611 => 0.037159957699465
612 => 0.038546982625604
613 => 0.039469273266338
614 => 0.040540561306193
615 => 0.042106001067501
616 => 0.04269462089888
617 => 0.042588291994873
618 => 0.043775190555779
619 => 0.045908020886456
620 => 0.043019397984656
621 => 0.046061124914375
622 => 0.045098149286852
623 => 0.042814951397187
624 => 0.042667940370227
625 => 0.044214148489581
626 => 0.047643489281292
627 => 0.04678447830823
628 => 0.047644894315512
629 => 0.04664117333933
630 => 0.046591330132838
701 => 0.047596145828046
702 => 0.049943952469551
703 => 0.048828597540388
704 => 0.047229462753184
705 => 0.048410238994762
706 => 0.047387341338625
707 => 0.04508246662832
708 => 0.046783821438728
709 => 0.045646173928803
710 => 0.045978199952867
711 => 0.048369365806433
712 => 0.048081654404692
713 => 0.048453979599903
714 => 0.047796835375802
715 => 0.047182959048359
716 => 0.046037113296131
717 => 0.045697884858409
718 => 0.045791635394435
719 => 0.0456978384003
720 => 0.045056748232794
721 => 0.04491830487216
722 => 0.044687559872428
723 => 0.044759077396372
724 => 0.044325209290043
725 => 0.04514400804841
726 => 0.045295984313193
727 => 0.045891837767382
728 => 0.045953701249664
729 => 0.047613144638138
730 => 0.04669915110558
731 => 0.047312336877625
801 => 0.047257487770645
802 => 0.042864435218717
803 => 0.043469759100142
804 => 0.044411453098541
805 => 0.043987221228698
806 => 0.04338745661971
807 => 0.042903114540608
808 => 0.042169286764249
809 => 0.043202135267561
810 => 0.044560221218222
811 => 0.045988144550556
812 => 0.047703700873112
813 => 0.047320808673194
814 => 0.045956073418422
815 => 0.046017294445011
816 => 0.046395738741801
817 => 0.045905618992168
818 => 0.045761073109727
819 => 0.046375880357206
820 => 0.046380114196828
821 => 0.045816172191925
822 => 0.045189453853773
823 => 0.045186827881053
824 => 0.04507530940616
825 => 0.046661012228274
826 => 0.047532988447799
827 => 0.047632959116107
828 => 0.047526259625297
829 => 0.047567324024558
830 => 0.047059940275102
831 => 0.048219669066382
901 => 0.049283950890551
902 => 0.048998700626609
903 => 0.048571069930246
904 => 0.048230441483107
905 => 0.048918459389791
906 => 0.048887823035447
907 => 0.049274655317276
908 => 0.049257106370521
909 => 0.04912702922364
910 => 0.048998705272074
911 => 0.049507495234952
912 => 0.04936097189656
913 => 0.049214220966952
914 => 0.048919889511181
915 => 0.048959894044349
916 => 0.048532337184454
917 => 0.048334529817396
918 => 0.045359981623079
919 => 0.044565085149392
920 => 0.044815175761624
921 => 0.04489751208477
922 => 0.044551572120734
923 => 0.045047561164477
924 => 0.044970261797392
925 => 0.045270988416102
926 => 0.045083107480764
927 => 0.045090818179885
928 => 0.045643335950276
929 => 0.045803734209599
930 => 0.045722154360335
1001 => 0.045779290090366
1002 => 0.04709595887345
1003 => 0.046908770677193
1004 => 0.046809330678731
1005 => 0.04683687623789
1006 => 0.047173313341665
1007 => 0.047267497361937
1008 => 0.04686843304985
1009 => 0.047056634086394
1010 => 0.047857970213728
1011 => 0.048138392506598
1012 => 0.049033365855104
1013 => 0.048653165269776
1014 => 0.049351039898841
1015 => 0.051496068585593
1016 => 0.053209665925266
1017 => 0.051633770994298
1018 => 0.054780574283302
1019 => 0.057230812025914
1020 => 0.057136767820268
1021 => 0.056709512194824
1022 => 0.053919981667801
1023 => 0.051353014087278
1024 => 0.053500391467586
1025 => 0.053505865574141
1026 => 0.053321403952758
1027 => 0.052175728664691
1028 => 0.053281536936128
1029 => 0.053369311981009
1030 => 0.053320181297144
1031 => 0.052441794739961
1101 => 0.051100660820115
1102 => 0.051362715177832
1103 => 0.051791965561536
1104 => 0.050979305034173
1105 => 0.050719610754842
1106 => 0.051202431828976
1107 => 0.052758181929599
1108 => 0.052464076384923
1109 => 0.052456396100578
1110 => 0.053714704340863
1111 => 0.052814027200733
1112 => 0.051366020522497
1113 => 0.05100037973938
1114 => 0.049702601284462
1115 => 0.050598981485802
1116 => 0.050631240613454
1117 => 0.050140302337963
1118 => 0.051405857457837
1119 => 0.051394195144611
1120 => 0.05259565137791
1121 => 0.054892384449625
1122 => 0.054213127464948
1123 => 0.053423225494719
1124 => 0.053509109740489
1125 => 0.054451047936203
1126 => 0.053881530600717
1127 => 0.054086333005373
1128 => 0.054450737943234
1129 => 0.054670592489912
1130 => 0.053477476054592
1201 => 0.053199303540162
1202 => 0.052630260200926
1203 => 0.052481807415416
1204 => 0.052945281341745
1205 => 0.052823172336933
1206 => 0.050628529358688
1207 => 0.050399176956583
1208 => 0.050406210867316
1209 => 0.049829493347111
1210 => 0.048949860700734
1211 => 0.051261482775277
1212 => 0.051075827171561
1213 => 0.050870877753661
1214 => 0.050895982887928
1215 => 0.051899379682346
1216 => 0.051317358868831
1217 => 0.052864756592895
1218 => 0.052546658139861
1219 => 0.052220401661802
1220 => 0.052175303078519
1221 => 0.05204972216936
1222 => 0.051619058505259
1223 => 0.051099006251982
1224 => 0.050755622708214
1225 => 0.046819379016263
1226 => 0.047549922949413
1227 => 0.048390347153327
1228 => 0.04868045822073
1229 => 0.048184203164863
1230 => 0.051638653679575
1231 => 0.052269815076526
]
'min_raw' => 0.021785562080683
'max_raw' => 0.057230812025914
'avg_raw' => 0.039508187053299
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021785'
'max' => '$0.05723'
'avg' => '$0.0395081'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00084467533135637
'max_diff' => -0.010320997787008
'year' => 2027
]
2 => [
'items' => [
101 => 0.050357986035521
102 => 0.050000360881415
103 => 0.05166209952514
104 => 0.050659867983686
105 => 0.051111172785435
106 => 0.050135698654582
107 => 0.052117786778564
108 => 0.052102686587965
109 => 0.051331609540245
110 => 0.05198331858087
111 => 0.051870068097289
112 => 0.050999524009493
113 => 0.052145384578908
114 => 0.052145952911455
115 => 0.051403808017685
116 => 0.05053714525817
117 => 0.05038220642643
118 => 0.050265480829817
119 => 0.051082465444078
120 => 0.051814971294579
121 => 0.053177983078763
122 => 0.053520676625668
123 => 0.054858232353639
124 => 0.054061783042039
125 => 0.054414838706126
126 => 0.054798130572265
127 => 0.054981894787984
128 => 0.054682460859802
129 => 0.056760235465243
130 => 0.056935663303311
131 => 0.05699448273997
201 => 0.056293868833483
202 => 0.05691617796317
203 => 0.056625020130102
204 => 0.057382531925771
205 => 0.057501319447728
206 => 0.057400710642619
207 => 0.057438415677022
208 => 0.055665401595835
209 => 0.055573461462331
210 => 0.054319851218231
211 => 0.054830706658921
212 => 0.05387568689849
213 => 0.054178533502316
214 => 0.054312025399654
215 => 0.054242296808083
216 => 0.054859589659056
217 => 0.054334764631131
218 => 0.052949665093215
219 => 0.051564188185855
220 => 0.051546794651868
221 => 0.051182023037859
222 => 0.050918359972184
223 => 0.050969150832583
224 => 0.051148144449384
225 => 0.050907956537783
226 => 0.050959212806559
227 => 0.051810408386979
228 => 0.051981109590183
229 => 0.05140100020443
301 => 0.049071777311248
302 => 0.048500180170848
303 => 0.048911032860103
304 => 0.048714671736941
305 => 0.039316542115954
306 => 0.041524493265978
307 => 0.04021260366757
308 => 0.040817182751654
309 => 0.039478083183844
310 => 0.040117171685825
311 => 0.039999155375284
312 => 0.043549475486498
313 => 0.043494042121268
314 => 0.043520575139735
315 => 0.042254085036862
316 => 0.044271638159692
317 => 0.045265557376862
318 => 0.045081609382068
319 => 0.045127905129354
320 => 0.044332390805833
321 => 0.043528277457295
322 => 0.042636392001609
323 => 0.0442934049379
324 => 0.044109173385538
325 => 0.044531734282235
326 => 0.045606425617151
327 => 0.045764677998572
328 => 0.04597737080404
329 => 0.045901135573785
330 => 0.047717368046973
331 => 0.047497410310582
401 => 0.048027445169124
402 => 0.046937123251261
403 => 0.045703320506893
404 => 0.045937826072547
405 => 0.0459152413008
406 => 0.045627711234865
407 => 0.045368141947677
408 => 0.044936032217701
409 => 0.046303291343551
410 => 0.046247783119949
411 => 0.0471463967388
412 => 0.046987558053001
413 => 0.045926794434817
414 => 0.045964679814961
415 => 0.046219477203519
416 => 0.047101333874546
417 => 0.047363128975888
418 => 0.047241855054215
419 => 0.047528901431436
420 => 0.047755771184167
421 => 0.047557392779431
422 => 0.050366012647469
423 => 0.049199677861965
424 => 0.049768141321115
425 => 0.049903716506541
426 => 0.049556443519911
427 => 0.049631754595798
428 => 0.049745830354726
429 => 0.050438476024615
430 => 0.052256178681045
501 => 0.053061226814057
502 => 0.055483253842599
503 => 0.052994378773421
504 => 0.052846699226805
505 => 0.053282979432854
506 => 0.054704965696207
507 => 0.055857352002276
508 => 0.05623966502276
509 => 0.056290193999717
510 => 0.057007438641834
511 => 0.057418549894875
512 => 0.056920346276875
513 => 0.056498170874712
514 => 0.054985990986506
515 => 0.055161029926095
516 => 0.056366874642099
517 => 0.058070201327353
518 => 0.059531832824238
519 => 0.05902002041703
520 => 0.062924787800781
521 => 0.063311929537336
522 => 0.063258439067135
523 => 0.064140405557421
524 => 0.062389881683555
525 => 0.061641498812675
526 => 0.056589449988554
527 => 0.058008869637738
528 => 0.060072079457421
529 => 0.059799005901146
530 => 0.058300647780336
531 => 0.059530696185243
601 => 0.059124003715411
602 => 0.058803228490768
603 => 0.060272761980193
604 => 0.058656949543462
605 => 0.060055960492332
606 => 0.05826171447949
607 => 0.059022358332994
608 => 0.058590580093542
609 => 0.058869993531218
610 => 0.057236548283917
611 => 0.058117915689719
612 => 0.057199880502169
613 => 0.057199445233958
614 => 0.057179179556311
615 => 0.058259243883272
616 => 0.058294464742199
617 => 0.057496295572688
618 => 0.057381266925615
619 => 0.057806588122796
620 => 0.057308648392696
621 => 0.057541631258414
622 => 0.057315705206355
623 => 0.057264844493305
624 => 0.056859577678491
625 => 0.056684977591626
626 => 0.056753442784576
627 => 0.056519735784812
628 => 0.056378918863903
629 => 0.057151167526432
630 => 0.056738586218465
701 => 0.057087933523737
702 => 0.056689808178234
703 => 0.055309732275768
704 => 0.054516036030221
705 => 0.051909200583565
706 => 0.052648495882467
707 => 0.053138649430496
708 => 0.052976653685796
709 => 0.053324683229442
710 => 0.053346049416843
711 => 0.053232901464463
712 => 0.053101890630756
713 => 0.053038121802262
714 => 0.05351340240504
715 => 0.053789318792162
716 => 0.053187842896449
717 => 0.053046925509626
718 => 0.053655050848585
719 => 0.054026006954048
720 => 0.056764938414557
721 => 0.05656202952533
722 => 0.05707129101843
723 => 0.057013955989562
724 => 0.057547743166048
725 => 0.058420259604312
726 => 0.056646189725889
727 => 0.056954106914062
728 => 0.056878612730369
729 => 0.0577028384323
730 => 0.057705411574974
731 => 0.057211247093539
801 => 0.057479141675828
802 => 0.057329610269298
803 => 0.05759983373128
804 => 0.056559319553407
805 => 0.057826553505491
806 => 0.058544993497571
807 => 0.058554969037558
808 => 0.058895503891912
809 => 0.059241507026384
810 => 0.05990562991248
811 => 0.059222984999544
812 => 0.057994973255313
813 => 0.058083631736793
814 => 0.057363648900463
815 => 0.057375751942017
816 => 0.057311144957668
817 => 0.057505035381086
818 => 0.056601867597943
819 => 0.05681383927142
820 => 0.056517077687247
821 => 0.056953461812335
822 => 0.05648398463062
823 => 0.056878576324787
824 => 0.057048869019068
825 => 0.057677252727103
826 => 0.05639117184602
827 => 0.053768765869472
828 => 0.054320027399341
829 => 0.053504668296006
830 => 0.05358013288531
831 => 0.053732583365806
901 => 0.053238441479826
902 => 0.05333270817947
903 => 0.053329340309614
904 => 0.053300317826667
905 => 0.053171772437458
906 => 0.052985356191176
907 => 0.053727981140471
908 => 0.053854167590354
909 => 0.054134664437248
910 => 0.054969232790777
911 => 0.054885839731782
912 => 0.055021857270947
913 => 0.054724931746656
914 => 0.053593906408779
915 => 0.053655326526153
916 => 0.052889416678311
917 => 0.054115078400438
918 => 0.053824825526695
919 => 0.053637697610785
920 => 0.053586638025201
921 => 0.054423275112255
922 => 0.054673610041381
923 => 0.054517618112902
924 => 0.054197674116579
925 => 0.05481206117247
926 => 0.054976445229717
927 => 0.055013244757884
928 => 0.056101820823888
929 => 0.055074084067402
930 => 0.055321470519513
1001 => 0.057251508999306
1002 => 0.055501230425238
1003 => 0.056428392021792
1004 => 0.056383012286357
1005 => 0.056857316785716
1006 => 0.056344105473498
1007 => 0.056350467342791
1008 => 0.056771617606052
1009 => 0.056180188016153
1010 => 0.0560337417324
1011 => 0.055831427240265
1012 => 0.056273173532315
1013 => 0.056537980455933
1014 => 0.05867212978104
1015 => 0.060050887574092
1016 => 0.05999103206208
1017 => 0.060537999397041
1018 => 0.060291585602995
1019 => 0.059495850461345
1020 => 0.060854073318578
1021 => 0.060424274776092
1022 => 0.060459706845729
1023 => 0.060458388062327
1024 => 0.06074416651944
1025 => 0.060541666291365
1026 => 0.060142517555606
1027 => 0.060407491113894
1028 => 0.06119436785223
1029 => 0.063636857392351
1030 => 0.065003706897685
1031 => 0.063554571335863
1101 => 0.064554165641709
1102 => 0.063954765250071
1103 => 0.063845836368293
1104 => 0.064473655461803
1105 => 0.065102573469527
1106 => 0.065062514111323
1107 => 0.064605951933012
1108 => 0.064348051543321
1109 => 0.066300959697032
1110 => 0.067739829157765
1111 => 0.067641707906846
1112 => 0.068074783197661
1113 => 0.069346305646008
1114 => 0.069462557723446
1115 => 0.069447912633712
1116 => 0.069159769730131
1117 => 0.070411748708583
1118 => 0.071456171598882
1119 => 0.069093072973201
1120 => 0.069992909994628
1121 => 0.070396875824484
1122 => 0.070990017513975
1123 => 0.071990746966235
1124 => 0.073077804581768
1125 => 0.073231526447584
1126 => 0.073122453427519
1127 => 0.072405509708398
1128 => 0.073594981122608
1129 => 0.074291745580516
1130 => 0.074706652870028
1201 => 0.075758788722242
1202 => 0.070399370579923
1203 => 0.066605708038425
1204 => 0.066013272851419
1205 => 0.067218013100559
1206 => 0.067535693496634
1207 => 0.067407636927313
1208 => 0.063137524832148
1209 => 0.065990791594958
1210 => 0.069060666722257
1211 => 0.069178593128357
1212 => 0.070715436805145
1213 => 0.071215896103658
1214 => 0.072453256702177
1215 => 0.072375859459843
1216 => 0.072677137074875
1217 => 0.07260787856858
1218 => 0.074899828520324
1219 => 0.077428189674959
1220 => 0.07734064056787
1221 => 0.07697715873768
1222 => 0.077516991238374
1223 => 0.080126530905605
1224 => 0.079886286310067
1225 => 0.080119663470646
1226 => 0.083196457805522
1227 => 0.087196728109751
1228 => 0.085338200932864
1229 => 0.089370670129919
1230 => 0.091908895737458
1231 => 0.09629849446827
]
'min_raw' => 0.039316542115954
'max_raw' => 0.09629849446827
'avg_raw' => 0.067807518292112
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.039316'
'max' => '$0.096298'
'avg' => '$0.0678075'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.017530980035271
'max_diff' => 0.039067682442356
'year' => 2028
]
3 => [
'items' => [
101 => 0.095748895087943
102 => 0.097457733661485
103 => 0.094764997492306
104 => 0.088581930956102
105 => 0.08760343700892
106 => 0.089562406670592
107 => 0.094378342430347
108 => 0.089410735715057
109 => 0.090415676083735
110 => 0.09012625318995
111 => 0.090110831073908
112 => 0.090699430516941
113 => 0.089845636325539
114 => 0.086367125195126
115 => 0.0879613063472
116 => 0.087345716445517
117 => 0.088028759336701
118 => 0.091714860112104
119 => 0.090085147093631
120 => 0.088368376815805
121 => 0.090521587726022
122 => 0.093263365138272
123 => 0.093091789635261
124 => 0.092758861446424
125 => 0.094635560215349
126 => 0.097735316760468
127 => 0.098573168498783
128 => 0.099191653522883
129 => 0.099276932158316
130 => 0.10015535510365
131 => 0.095431853535483
201 => 0.1029281718323
202 => 0.10422257892054
203 => 0.10397928403563
204 => 0.10541796303724
205 => 0.1049946671792
206 => 0.10438137789399
207 => 0.10666199012734
208 => 0.10404745223772
209 => 0.10033644486458
210 => 0.098300512824268
211 => 0.1009815923689
212 => 0.10261883409003
213 => 0.10370094671956
214 => 0.10402839334743
215 => 0.095798525516136
216 => 0.091363083204466
217 => 0.094206150873797
218 => 0.09767488964843
219 => 0.095412584516449
220 => 0.095501262594513
221 => 0.092275809999639
222 => 0.097960270632843
223 => 0.097132092532425
224 => 0.10142868198242
225 => 0.10040326642789
226 => 0.10390696833172
227 => 0.10298432619861
228 => 0.10681416210894
301 => 0.10834198734224
302 => 0.11090744369596
303 => 0.11279460383305
304 => 0.11390278036116
305 => 0.11383624959908
306 => 0.11822739709483
307 => 0.1156380908316
308 => 0.11238531191234
309 => 0.11232647940408
310 => 0.11401113969859
311 => 0.11754172551192
312 => 0.11845715504538
313 => 0.11896875526939
314 => 0.11818522171739
315 => 0.11537471534589
316 => 0.11416115294427
317 => 0.11519514327074
318 => 0.11393066195327
319 => 0.11611351145802
320 => 0.11911103005953
321 => 0.11849205432179
322 => 0.12056119741102
323 => 0.12270254282817
324 => 0.12576476294854
325 => 0.12656534068169
326 => 0.12788866523134
327 => 0.12925080088239
328 => 0.12968828214293
329 => 0.13052356961175
330 => 0.13051916723448
331 => 0.13303636224311
401 => 0.13581290628867
402 => 0.13686098738873
403 => 0.13927099208677
404 => 0.135143943498
405 => 0.1382743572607
406 => 0.141098068834
407 => 0.13773152348835
408 => 0.14237152194286
409 => 0.14255168256839
410 => 0.14527189411728
411 => 0.142514438583
412 => 0.14087707028885
413 => 0.14560409120267
414 => 0.1478913477231
415 => 0.14720240744483
416 => 0.14195953791006
417 => 0.13890796296357
418 => 0.13092140272376
419 => 0.14038182832155
420 => 0.14498972566583
421 => 0.14194760456913
422 => 0.14348187350069
423 => 0.1518523473029
424 => 0.15503928177874
425 => 0.15437642168612
426 => 0.15448843413016
427 => 0.15620804612637
428 => 0.16383375272519
429 => 0.15926425256869
430 => 0.16275746422243
501 => 0.16461025108787
502 => 0.16633122278542
503 => 0.16210506021492
504 => 0.15660688480537
505 => 0.15486538185546
506 => 0.14164512557971
507 => 0.1409569538279
508 => 0.14057066216987
509 => 0.13813514790801
510 => 0.1362215008417
511 => 0.1346996976454
512 => 0.13070603160942
513 => 0.13205377666127
514 => 0.1256887065428
515 => 0.12976085284036
516 => 0.11960204724129
517 => 0.12806260241473
518 => 0.12345790688807
519 => 0.12654983609133
520 => 0.12653904864162
521 => 0.12084582668136
522 => 0.11756209506919
523 => 0.11965461665721
524 => 0.12189796590414
525 => 0.12226194177192
526 => 0.12517050262797
527 => 0.12598221944358
528 => 0.12352267959683
529 => 0.11939152857535
530 => 0.12035110073612
531 => 0.11754264936998
601 => 0.11262094637635
602 => 0.11615579939106
603 => 0.11736275362681
604 => 0.11789581337597
605 => 0.11305588374314
606 => 0.11153507277252
607 => 0.11072540577261
608 => 0.11876675443698
609 => 0.11920727766914
610 => 0.11695349852974
611 => 0.12714079395194
612 => 0.12483509524677
613 => 0.12741112561034
614 => 0.12026402962029
615 => 0.12053705831195
616 => 0.11715350853296
617 => 0.11904807032032
618 => 0.11770905511359
619 => 0.11889500845032
620 => 0.11960586399049
621 => 0.12298885856225
622 => 0.12810123077856
623 => 0.12248355198616
624 => 0.12003584888966
625 => 0.12155439012432
626 => 0.12559846554325
627 => 0.13172544681533
628 => 0.12809815058527
629 => 0.12970788305668
630 => 0.13005953798967
701 => 0.12738490403943
702 => 0.13182406438413
703 => 0.13420304647653
704 => 0.13664338984235
705 => 0.13876227161002
706 => 0.13566866303774
707 => 0.13897926766145
708 => 0.13631150473512
709 => 0.13391824560195
710 => 0.13392187518816
711 => 0.13242054877398
712 => 0.12951153966721
713 => 0.12897507375571
714 => 0.13176583717549
715 => 0.13400376515187
716 => 0.13418809161896
717 => 0.13542712353557
718 => 0.13616036986078
719 => 0.14334718064788
720 => 0.14623777539887
721 => 0.14977233994422
722 => 0.15114925203177
723 => 0.15529326376501
724 => 0.15194663773024
725 => 0.15122257413636
726 => 0.14117055716742
727 => 0.14281657438296
728 => 0.14545200676208
729 => 0.14121401447667
730 => 0.1439020451304
731 => 0.14443271932172
801 => 0.1410700091205
802 => 0.1428661779331
803 => 0.13809608609376
804 => 0.12820520574551
805 => 0.13183507576142
806 => 0.13450788189416
807 => 0.13069345798811
808 => 0.13753066520112
809 => 0.13353650989589
810 => 0.13227055441739
811 => 0.12733161075008
812 => 0.12966260204368
813 => 0.13281530114485
814 => 0.13086729964093
815 => 0.13490969525545
816 => 0.14063480551313
817 => 0.14471486001897
818 => 0.14502807594169
819 => 0.14240487423686
820 => 0.1466085717099
821 => 0.14663919105671
822 => 0.14189740313451
823 => 0.13899308443455
824 => 0.13833321711518
825 => 0.13998169505357
826 => 0.1419832515966
827 => 0.1451391483997
828 => 0.14704619074216
829 => 0.15201874575418
830 => 0.15336417656611
831 => 0.15484239711929
901 => 0.15681775564466
902 => 0.15918968002591
903 => 0.15400004451347
904 => 0.15420623840707
905 => 0.14937372167329
906 => 0.14420948449023
907 => 0.14812849678092
908 => 0.15325208402663
909 => 0.1520767274514
910 => 0.15194447582633
911 => 0.15216688637616
912 => 0.15128070590199
913 => 0.14727254446073
914 => 0.14525967087735
915 => 0.14785679133873
916 => 0.14923704527942
917 => 0.15137769877064
918 => 0.15111381804414
919 => 0.15662791154812
920 => 0.15877052154624
921 => 0.15822235022127
922 => 0.15832322693754
923 => 0.16220231999474
924 => 0.16651666927067
925 => 0.17055762669612
926 => 0.17466826215244
927 => 0.16971273066901
928 => 0.16719661739642
929 => 0.16979260403625
930 => 0.168415136984
1001 => 0.17633047124952
1002 => 0.17687851182041
1003 => 0.18479327371718
1004 => 0.19230532522952
1005 => 0.187587140267
1006 => 0.19203617617494
1007 => 0.19684817124459
1008 => 0.20613129045202
1009 => 0.20300506248703
1010 => 0.20061042086009
1011 => 0.19834749609345
1012 => 0.20305628330363
1013 => 0.20911406282482
1014 => 0.210418850513
1015 => 0.2125331050351
1016 => 0.21031022492385
1017 => 0.21298743917564
1018 => 0.22243918191198
1019 => 0.21988523759178
1020 => 0.21625822609006
1021 => 0.22371946922538
1022 => 0.22641966411121
1023 => 0.24537104592297
1024 => 0.26929794830286
1025 => 0.25939205360508
1026 => 0.25324314510494
1027 => 0.25468828445653
1028 => 0.2634255792289
1029 => 0.26623172100192
1030 => 0.25860366032779
1031 => 0.2612980203151
1101 => 0.2761442087488
1102 => 0.28410871252073
1103 => 0.27329184662289
1104 => 0.24344854261386
1105 => 0.21593165338832
1106 => 0.2232303715126
1107 => 0.2224029233829
1108 => 0.23835330075519
1109 => 0.21982432686439
1110 => 0.22013630726451
1111 => 0.23641652154911
1112 => 0.23207323949151
1113 => 0.22503767880374
1114 => 0.21598302076736
1115 => 0.19924464793262
1116 => 0.18441900432883
1117 => 0.21349550557767
1118 => 0.21224167397163
1119 => 0.21042593999866
1120 => 0.21446665947258
1121 => 0.23408724625969
1122 => 0.2336349282286
1123 => 0.23075751168953
1124 => 0.23294000677403
1125 => 0.22465507686321
1126 => 0.22679029194558
1127 => 0.21592729457248
1128 => 0.22083782306396
1129 => 0.22502258365033
1130 => 0.22586273629448
1201 => 0.22775564310102
1202 => 0.2115809616898
1203 => 0.21884291877974
1204 => 0.22310863821672
1205 => 0.20383596261225
1206 => 0.22272767938639
1207 => 0.21129939647185
1208 => 0.2074204656036
1209 => 0.21264293500741
1210 => 0.21060773360173
1211 => 0.20885798694416
1212 => 0.20788159824477
1213 => 0.21171640339202
1214 => 0.21153750514831
1215 => 0.20526301962382
1216 => 0.19707820903786
1217 => 0.19982530012776
1218 => 0.19882725618068
1219 => 0.19521021616625
1220 => 0.1976476644129
1221 => 0.18691437589898
1222 => 0.16844831087856
1223 => 0.18064755906192
1224 => 0.18017790127709
1225 => 0.17994107852469
1226 => 0.18910847637203
1227 => 0.18822724259686
1228 => 0.18662779466586
1229 => 0.1951808410507
1230 => 0.19205886406552
1231 => 0.20168006150353
]
'min_raw' => 0.086367125195126
'max_raw' => 0.28410871252073
'avg_raw' => 0.18523791885793
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.086367'
'max' => '$0.2841087'
'avg' => '$0.185237'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.047050583079172
'max_diff' => 0.18781021805246
'year' => 2029
]
4 => [
'items' => [
101 => 0.20801720439624
102 => 0.20640989997356
103 => 0.21237001349422
104 => 0.19988858755813
105 => 0.2040344165862
106 => 0.20488886620302
107 => 0.19507529778596
108 => 0.18837142334088
109 => 0.18792435134516
110 => 0.17630075690819
111 => 0.18250998723404
112 => 0.18797385296538
113 => 0.18535708529318
114 => 0.18452869482187
115 => 0.18876076208381
116 => 0.18908962995527
117 => 0.18159140763417
118 => 0.18315052549255
119 => 0.18965230614375
120 => 0.18298669730199
121 => 0.17003650814346
122 => 0.16682468218178
123 => 0.16639616539279
124 => 0.15768543865156
125 => 0.16703931175048
126 => 0.16295609547459
127 => 0.17585492676568
128 => 0.16848718351003
129 => 0.168169574824
130 => 0.167689462712
131 => 0.16019178037024
201 => 0.16183329630052
202 => 0.16728994526269
203 => 0.16923693908594
204 => 0.16903385167893
205 => 0.16726320470591
206 => 0.16807379782298
207 => 0.16546259496354
208 => 0.16454052488638
209 => 0.16163021808752
210 => 0.15735287108598
211 => 0.15794766242104
212 => 0.14947311878224
213 => 0.14485573762976
214 => 0.14357770738286
215 => 0.14186867192414
216 => 0.14377074748549
217 => 0.14944911146489
218 => 0.14259979977361
219 => 0.13085713530227
220 => 0.13156288944553
221 => 0.13314850946513
222 => 0.13019371704852
223 => 0.12739725400313
224 => 0.12982855173688
225 => 0.12485302999956
226 => 0.13374977749625
227 => 0.13350914540931
228 => 0.1368253027049
301 => 0.13889896391623
302 => 0.13411984617991
303 => 0.13291791099333
304 => 0.13360258790051
305 => 0.12228640376143
306 => 0.13590052903722
307 => 0.13601826455794
308 => 0.13501014155019
309 => 0.14225924297059
310 => 0.15755710801906
311 => 0.15180143583263
312 => 0.14957266559593
313 => 0.14533577174675
314 => 0.15098118123892
315 => 0.15054770187203
316 => 0.14858734378278
317 => 0.14740171309371
318 => 0.14958627399174
319 => 0.14713102182298
320 => 0.14668999106765
321 => 0.14401782453656
322 => 0.14306398266079
323 => 0.14235779610951
324 => 0.141580354105
325 => 0.14329519744046
326 => 0.13940913683589
327 => 0.134722928702
328 => 0.13433332120114
329 => 0.13540906176565
330 => 0.13493312664532
331 => 0.13433104260689
401 => 0.13318150020969
402 => 0.13284045553653
403 => 0.13394868527295
404 => 0.13269755851434
405 => 0.13454366419907
406 => 0.13404162560251
407 => 0.13123727881265
408 => 0.12774202441031
409 => 0.12771090931459
410 => 0.12695786248697
411 => 0.12599874413065
412 => 0.12573193934558
413 => 0.12962379462318
414 => 0.1376798185744
415 => 0.13609822830846
416 => 0.13724108936349
417 => 0.14286283462308
418 => 0.14464981838932
419 => 0.14338145963907
420 => 0.14164525195277
421 => 0.14172163627956
422 => 0.14765478352947
423 => 0.1480248266457
424 => 0.14895980621998
425 => 0.15016151919813
426 => 0.14358611655561
427 => 0.14141193540642
428 => 0.14038168775895
429 => 0.13720892376078
430 => 0.14063047772058
501 => 0.13863688475376
502 => 0.13890588855581
503 => 0.13873069947683
504 => 0.13882636456019
505 => 0.13374729067401
506 => 0.13559783824987
507 => 0.1325209439854
508 => 0.12840132796286
509 => 0.12838751756543
510 => 0.12939578775069
511 => 0.12879602919088
512 => 0.12718209432764
513 => 0.1274113461574
514 => 0.12540285889854
515 => 0.12765521287547
516 => 0.12771980232821
517 => 0.12685252336055
518 => 0.13032258542695
519 => 0.13174427268686
520 => 0.13117341109142
521 => 0.13170421951552
522 => 0.13616395052446
523 => 0.13689108127062
524 => 0.13721402471651
525 => 0.13678132328083
526 => 0.13178573521152
527 => 0.13200731078528
528 => 0.13038153624277
529 => 0.12900792807425
530 => 0.12906286519736
531 => 0.12976907835254
601 => 0.13285315262008
602 => 0.13934340509999
603 => 0.13958970543729
604 => 0.13988822863118
605 => 0.13867398477588
606 => 0.13830775721037
607 => 0.13879090590063
608 => 0.14122830349082
609 => 0.14749795183978
610 => 0.14528183937753
611 => 0.14348010544987
612 => 0.1450607118484
613 => 0.14481738988255
614 => 0.14276350762018
615 => 0.14270586198575
616 => 0.13876380525839
617 => 0.13730651664257
618 => 0.13608869719903
619 => 0.13475887015867
620 => 0.13397050411294
621 => 0.13518179266514
622 => 0.13545882868858
623 => 0.13281032509948
624 => 0.13244934384684
625 => 0.13461216904962
626 => 0.13366039031613
627 => 0.1346393183465
628 => 0.13486643804664
629 => 0.1348298665439
630 => 0.13383610023505
701 => 0.13446949724578
702 => 0.13297132449067
703 => 0.13134228663776
704 => 0.13030306198025
705 => 0.12939620063342
706 => 0.12989938001573
707 => 0.12810563739473
708 => 0.12753178302936
709 => 0.13425491659042
710 => 0.13922136763785
711 => 0.13914915347269
712 => 0.13870956831425
713 => 0.13805643393541
714 => 0.14118052264288
715 => 0.14009215260533
716 => 0.14088403274401
717 => 0.14108559947441
718 => 0.14169568125931
719 => 0.14191373305912
720 => 0.1412546290734
721 => 0.13904259559457
722 => 0.13353041847916
723 => 0.1309644851521
724 => 0.13011768441517
725 => 0.13014846401365
726 => 0.12929942528129
727 => 0.12954950523921
728 => 0.12921245767761
729 => 0.1285741711365
730 => 0.12985996762046
731 => 0.13000814368722
801 => 0.12970802342374
802 => 0.1297787126103
803 => 0.12729384501172
804 => 0.12748276409839
805 => 0.12643083861713
806 => 0.12623361527055
807 => 0.12357443925555
808 => 0.11886332349125
809 => 0.12147373894374
810 => 0.11832072415709
811 => 0.11712662968141
812 => 0.12277928720947
813 => 0.12221191717397
814 => 0.12124082630301
815 => 0.1198043805118
816 => 0.119271588795
817 => 0.11603451498504
818 => 0.11584325139523
819 => 0.11744763258379
820 => 0.11670726586865
821 => 0.1156675106018
822 => 0.11190162242357
823 => 0.10766751726851
824 => 0.1077953182885
825 => 0.10914210836
826 => 0.11305808213227
827 => 0.11152804343241
828 => 0.11041798280049
829 => 0.11021010181243
830 => 0.11281216760631
831 => 0.11649463585428
901 => 0.11822236756565
902 => 0.11651023791167
903 => 0.1145434355528
904 => 0.1146631456991
905 => 0.11545952367134
906 => 0.11554321173605
907 => 0.11426302559097
908 => 0.11462339049208
909 => 0.11407596325484
910 => 0.11071640331038
911 => 0.11065563952427
912 => 0.10983114933368
913 => 0.10980618409838
914 => 0.10840352060547
915 => 0.10820727828665
916 => 0.10542220478589
917 => 0.10725534859807
918 => 0.10602577197323
919 => 0.10417250997178
920 => 0.1038530069042
921 => 0.10384340225617
922 => 0.10574628794986
923 => 0.10723311227082
924 => 0.10604716098504
925 => 0.10577714286597
926 => 0.10866022995266
927 => 0.10829333084096
928 => 0.10797559857647
929 => 0.11616491121234
930 => 0.10968243124101
1001 => 0.10685569996649
1002 => 0.10335708323257
1003 => 0.10449625048269
1004 => 0.10473628976014
1005 => 0.096322747188111
1006 => 0.092909374014479
1007 => 0.091738032971543
1008 => 0.091063909641002
1009 => 0.091371116107837
1010 => 0.088298679902827
1011 => 0.090363407845999
1012 => 0.087702937799027
1013 => 0.087256901337734
1014 => 0.092014151350714
1015 => 0.092676094898569
1016 => 0.08985203807368
1017 => 0.091665539728529
1018 => 0.091007938818922
1019 => 0.087748543921971
1020 => 0.087624059011393
1021 => 0.085988609225373
1022 => 0.083429446995733
1023 => 0.082259841185298
1024 => 0.08165070032424
1025 => 0.081902043715431
1026 => 0.08177495680561
1027 => 0.08094562875413
1028 => 0.081822492918744
1029 => 0.079582467323443
1030 => 0.078690471082281
1031 => 0.078287577074304
1101 => 0.076299425427412
1102 => 0.079463458832668
1103 => 0.080086813272946
1104 => 0.080711395914035
1105 => 0.086147961384039
1106 => 0.085876365936732
1107 => 0.088331456508038
1108 => 0.088236056203059
1109 => 0.087535824602292
1110 => 0.084581662661164
1111 => 0.085759138958024
1112 => 0.082135049936732
1113 => 0.084850463845583
1114 => 0.08361126233598
1115 => 0.084431488568662
1116 => 0.082956647845482
1117 => 0.083772885596371
1118 => 0.080234633735661
1119 => 0.076930663932678
1120 => 0.07826027783029
1121 => 0.079705720196786
1122 => 0.082839807539217
1123 => 0.080973170973724
1124 => 0.081644484068019
1125 => 0.079395697578588
1126 => 0.074755808716788
1127 => 0.074782069983855
1128 => 0.074068324167941
1129 => 0.073451543574395
1130 => 0.081187576637799
1201 => 0.08022547863778
1202 => 0.078692501391022
1203 => 0.080744452353901
1204 => 0.081287020757327
1205 => 0.081302466917012
1206 => 0.082799517371008
1207 => 0.083598493466667
1208 => 0.083739316466488
1209 => 0.086094957701767
1210 => 0.086884537572173
1211 => 0.090136705312852
1212 => 0.083530705927086
1213 => 0.083394659716934
1214 => 0.080773327511975
1215 => 0.079110837185967
1216 => 0.080887159646919
1217 => 0.082460738855126
1218 => 0.080822223004309
1219 => 0.081036178583468
1220 => 0.07883660492541
1221 => 0.079622849008606
1222 => 0.08030006833157
1223 => 0.079926147626541
1224 => 0.079366370233146
1225 => 0.082331723304914
1226 => 0.082164406463292
1227 => 0.084925811416895
1228 => 0.087078524048192
1229 => 0.090936569926887
1230 => 0.086910497927988
1231 => 0.086763771862162
]
'min_raw' => 0.073451543574395
'max_raw' => 0.21237001349422
'avg_raw' => 0.14291077853431
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.073451'
'max' => '$0.21237'
'avg' => '$0.14291'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01291558162073
'max_diff' => -0.071738699026513
'year' => 2030
]
5 => [
'items' => [
101 => 0.088198042691218
102 => 0.086884317992782
103 => 0.087714546653959
104 => 0.090802807254286
105 => 0.090868057334354
106 => 0.089775034423242
107 => 0.089708523879766
108 => 0.089918450886206
109 => 0.091147999919873
110 => 0.090718357707284
111 => 0.091215550552902
112 => 0.091837297819633
113 => 0.094409108130215
114 => 0.095029162889274
115 => 0.093522751286295
116 => 0.093658763387468
117 => 0.093095324096031
118 => 0.092551048800376
119 => 0.093774500179984
120 => 0.096010381623215
121 => 0.0959964723208
122 => 0.096515153356304
123 => 0.096838287344438
124 => 0.095451159718831
125 => 0.094548190640658
126 => 0.094894446442645
127 => 0.095448117010493
128 => 0.094714898539677
129 => 0.090189134477971
130 => 0.091561962187365
131 => 0.091333456528677
201 => 0.091008036683467
202 => 0.092388425561025
203 => 0.092255283686304
204 => 0.088267167628718
205 => 0.088522473879314
206 => 0.088282693647418
207 => 0.089057472631095
208 => 0.086842477385056
209 => 0.087523795004517
210 => 0.087951111028487
211 => 0.088202803449401
212 => 0.089112089060854
213 => 0.089005394889285
214 => 0.089105456801343
215 => 0.090453687320626
216 => 0.097272574630312
217 => 0.097643711621552
218 => 0.095816097339712
219 => 0.096546193197209
220 => 0.095144568805226
221 => 0.096085488649632
222 => 0.096729242110401
223 => 0.093820244007856
224 => 0.093647992019465
225 => 0.092240582625031
226 => 0.092996844713857
227 => 0.091793577353366
228 => 0.092088817075125
301 => 0.09126330107455
302 => 0.092749065516988
303 => 0.094410381028086
304 => 0.094830094933527
305 => 0.09372600834651
306 => 0.092926576894657
307 => 0.091523038614295
308 => 0.093857154054428
309 => 0.094539720540002
310 => 0.093853568823256
311 => 0.093694572477775
312 => 0.093393274690389
313 => 0.093758494227696
314 => 0.094536003136332
315 => 0.094169344293355
316 => 0.094411528918839
317 => 0.093488570866194
318 => 0.095451618915794
319 => 0.098569411651799
320 => 0.098579435865256
321 => 0.09821277504585
322 => 0.098062745338366
323 => 0.098438961589916
324 => 0.098643043473183
325 => 0.099859657844431
326 => 0.10116513353684
327 => 0.10725721896962
328 => 0.10554658575797
329 => 0.11095184637372
330 => 0.11522670573553
331 => 0.11650854914119
401 => 0.11532931352338
402 => 0.11129521217588
403 => 0.11109727991808
404 => 0.11712593048489
405 => 0.11542256057008
406 => 0.11521995013879
407 => 0.1130645174656
408 => 0.11433864513098
409 => 0.11405997472024
410 => 0.11362007984385
411 => 0.11605102667291
412 => 0.12060154212477
413 => 0.11989230161713
414 => 0.1193628864789
415 => 0.11704314345361
416 => 0.1184401468882
417 => 0.11794270072298
418 => 0.1200800451359
419 => 0.11881392965366
420 => 0.11540965586766
421 => 0.11595179768871
422 => 0.1158698540431
423 => 0.11755624846325
424 => 0.11705003471721
425 => 0.11577100768474
426 => 0.12058598895766
427 => 0.12027333085613
428 => 0.12071660856051
429 => 0.12091175311479
430 => 0.12384254736613
501 => 0.12504319999594
502 => 0.1253157691633
503 => 0.12645629629981
504 => 0.12528739180914
505 => 0.12996384318661
506 => 0.13307341047412
507 => 0.13668533289543
508 => 0.1419633223462
509 => 0.14394789520381
510 => 0.14358939988031
511 => 0.14759111124502
512 => 0.15478209761435
513 => 0.14504290382372
514 => 0.15529829853386
515 => 0.15205155897286
516 => 0.14435359788006
517 => 0.14385793993869
518 => 0.14907108856589
519 => 0.16063335047407
520 => 0.15773713500416
521 => 0.16063808764504
522 => 0.15725397229629
523 => 0.15708592244566
524 => 0.16047372871604
525 => 0.1683895227265
526 => 0.16462902571123
527 => 0.15923743112815
528 => 0.16321850066579
529 => 0.15976972980169
530 => 0.15199868379469
531 => 0.15773492032278
601 => 0.15389926231505
602 => 0.1550187112365
603 => 0.16308069385767
604 => 0.16211065477933
605 => 0.1633659751699
606 => 0.161150367538
607 => 0.15908064064054
608 => 0.15521734168651
609 => 0.15407360932456
610 => 0.15438969580223
611 => 0.1540734526878
612 => 0.15191197242857
613 => 0.15144520097239
614 => 0.15066722809569
615 => 0.15090835442086
616 => 0.14944553780867
617 => 0.15220617498921
618 => 0.15271857357656
619 => 0.15472753509852
620 => 0.15493611214821
621 => 0.16053104139109
622 => 0.15744944838307
623 => 0.15951684702479
624 => 0.15933191943116
625 => 0.1445204360392
626 => 0.14656132776779
627 => 0.14973631483037
628 => 0.14830598746227
629 => 0.14628383920884
630 => 0.14465084607346
701 => 0.14217669449125
702 => 0.14565901533134
703 => 0.15023789693253
704 => 0.15505224014192
705 => 0.16083635805973
706 => 0.15954541027503
707 => 0.15494411008079
708 => 0.15515052104626
709 => 0.15642647241502
710 => 0.15477399946006
711 => 0.15428665292554
712 => 0.15635951848489
713 => 0.15637379317077
714 => 0.15447242332807
715 => 0.15235939869491
716 => 0.15235054504455
717 => 0.15197455272047
718 => 0.15732086049547
719 => 0.16026078919903
720 => 0.16059784728696
721 => 0.16023810250417
722 => 0.16037655399331
723 => 0.15866587425761
724 => 0.16257598084709
725 => 0.16616428132306
726 => 0.16520254014265
727 => 0.16376075339363
728 => 0.16261230080219
729 => 0.16493200121045
730 => 0.16482870860282
731 => 0.16613294064877
801 => 0.16607377314956
802 => 0.16563520896715
803 => 0.16520255580515
804 => 0.16691797668758
805 => 0.16642396302226
806 => 0.16592918201726
807 => 0.16493682296456
808 => 0.16507170104116
809 => 0.16363016323696
810 => 0.16296324188846
811 => 0.152934344975
812 => 0.15025429601606
813 => 0.15109749397597
814 => 0.151375096638
815 => 0.15020873589649
816 => 0.15188099758632
817 => 0.15162037737332
818 => 0.15263429816436
819 => 0.15200084447344
820 => 0.15202684163388
821 => 0.15388969387231
822 => 0.15443048780226
823 => 0.15415543564475
824 => 0.15434807274764
825 => 0.15878731347668
826 => 0.15815619540394
827 => 0.15782092650644
828 => 0.15791379828232
829 => 0.15904811946699
830 => 0.15936566746705
831 => 0.15802019427707
901 => 0.15865472721155
902 => 0.16135648791236
903 => 0.16230195125123
904 => 0.16531941638076
905 => 0.16403754356257
906 => 0.16639047659852
907 => 0.17362259057702
908 => 0.17940010364728
909 => 0.17408686386205
910 => 0.18469653085371
911 => 0.19295767847307
912 => 0.19264060186777
913 => 0.19120007969655
914 => 0.18179498276589
915 => 0.17314027234821
916 => 0.18038030511102
917 => 0.18039876144346
918 => 0.17977683620826
919 => 0.17591411198605
920 => 0.17964242177827
921 => 0.17993836147034
922 => 0.1797727139395
923 => 0.17681117233497
924 => 0.17228944568922
925 => 0.17317298025232
926 => 0.17462022789028
927 => 0.17188028618413
928 => 0.17100470879009
929 => 0.17263257375102
930 => 0.17787789383428
1001 => 0.17688629645661
1002 => 0.17686040184172
1003 => 0.18110287592612
1004 => 0.1780661800649
1005 => 0.17318412445263
1006 => 0.17195134102413
1007 => 0.16757579035537
1008 => 0.17059799878746
1009 => 0.17070676268859
1010 => 0.16905153001656
1011 => 0.17331843746145
1012 => 0.17327911715818
1013 => 0.17732991073174
1014 => 0.18507350663581
1015 => 0.18278334428776
1016 => 0.18012013464594
1017 => 0.1804096993768
1018 => 0.18358550976767
1019 => 0.18166534230865
1020 => 0.1823558479148
1021 => 0.18358446460474
1022 => 0.18432571955861
1023 => 0.1803030441962
1024 => 0.17936516614242
1025 => 0.17744659679485
1026 => 0.17694607786386
1027 => 0.17850871256519
1028 => 0.17809701353009
1029 => 0.17069762150386
1030 => 0.16992434386729
1031 => 0.16994805918842
1101 => 0.16800361580391
1102 => 0.16503787292266
1103 => 0.17283166813928
1104 => 0.17220571730929
1105 => 0.17151471603773
1106 => 0.1715993597507
1107 => 0.17498238209801
1108 => 0.17302005828984
1109 => 0.17823721775239
1110 => 0.17716472660906
1111 => 0.17606473011478
1112 => 0.17591267709256
1113 => 0.17548927228955
1114 => 0.17403725967806
1115 => 0.17228386719725
1116 => 0.17112612560516
1117 => 0.15785480517799
1118 => 0.16031788505355
1119 => 0.16315143393359
1120 => 0.16412956365225
1121 => 0.16245640508397
1122 => 0.17410332617635
1123 => 0.17623133089246
1124 => 0.16978546580107
1125 => 0.16857970762541
1126 => 0.17418237548161
1127 => 0.17080328186603
1128 => 0.17232488751422
1129 => 0.16903600837662
1130 => 0.1757187568716
1201 => 0.17566784552473
1202 => 0.17306810542347
1203 => 0.17526538795481
1204 => 0.17488355604252
1205 => 0.17194845587107
1206 => 0.17581180478228
1207 => 0.17581372095514
1208 => 0.17331152763089
1209 => 0.17038951362873
1210 => 0.16986712654003
1211 => 0.16947357804153
1212 => 0.17222809870855
1213 => 0.17469779332545
1214 => 0.17929328271826
1215 => 0.18044869793775
1216 => 0.18495836045977
1217 => 0.18227307599939
1218 => 0.18346342782042
1219 => 0.18475572310769
1220 => 0.185375296991
1221 => 0.18436573459632
1222 => 0.19137109674416
1223 => 0.19196256394818
1224 => 0.19216087778552
1225 => 0.1897987090845
1226 => 0.19189686776348
1227 => 0.19091520880129
1228 => 0.19346921270818
1229 => 0.19386971313194
1230 => 0.19353050352123
1231 => 0.1936576286772
]
'min_raw' => 0.086842477385056
'max_raw' => 0.19386971313194
'avg_raw' => 0.1403560952585
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.086842'
'max' => '$0.193869'
'avg' => '$0.140356'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.013390933810661
'max_diff' => -0.018500300362283
'year' => 2031
]
6 => [
'items' => [
101 => 0.18767978791459
102 => 0.18736980533542
103 => 0.18314317087317
104 => 0.18486555565824
105 => 0.1816456398586
106 => 0.18266670832747
107 => 0.18311678557946
108 => 0.18288169076468
109 => 0.18496293670975
110 => 0.18319345248598
111 => 0.17852349268934
112 => 0.17385226056526
113 => 0.17379361705105
114 => 0.17256376408688
115 => 0.17167480565259
116 => 0.17184605058453
117 => 0.17244954006051
118 => 0.17163972974716
119 => 0.17181254383594
120 => 0.1746824091639
121 => 0.17525794018848
122 => 0.17330206089247
123 => 0.16544892328696
124 => 0.16352174362046
125 => 0.1649069621471
126 => 0.16424491691087
127 => 0.13255846673725
128 => 0.14000272819378
129 => 0.13557960081954
130 => 0.1376179814119
131 => 0.13310311372608
201 => 0.13525784523024
202 => 0.13485994499962
203 => 0.14683009713001
204 => 0.1466431996689
205 => 0.14673265759314
206 => 0.14246259778779
207 => 0.14926491900247
208 => 0.15261598703639
209 => 0.1519957935291
210 => 0.15215188287334
211 => 0.14946975079055
212 => 0.14675862649455
213 => 0.14375157241125
214 => 0.14933830721491
215 => 0.14871715767348
216 => 0.15014185123896
217 => 0.15376524810718
218 => 0.15429880705997
219 => 0.15501591570334
220 => 0.15475888330196
221 => 0.16088243789062
222 => 0.16014083502542
223 => 0.16192788455684
224 => 0.15825178808692
225 => 0.15409193599293
226 => 0.15488258788019
227 => 0.15480644174542
228 => 0.15383701405342
229 => 0.15296185807911
301 => 0.15150496995556
302 => 0.15611477955735
303 => 0.15592762970602
304 => 0.15895736826117
305 => 0.15842183254224
306 => 0.15484539394338
307 => 0.1549731271476
308 => 0.15583219433251
309 => 0.15880543566815
310 => 0.15968809613027
311 => 0.15927921263628
312 => 0.16024700953802
313 => 0.16101191674889
314 => 0.16034307010698
315 => 0.16981252808365
316 => 0.16588014892343
317 => 0.1677967631648
318 => 0.16825386436803
319 => 0.16708300924778
320 => 0.16733692579818
321 => 0.16772154018392
322 => 0.17005684341893
323 => 0.17618535483303
324 => 0.17889963082015
325 => 0.1870656640474
326 => 0.17867424798396
327 => 0.17817633608189
328 => 0.1796472852567
329 => 0.1844416112235
330 => 0.18832696211145
331 => 0.18961595715226
401 => 0.18978631912589
402 => 0.19220455951321
403 => 0.19359064980571
404 => 0.19191092152415
405 => 0.19048752768042
406 => 0.1853891076103
407 => 0.18597926361595
408 => 0.19004485326535
409 => 0.19578773810716
410 => 0.20071573074676
411 => 0.19899011948225
412 => 0.21215531533872
413 => 0.21346059073289
414 => 0.21328024387802
415 => 0.21625385547696
416 => 0.21035184201854
417 => 0.20782861691895
418 => 0.19079528158564
419 => 0.19558095403358
420 => 0.20253720998935
421 => 0.20161652342898
422 => 0.19656470441265
423 => 0.20071189848903
424 => 0.19934070643263
425 => 0.19825919036693
426 => 0.20321382512608
427 => 0.19776600068322
428 => 0.20248286377316
429 => 0.19643343807061
430 => 0.19899800192915
501 => 0.19754223144905
502 => 0.1984842933622
503 => 0.19297701866742
504 => 0.19594861041118
505 => 0.19285339068119
506 => 0.19285192314403
507 => 0.19278359599693
508 => 0.19642510828297
509 => 0.19654385786788
510 => 0.19385277478648
511 => 0.19346494767183
512 => 0.19489894778311
513 => 0.19322010921803
514 => 0.19400562721615
515 => 0.19324390175797
516 => 0.19307242131295
517 => 0.19170603595198
518 => 0.19111735956892
519 => 0.19134819474704
520 => 0.19056023528043
521 => 0.19008546120006
522 => 0.19268915148246
523 => 0.19129810479714
524 => 0.19247595362752
525 => 0.19113364622893
526 => 0.18648062396994
527 => 0.18380462166398
528 => 0.17501549395214
529 => 0.17750807966834
530 => 0.17916066657694
531 => 0.17861448661351
601 => 0.17978789251856
602 => 0.17985993011112
603 => 0.17947844388993
604 => 0.17903673171721
605 => 0.17882173065974
606 => 0.18042417239504
607 => 0.18135444375808
608 => 0.17932652578198
609 => 0.17885141297377
610 => 0.18090175001203
611 => 0.18215245442093
612 => 0.19138695306612
613 => 0.19070283157944
614 => 0.19241984225893
615 => 0.1922265332061
616 => 0.19402623393945
617 => 0.19696798402821
618 => 0.19098658357151
619 => 0.19202474786952
620 => 0.19177021395836
621 => 0.19454914845803
622 => 0.1945578239882
623 => 0.19289171393758
624 => 0.19379493922557
625 => 0.19329078364851
626 => 0.19420186091698
627 => 0.1906936947199
628 => 0.1949662624648
629 => 0.19738853305798
630 => 0.19742216628751
701 => 0.19857030332435
702 => 0.19973687704939
703 => 0.20197601372745
704 => 0.19967442874273
705 => 0.19553410141002
706 => 0.19583301967026
707 => 0.19340554726998
708 => 0.19344635351959
709 => 0.19322852656114
710 => 0.19388224166069
711 => 0.19083714842266
712 => 0.19155182571918
713 => 0.19055127331891
714 => 0.19202257286401
715 => 0.19043969776801
716 => 0.19177009121441
717 => 0.19234424492263
718 => 0.19446288446662
719 => 0.19012677298475
720 => 0.18128514814428
721 => 0.18314376488008
722 => 0.18039472473663
723 => 0.18064915886824
724 => 0.18116315630699
725 => 0.17949712243852
726 => 0.17981494919786
727 => 0.1798035941895
728 => 0.17970574286196
729 => 0.17927234310749
730 => 0.17864382771798
731 => 0.18114763958295
801 => 0.18157308600879
802 => 0.18251880071176
803 => 0.18533260618338
804 => 0.18505144066266
805 => 0.1855100332924
806 => 0.18450892815657
807 => 0.18069559726425
808 => 0.1809026794782
809 => 0.17832036095208
810 => 0.1824527650212
811 => 0.18147415719256
812 => 0.18084324235922
813 => 0.18067109140156
814 => 0.1834918717527
815 => 0.18433589344407
816 => 0.18380995576619
817 => 0.18273124224482
818 => 0.18480269109889
819 => 0.18535692342482
820 => 0.1854809956033
821 => 0.18915120581179
822 => 0.185686119583
823 => 0.18652020027827
824 => 0.19302745976387
825 => 0.18712627335086
826 => 0.19025226340599
827 => 0.19009926245966
828 => 0.19169841319413
829 => 0.18996808542372
830 => 0.18998953491021
831 => 0.19140947242657
901 => 0.18941542627193
902 => 0.1889216724017
903 => 0.18823955496632
904 => 0.18972893343171
905 => 0.19062174846292
906 => 0.19781718191406
907 => 0.20246576007513
908 => 0.20226395303741
909 => 0.20410809159527
910 => 0.20327729028458
911 => 0.20059441369805
912 => 0.20517375688931
913 => 0.20372466109574
914 => 0.20384412279231
915 => 0.203839676422
916 => 0.20480319844257
917 => 0.2041204547855
918 => 0.20277469695521
919 => 0.20366807380684
920 => 0.20632108366812
921 => 0.21455610768181
922 => 0.21916453621943
923 => 0.21427867449733
924 => 0.21764887648894
925 => 0.21562795621973
926 => 0.21526069488965
927 => 0.21737743079635
928 => 0.21949787176904
929 => 0.219362808846
930 => 0.21782347758567
1001 => 0.2169539484158
1002 => 0.22353831460373
1003 => 0.22838956344925
1004 => 0.22805874080117
1005 => 0.2295188843805
1006 => 0.23380591108996
1007 => 0.23419786308551
1008 => 0.23414848614298
1009 => 0.23317699222606
1010 => 0.2373981267623
1011 => 0.24091947145622
1012 => 0.23295211945345
1013 => 0.23598598279581
1014 => 0.23734798179517
1015 => 0.23934780041311
1016 => 0.24272182963011
1017 => 0.24638692027682
1018 => 0.24690520427993
1019 => 0.24653745697755
1020 => 0.24412023117312
1021 => 0.24813061709237
1022 => 0.25047980710875
1023 => 0.25187869600324
1024 => 0.25542604548676
1025 => 0.23735639303731
1026 => 0.22456579491358
1027 => 0.22256835831809
1028 => 0.22663022418034
1029 => 0.22770130581545
1030 => 0.22726955415136
1031 => 0.2128725730928
1101 => 0.22249256119234
1102 => 0.23284285951587
1103 => 0.23324045662739
1104 => 0.23842203238268
1105 => 0.24010936584857
1106 => 0.24428121349624
1107 => 0.24402026329
1108 => 0.24503604180361
1109 => 0.24480253191417
1110 => 0.25253000119531
1111 => 0.2610545473527
1112 => 0.26075936942566
1113 => 0.25953386505769
1114 => 0.26135394802368
1115 => 0.27015219320399
1116 => 0.26934219177679
1117 => 0.27012903916755
1118 => 0.28050266608251
1119 => 0.29398985670317
1120 => 0.28772370256808
1121 => 0.30131945400396
1122 => 0.30987725885303
1123 => 0.32467709744595
1124 => 0.32282408476338
1125 => 0.32858555332137
1126 => 0.31950680532615
1127 => 0.29866016481142
1128 => 0.29536110415223
1129 => 0.30196590713745
1130 => 0.31820317078936
1201 => 0.30145453792154
1202 => 0.30484276453723
1203 => 0.30386695504397
1204 => 0.303814958303
1205 => 0.30579946241989
1206 => 0.30292083569357
1207 => 0.29119279255549
1208 => 0.29656768561188
1209 => 0.29449218127924
1210 => 0.2967951080754
1211 => 0.30922305419501
1212 => 0.3037283629703
1213 => 0.29794015211753
1214 => 0.30519985303371
1215 => 0.3144439470039
1216 => 0.31386546821648
1217 => 0.31274297758351
1218 => 0.31907039850987
1219 => 0.32952144411983
1220 => 0.3323463197525
1221 => 0.3344315851925
1222 => 0.33471910806582
1223 => 0.33768077235556
1224 => 0.32175515703413
1225 => 0.34702951754806
1226 => 0.35139370141869
1227 => 0.3505734157279
1228 => 0.35542402242718
1229 => 0.35399685088824
1230 => 0.35192910324467
1231 => 0.35961834661666
]
'min_raw' => 0.13255846673725
'max_raw' => 0.35961834661666
'avg_raw' => 0.24608840667695
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.132558'
'max' => '$0.359618'
'avg' => '$0.246088'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.045715989352194
'max_diff' => 0.16574863348472
'year' => 2032
]
7 => [
'items' => [
101 => 0.35080324958061
102 => 0.3382913291278
103 => 0.33142704210966
104 => 0.34046648898138
105 => 0.34598656375273
106 => 0.34963498203389
107 => 0.35073899120133
108 => 0.32299141721712
109 => 0.30803701379063
110 => 0.31762261493442
111 => 0.3293177098927
112 => 0.32169019019113
113 => 0.32198917452263
114 => 0.3111143359051
115 => 0.33027989180632
116 => 0.32748763151921
117 => 0.34197388282816
118 => 0.33851662269385
119 => 0.35032959828326
120 => 0.34721884591464
121 => 0.36013140507694
122 => 0.36528257452037
123 => 0.37393218973138
124 => 0.38029488189087
125 => 0.38403117642583
126 => 0.38380686331644
127 => 0.3986119236785
128 => 0.38988189683241
129 => 0.37891492560437
130 => 0.3787165676952
131 => 0.38439651749739
201 => 0.39630013406464
202 => 0.39938656864995
203 => 0.40111146452399
204 => 0.39846972644884
205 => 0.38899390799407
206 => 0.38490229762879
207 => 0.38838846820537
208 => 0.38412518116026
209 => 0.3914848106672
210 => 0.40159115391225
211 => 0.39950423399696
212 => 0.40648049438526
213 => 0.41370018996315
214 => 0.42402467889636
215 => 0.42672388261822
216 => 0.43118556372893
217 => 0.43577809917774
218 => 0.4372530977916
219 => 0.44006932781064
220 => 0.44005448488831
221 => 0.44854138360485
222 => 0.45790269570656
223 => 0.46143637431009
224 => 0.46956187341072
225 => 0.45564724095234
226 => 0.4662016495118
227 => 0.47572199022641
228 => 0.46437144754887
301 => 0.4800155262926
302 => 0.48062295041997
303 => 0.48979433357618
304 => 0.48049737972295
305 => 0.47497687820183
306 => 0.49091435924281
307 => 0.49862600429259
308 => 0.49630319404415
309 => 0.47862649336221
310 => 0.46833789537596
311 => 0.44141064992361
312 => 0.47330713533235
313 => 0.48884298294172
314 => 0.47858625927008
315 => 0.48375915409207
316 => 0.51198079092405
317 => 0.522725763014
318 => 0.52049088393231
319 => 0.52086854170788
320 => 0.52666633361257
321 => 0.55237693582033
322 => 0.53697054701035
323 => 0.5487481539892
324 => 0.55499495426347
325 => 0.56079733049616
326 => 0.5465485283285
327 => 0.52801104606485
328 => 0.52213944728138
329 => 0.47756643023887
330 => 0.475246211131
331 => 0.47394380183593
401 => 0.46573229545991
402 => 0.45928030076925
403 => 0.45414943504404
404 => 0.44068451117487
405 => 0.44522852771373
406 => 0.4237682494143
407 => 0.43749777496471
408 => 0.40324665262228
409 => 0.43177200508665
410 => 0.41624695262892
411 => 0.42667160780934
412 => 0.42663523716948
413 => 0.40744014184239
414 => 0.39636881144914
415 => 0.40342389407835
416 => 0.41098750269001
417 => 0.41221467274021
418 => 0.42202108873561
419 => 0.42475784865172
420 => 0.41646533833881
421 => 0.40253687424213
422 => 0.40577213877734
423 => 0.3963032489166
424 => 0.37970938365124
425 => 0.39162738738591
426 => 0.39569671785857
427 => 0.39749396601993
428 => 0.38117580534975
429 => 0.37604828498267
430 => 0.37331843616331
501 => 0.40043040461429
502 => 0.40191565944785
503 => 0.39431688572552
504 => 0.42866406349573
505 => 0.42089023933251
506 => 0.42957550555599
507 => 0.40547857243121
508 => 0.4063991077274
509 => 0.39499123341564
510 => 0.40137888075579
511 => 0.39686429749926
512 => 0.40086282197467
513 => 0.40325952105869
514 => 0.41466552345053
515 => 0.43190224331225
516 => 0.41296184704985
517 => 0.40470924516685
518 => 0.40982911296067
519 => 0.42346399558389
520 => 0.44412154071488
521 => 0.4318918582255
522 => 0.43731918364081
523 => 0.43850481279915
524 => 0.42948709769894
525 => 0.44445403673336
526 => 0.45247494095311
527 => 0.4607027289903
528 => 0.46784668680561
529 => 0.45741636951531
530 => 0.46857830414318
531 => 0.45958375517982
601 => 0.4515147149203
602 => 0.45152695232362
603 => 0.44646512549895
604 => 0.43665719819494
605 => 0.43484846591948
606 => 0.44425771963414
607 => 0.45180305005365
608 => 0.45242451960669
609 => 0.45660200222001
610 => 0.45907419339908
611 => 0.48330502773488
612 => 0.49305086975271
613 => 0.50496790089277
614 => 0.5096102561289
615 => 0.52358208101317
616 => 0.51229869768298
617 => 0.50985746672369
618 => 0.47596638970353
619 => 0.48151605166696
620 => 0.49040159593316
621 => 0.47611290905573
622 => 0.4851757920771
623 => 0.48696499716363
624 => 0.47562738494326
625 => 0.48168329349947
626 => 0.46560059582594
627 => 0.4322528021726
628 => 0.44449116236067
629 => 0.45350271484659
630 => 0.44064211833277
701 => 0.46369423980997
702 => 0.45022766633537
703 => 0.44595940905345
704 => 0.42930741565307
705 => 0.43716651554405
706 => 0.44779606067805
707 => 0.44122823760249
708 => 0.45485745664788
709 => 0.47416006559609
710 => 0.48791625422283
711 => 0.48897228357431
712 => 0.48012797588038
713 => 0.49430103540352
714 => 0.49440427066907
715 => 0.47841700162832
716 => 0.46862488835834
717 => 0.46640009962062
718 => 0.47195805808297
719 => 0.478706445712
720 => 0.48934677212133
721 => 0.49577649852437
722 => 0.51254181492012
723 => 0.51707802883751
724 => 0.52206195263861
725 => 0.52872201182205
726 => 0.53671912047589
727 => 0.51922190201693
728 => 0.5199170991252
729 => 0.50362393156169
730 => 0.4862123453435
731 => 0.49942556889825
801 => 0.51670010101461
802 => 0.51273730426045
803 => 0.51229140867302
804 => 0.51304128136996
805 => 0.51005346203017
806 => 0.49653966589005
807 => 0.48975312206933
808 => 0.49850949503004
809 => 0.50316311755734
810 => 0.51038048025865
811 => 0.50949078796567
812 => 0.52808193919607
813 => 0.53530589839697
814 => 0.53345770050273
815 => 0.53379781339464
816 => 0.54687644646661
817 => 0.56142257626867
818 => 0.57504694635919
819 => 0.58890624079557
820 => 0.57219832041504
821 => 0.56371506884708
822 => 0.57246761904928
823 => 0.56782339271093
824 => 0.59451049481813
825 => 0.59635825186585
826 => 0.62304342419182
827 => 0.64837083034038
828 => 0.63246314032608
829 => 0.64746337551147
830 => 0.66368735285158
831 => 0.69498603738611
901 => 0.68444574153588
902 => 0.6763720401021
903 => 0.66874243125901
904 => 0.68461843609518
905 => 0.70504266269153
906 => 0.70944184547958
907 => 0.71657020221338
908 => 0.70907560672178
909 => 0.7181020214888
910 => 0.749969232024
911 => 0.74135843043774
912 => 0.72912970792982
913 => 0.75428581008793
914 => 0.76338970566707
915 => 0.82728561258866
916 => 0.90795683448544
917 => 0.87455841890437
918 => 0.85382694459307
919 => 0.85869933281337
920 => 0.88815773215687
921 => 0.89761883506315
922 => 0.87190029592615
923 => 0.88098451873757
924 => 0.93103947956956
925 => 0.95789236010052
926 => 0.92142254151647
927 => 0.82080375845708
928 => 0.72802864526533
929 => 0.75263678300158
930 => 0.74984698386171
1001 => 0.80362479479216
1002 => 0.74115306566769
1003 => 0.74220492936846
1004 => 0.79709480847726
1005 => 0.78245112978179
1006 => 0.7587302457158
1007 => 0.72820183397012
1008 => 0.67176724132191
1009 => 0.62178154881836
1010 => 0.71981500283531
1011 => 0.71558762203583
1012 => 0.70946574817545
1013 => 0.72308931599579
1014 => 0.78924149421416
1015 => 0.78771647239252
1016 => 0.77801506163623
1017 => 0.78537349619057
1018 => 0.75744027656092
1019 => 0.76463930328707
1020 => 0.7280139492134
1021 => 0.74457013886459
1022 => 0.75867935135218
1023 => 0.76151198464953
1024 => 0.76789405210629
1025 => 0.71335998444818
1026 => 0.73784417979056
1027 => 0.75222635069535
1028 => 0.68724717931964
1029 => 0.75094192140122
1030 => 0.7124106676576
1031 => 0.699332581417
1101 => 0.71694050163312
1102 => 0.71007867800063
1103 => 0.70417928498123
1104 => 0.70088732231196
1105 => 0.71381663560344
1106 => 0.71321346768452
1107 => 0.69205860166809
1108 => 0.66446294133231
1109 => 0.67372495073767
1110 => 0.6703599758889
1111 => 0.65816487294657
1112 => 0.66638289988736
1113 => 0.63019486828839
1114 => 0.56793524081258
1115 => 0.60906585778707
1116 => 0.60748237377505
1117 => 0.60668390933091
1118 => 0.63759243122048
1119 => 0.63462129002173
1120 => 0.62922863965248
1121 => 0.65806583269357
1122 => 0.6475398693186
1123 => 0.6799784082114
1124 => 0.70134452791936
1125 => 0.69592538883986
1126 => 0.71602032769661
1127 => 0.67393832872774
1128 => 0.68791628074845
1129 => 0.69079711728731
1130 => 0.65770998620773
1201 => 0.63510740546657
1202 => 0.63360007101941
1203 => 0.59441031084173
1204 => 0.61534516439996
1205 => 0.63376696918809
1206 => 0.62494435428438
1207 => 0.62215137797398
1208 => 0.63642008822113
1209 => 0.63752888921058
1210 => 0.61224810914583
1211 => 0.61750478385947
1212 => 0.63942599126484
1213 => 0.61695242567688
1214 => 0.57328995877558
1215 => 0.56246106330322
1216 => 0.56101628903107
1217 => 0.53164746565951
1218 => 0.56318470187907
1219 => 0.54941785312384
1220 => 0.59290716338941
1221 => 0.56806630260357
1222 => 0.56699546274389
1223 => 0.56537673123793
1224 => 0.54009777175121
1225 => 0.54563225731712
1226 => 0.56402973026415
1227 => 0.57059415587401
1228 => 0.56990943250215
1229 => 0.56393957261
1230 => 0.566672543898
1231 => 0.55786869114904
]
'min_raw' => 0.30803701379063
'max_raw' => 0.95789236010052
'avg_raw' => 0.63296468694557
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.308037'
'max' => '$0.957892'
'avg' => '$0.632964'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.17547854705338
'max_diff' => 0.59827401348386
'year' => 2033
]
8 => [
'items' => [
101 => 0.55475986750703
102 => 0.54494756494355
103 => 0.530526190893
104 => 0.53253157140616
105 => 0.50395905585423
106 => 0.48839123292337
107 => 0.48408226471671
108 => 0.4783201323466
109 => 0.48473311290037
110 => 0.50387811350762
111 => 0.48078518093682
112 => 0.44119396782504
113 => 0.44357346719321
114 => 0.44891949579376
115 => 0.43895720686414
116 => 0.42952873646379
117 => 0.43772602652091
118 => 0.42095070760372
119 => 0.45094671293987
120 => 0.45013540505836
121 => 0.46131606090716
122 => 0.46830755445956
123 => 0.45219442534418
124 => 0.4481420169462
125 => 0.45045045294138
126 => 0.41229714804572
127 => 0.45819812192091
128 => 0.45859507544907
129 => 0.45519611834355
130 => 0.47963696989852
131 => 0.53121478997227
201 => 0.51180913934752
202 => 0.50429468488672
203 => 0.49000970146371
204 => 0.50904359371648
205 => 0.50758208776644
206 => 0.50097260360069
207 => 0.4969751669544
208 => 0.50434056654329
209 => 0.49606251243607
210 => 0.4945755464527
211 => 0.48556615042841
212 => 0.48235020594915
213 => 0.47996924868713
214 => 0.47734804868969
215 => 0.48312976272171
216 => 0.47002763807732
217 => 0.4542277601733
218 => 0.45291417128263
219 => 0.45654110570169
220 => 0.45493645721476
221 => 0.45290648884302
222 => 0.44903072639238
223 => 0.44788087046584
224 => 0.45161734439631
225 => 0.44739908317877
226 => 0.45362335738583
227 => 0.45193069920631
228 => 0.44247564821104
301 => 0.43069115396271
302 => 0.43058624724508
303 => 0.42804729728972
304 => 0.42481356278789
305 => 0.4239140118273
306 => 0.4370356736164
307 => 0.46419712082155
308 => 0.45886467881683
309 => 0.46271791465588
310 => 0.4816720212963
311 => 0.48769696182742
312 => 0.48342060174697
313 => 0.47756685631445
314 => 0.47782439140522
315 => 0.4978284115974
316 => 0.49907603779935
317 => 0.50222838671223
318 => 0.50628004591897
319 => 0.48411061682975
320 => 0.47678021328878
321 => 0.47330666141576
322 => 0.46260946608063
323 => 0.47414547414136
324 => 0.46742393626549
325 => 0.46833090136537
326 => 0.46774023915425
327 => 0.46806278066193
328 => 0.45093832844506
329 => 0.45717757879818
330 => 0.44680361496361
331 => 0.43291404192123
401 => 0.43286747920208
402 => 0.43626693252686
403 => 0.43424480466866
404 => 0.4288033105959
405 => 0.42957624914581
406 => 0.42280449412445
407 => 0.43039846281198
408 => 0.43061623066141
409 => 0.42769213907044
410 => 0.43939169559932
411 => 0.44418501345513
412 => 0.44226031372984
413 => 0.44404997139154
414 => 0.45908626585666
415 => 0.461537837934
416 => 0.46262666430899
417 => 0.46116778120835
418 => 0.44432480725185
419 => 0.44507186476868
420 => 0.43959045239066
421 => 0.43495923654823
422 => 0.4351444608944
423 => 0.43752550785333
424 => 0.4479236795695
425 => 0.46980601894048
426 => 0.47063643772383
427 => 0.47164292951427
428 => 0.4675490215803
429 => 0.46631425977399
430 => 0.46794322931558
501 => 0.47616108546457
502 => 0.49729964260597
503 => 0.48982786471544
504 => 0.48375319298529
505 => 0.48908231781237
506 => 0.4882619408163
507 => 0.48133713337125
508 => 0.48114277709006
509 => 0.46785185760815
510 => 0.46293850729529
511 => 0.45883254401596
512 => 0.45434893930382
513 => 0.45169090813867
514 => 0.4557748520619
515 => 0.45670889835694
516 => 0.44777928359368
517 => 0.44656221009751
518 => 0.45385432627231
519 => 0.45064533782127
520 => 0.45394586202225
521 => 0.45471161194825
522 => 0.45458830857345
523 => 0.45123775608059
524 => 0.45337329832462
525 => 0.44832210428169
526 => 0.44282968942483
527 => 0.43932587093568
528 => 0.43626832458982
529 => 0.43796482900814
530 => 0.4319171005263
531 => 0.42998231046824
601 => 0.45264982466356
602 => 0.4693945611165
603 => 0.46915108601683
604 => 0.4676689939643
605 => 0.46546690580565
606 => 0.47599998899981
607 => 0.47233047343061
608 => 0.47500035260549
609 => 0.47567994890997
610 => 0.47773688224233
611 => 0.47847205910925
612 => 0.47624984400424
613 => 0.46879181869112
614 => 0.45020712869859
615 => 0.44155590533865
616 => 0.43870085753235
617 => 0.4388046330976
618 => 0.43594203973345
619 => 0.43678520177163
620 => 0.43564882238578
621 => 0.43349679474868
622 => 0.43783194736581
623 => 0.43833153332019
624 => 0.43731965689814
625 => 0.43755799042599
626 => 0.42918008582947
627 => 0.42981703972009
628 => 0.42627039951693
629 => 0.42560544723422
630 => 0.41663984964191
701 => 0.40075599392298
702 => 0.40955719187445
703 => 0.39892658238479
704 => 0.39490060949103
705 => 0.41395893900283
706 => 0.41204601131562
707 => 0.40877191064479
708 => 0.40392883337028
709 => 0.40213248889873
710 => 0.39121846854318
711 => 0.39057360999654
712 => 0.39598289318809
713 => 0.39348669511726
714 => 0.38998108764168
715 => 0.37728413272285
716 => 0.36300855157678
717 => 0.36343944163847
718 => 0.36798023839441
719 => 0.38118321737216
720 => 0.3760245850717
721 => 0.37228193814923
722 => 0.3715810528842
723 => 0.38035409937869
724 => 0.39276979817845
725 => 0.39859496626969
726 => 0.39282240160426
727 => 0.38619119013355
728 => 0.3865948012497
729 => 0.38927984518446
730 => 0.38956200533752
731 => 0.38524576836965
801 => 0.3864607637936
802 => 0.38461507464311
803 => 0.37328808373339
804 => 0.37308321438611
805 => 0.37030338814446
806 => 0.37021921611064
807 => 0.36549003821345
808 => 0.36482839353436
809 => 0.35543832377891
810 => 0.3616188961277
811 => 0.35747329269074
812 => 0.35122489046225
813 => 0.3501476635629
814 => 0.35011528082151
815 => 0.356530992793
816 => 0.3615439247979
817 => 0.35754540723741
818 => 0.3566350222969
819 => 0.36635555170039
820 => 0.3651185257292
821 => 0.36404726921612
822 => 0.39165810852751
823 => 0.36980197471188
824 => 0.36027145286377
825 => 0.34847562227971
826 => 0.35231640419762
827 => 0.35312571338055
828 => 0.32475886718417
829 => 0.31325044121516
830 => 0.30930118310848
831 => 0.30702832923378
901 => 0.30806409728518
902 => 0.29770516410935
903 => 0.30466653852445
904 => 0.295696578013
905 => 0.29419273494248
906 => 0.31023213550183
907 => 0.31246392438885
908 => 0.30294241963438
909 => 0.30905676707835
910 => 0.30683961969938
911 => 0.29585034224062
912 => 0.29543063267335
913 => 0.28991659953633
914 => 0.28128820540409
915 => 0.27734479775494
916 => 0.27529103681303
917 => 0.27613845860466
918 => 0.27570997621528
919 => 0.27291383878788
920 => 0.27587024753957
921 => 0.26831784485142
922 => 0.26531041724716
923 => 0.2639520319701
924 => 0.25724883988429
925 => 0.26791659941587
926 => 0.27001828243248
927 => 0.27212410641388
928 => 0.29045386646488
929 => 0.28953816345209
930 => 0.2978156727222
1001 => 0.29749402393333
1002 => 0.29513314420274
1003 => 0.28517298096522
1004 => 0.28914292450886
1005 => 0.27692405534775
1006 => 0.28607926292559
1007 => 0.28190120851768
1008 => 0.28466665852753
1009 => 0.27969413005924
1010 => 0.28244613262426
1011 => 0.27051666944302
1012 => 0.25937710457646
1013 => 0.26385999066293
1014 => 0.26873340051914
1015 => 0.27930019480914
1016 => 0.27300669930417
1017 => 0.27527007827117
1018 => 0.2676881376168
1019 => 0.25204442837254
1020 => 0.25213297006796
1021 => 0.24972652621747
1022 => 0.24764700738408
1023 => 0.27372958296993
1024 => 0.27048580239133
1025 => 0.26531726257483
1026 => 0.27223555850882
1027 => 0.27406486576188
1028 => 0.27411694356768
1029 => 0.27916435369405
1030 => 0.28185815738329
1031 => 0.28233295195914
1101 => 0.2902751608495
1102 => 0.29293728450928
1103 => 0.30390219510608
1104 => 0.28162960696082
1105 => 0.28117091766485
1106 => 0.27233291312026
1107 => 0.26672771091476
1108 => 0.27271670611073
1109 => 0.27802213827499
1110 => 0.27249776768644
1111 => 0.27321913385948
1112 => 0.265803117702
1113 => 0.26845399452231
1114 => 0.27073728675162
1115 => 0.26947658698831
1116 => 0.26758925842407
1117 => 0.27758715333988
1118 => 0.27702303292666
1119 => 0.28633330252287
1120 => 0.29359132345688
1121 => 0.30659899449706
1122 => 0.29302481166141
1123 => 0.29253011448638
1124 => 0.29736585872414
1125 => 0.29293654418203
1126 => 0.2957357180779
1127 => 0.30614800430738
1128 => 0.30636799950794
1129 => 0.3026827964507
1130 => 0.30245855150976
1201 => 0.30316633506861
1202 => 0.30731184547999
1203 => 0.30586327676358
1204 => 0.30753959715548
1205 => 0.30963586147427
1206 => 0.31830689949446
1207 => 0.32039745740547
1208 => 0.31531848551172
1209 => 0.31577705980689
1210 => 0.31387738489774
1211 => 0.31204232273835
1212 => 0.31616727448334
1213 => 0.32370570487346
1214 => 0.32365880868924
1215 => 0.3254075780136
1216 => 0.32649704681509
1217 => 0.3218202491792
1218 => 0.31877582588885
1219 => 0.31994325150006
1220 => 0.3218099904756
1221 => 0.31933789320957
1222 => 0.30407896369677
1223 => 0.30870754816676
1224 => 0.30793712538474
1225 => 0.30683994965652
1226 => 0.31149402713288
1227 => 0.31104513000659
1228 => 0.29759891827707
1229 => 0.29845970112587
1230 => 0.29765126533311
1231 => 0.30026348676992
]
'min_raw' => 0.24764700738408
'max_raw' => 0.55475986750703
'avg_raw' => 0.40120343744556
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.247647'
'max' => '$0.554759'
'avg' => '$0.4012034'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.060390006406546
'max_diff' => -0.40313249259348
'year' => 2034
]
9 => [
'items' => [
101 => 0.29279547565187
102 => 0.29509258557396
103 => 0.29653331138302
104 => 0.29738190995274
105 => 0.30044762987605
106 => 0.30008790302745
107 => 0.30042526875006
108 => 0.30497092207627
109 => 0.32796127672038
110 => 0.32921259099831
111 => 0.32305066184713
112 => 0.32551223100434
113 => 0.32078655650848
114 => 0.32395893345682
115 => 0.32612939319524
116 => 0.31632150299275
117 => 0.31574074338763
118 => 0.31099556435211
119 => 0.31354535478512
120 => 0.30948845486978
121 => 0.31048387620467
122 => 0.30770059137305
123 => 0.31270994992349
124 => 0.3183111911585
125 => 0.31972628589419
126 => 0.31600378088119
127 => 0.31330844192675
128 => 0.3085763146226
129 => 0.31644594779174
130 => 0.31874726835312
131 => 0.31643385993453
201 => 0.31589779265497
202 => 0.31488194612886
203 => 0.3161133092977
204 => 0.31873473486711
205 => 0.31749851897871
206 => 0.31831506135232
207 => 0.31520324383895
208 => 0.32182179739382
209 => 0.3323336532806
210 => 0.33236745061613
211 => 0.33113122806407
212 => 0.33062539243055
213 => 0.33189383178922
214 => 0.3325819081072
215 => 0.33668380840117
216 => 0.34108531084351
217 => 0.36162520221597
218 => 0.35585768291029
219 => 0.37408189645953
220 => 0.38849488325903
221 => 0.39281670779667
222 => 0.3888408325796
223 => 0.37523957823455
224 => 0.37457223580818
225 => 0.39489825210114
226 => 0.38915522150785
227 => 0.38847210629295
228 => 0.38120491454779
301 => 0.38550072492839
302 => 0.38456116818242
303 => 0.38307803189421
304 => 0.39127413885164
305 => 0.40661651940444
306 => 0.40422526551536
307 => 0.40244030541423
308 => 0.39461912984516
309 => 0.39932922446054
310 => 0.39765204998392
311 => 0.4048582558967
312 => 0.40058945915098
313 => 0.38911171240268
314 => 0.39093958140349
315 => 0.39066330268118
316 => 0.39634909920902
317 => 0.39464236422151
318 => 0.39033003528275
319 => 0.40656408081564
320 => 0.40550993219724
321 => 0.40700447392621
322 => 0.40766241741554
323 => 0.41754379485544
324 => 0.42159187902376
325 => 0.42251086500165
326 => 0.42635623187149
327 => 0.42241518877088
328 => 0.43818217108942
329 => 0.44866629430232
330 => 0.46084414292215
331 => 0.47863925285285
401 => 0.48533037880076
402 => 0.48412168678822
403 => 0.4976137360449
404 => 0.52185864864774
405 => 0.48902227681383
406 => 0.52359905608787
407 => 0.51265244697783
408 => 0.48669823369899
409 => 0.48502708834391
410 => 0.50260358291095
411 => 0.54158655618573
412 => 0.53182176352162
413 => 0.54160252788839
414 => 0.53019274671867
415 => 0.5296261549144
416 => 0.54104838028408
417 => 0.56773703245343
418 => 0.55505825421694
419 => 0.53688011665096
420 => 0.55030257054654
421 => 0.53867479879273
422 => 0.512474174623
423 => 0.5318142965687
424 => 0.51888210779857
425 => 0.52265640799466
426 => 0.54983794527157
427 => 0.54656739079299
428 => 0.55079979113347
429 => 0.54332971531372
430 => 0.53635148657525
501 => 0.52332610442481
502 => 0.51946993091365
503 => 0.52053563854155
504 => 0.51946940280188
505 => 0.51218182119815
506 => 0.51060806864468
507 => 0.50798507877455
508 => 0.50879805301477
509 => 0.50386606467618
510 => 0.51317374567189
511 => 0.5149013332837
512 => 0.5216746873162
513 => 0.52237791940159
514 => 0.54124161396944
515 => 0.53085180799298
516 => 0.53782218685468
517 => 0.53719869056154
518 => 0.4872607402008
519 => 0.49414174915425
520 => 0.50484643970624
521 => 0.50002399112243
522 => 0.49320617710411
523 => 0.48770042673625
524 => 0.47935865193706
525 => 0.49109953977732
526 => 0.50653755878304
527 => 0.52276945304019
528 => 0.54227101043432
529 => 0.5379184898471
530 => 0.52240488498971
531 => 0.52310081397091
601 => 0.52740277309478
602 => 0.52183134515517
603 => 0.52018822228859
604 => 0.52717703324477
605 => 0.52722516134485
606 => 0.52081456017077
607 => 0.51369035009342
608 => 0.51366049939307
609 => 0.51239281502151
610 => 0.53041826495219
611 => 0.54033043983552
612 => 0.54146685471162
613 => 0.54025395005988
614 => 0.54072074892187
615 => 0.53495307275713
616 => 0.54813627011849
617 => 0.56023447570036
618 => 0.55699189816396
619 => 0.55213081347733
620 => 0.54825872538287
621 => 0.55607975726563
622 => 0.55573149902734
623 => 0.56012880842885
624 => 0.5599293210743
625 => 0.55845067131375
626 => 0.55699195097119
627 => 0.56277561224315
628 => 0.56111001067958
629 => 0.55944182197674
630 => 0.55609601414627
701 => 0.55655076499842
702 => 0.5516905196466
703 => 0.54944194775715
704 => 0.51562882161819
705 => 0.50659284943809
706 => 0.50943575023012
707 => 0.51037170698675
708 => 0.50643924031406
709 => 0.51207738735489
710 => 0.51119868811085
711 => 0.51461719284755
712 => 0.51248145950228
713 => 0.51256911074375
714 => 0.51884984712581
715 => 0.52067317161768
716 => 0.51974581406508
717 => 0.52039530350696
718 => 0.53536251356284
719 => 0.53323465491733
720 => 0.5321042724217
721 => 0.53241739609816
722 => 0.53624183916804
723 => 0.53731247442075
724 => 0.53277611762279
725 => 0.53491548971308
726 => 0.54402466454677
727 => 0.54721236020391
728 => 0.55738595456081
729 => 0.55306403085678
730 => 0.560997108864
731 => 0.58538068607261
801 => 0.60485997476205
802 => 0.58694601586759
803 => 0.62271724887329
804 => 0.65057028484684
805 => 0.64950123893452
806 => 0.6446444178602
807 => 0.61293447691559
808 => 0.58375451648977
809 => 0.60816479243253
810 => 0.60822701924593
811 => 0.60613015489404
812 => 0.59310671049207
813 => 0.6056769672588
814 => 0.60667474859248
815 => 0.60611625637709
816 => 0.59613121208918
817 => 0.58088589500618
818 => 0.58386479347207
819 => 0.58874428992707
820 => 0.57950638516816
821 => 0.5765543148533
822 => 0.58204277522298
823 => 0.59972773810023
824 => 0.5963844983103
825 => 0.59629719280829
826 => 0.61060099038392
827 => 0.60036255827249
828 => 0.58390236692148
829 => 0.5797459515221
830 => 0.5649934769512
831 => 0.57518306368383
901 => 0.57554976877017
902 => 0.56996903625176
903 => 0.58435521260817
904 => 0.58422264146041
905 => 0.59788017481106
906 => 0.62398824904222
907 => 0.61626680679176
908 => 0.607287609545
909 => 0.60826389725186
910 => 0.61897136371269
911 => 0.61249738506279
912 => 0.61482547292347
913 => 0.61896783987288
914 => 0.62146703270264
915 => 0.60790430186405
916 => 0.60474218052517
917 => 0.59827359001959
918 => 0.59658605549864
919 => 0.60185458749387
920 => 0.60046651545311
921 => 0.57551894862761
922 => 0.5729117890874
923 => 0.57299174694833
924 => 0.56643592032078
925 => 0.55643671113509
926 => 0.58271403585332
927 => 0.58060359892752
928 => 0.57827383989629
929 => 0.57855922208419
930 => 0.58996531812321
1001 => 0.58334920639892
1002 => 0.60093922377733
1003 => 0.59732324500865
1004 => 0.59361453002889
1005 => 0.59310187264847
1006 => 0.59167433379396
1007 => 0.58677877189802
1008 => 0.58086708673101
1009 => 0.57696368012235
1010 => 0.53221849672813
1011 => 0.54052294249534
1012 => 0.55007645037647
1013 => 0.55337428301375
1014 => 0.5477331120846
1015 => 0.58700151970964
1016 => 0.59417623618253
1017 => 0.57244355199098
1018 => 0.56837825411839
1019 => 0.58726803996137
1020 => 0.57587518991565
1021 => 0.58100538959364
1022 => 0.56991670395902
1023 => 0.59244805708443
1024 => 0.59227640592396
1025 => 0.58351120066448
1026 => 0.59091949212825
1027 => 0.58963211917732
1028 => 0.57973622402712
1029 => 0.59276177461168
1030 => 0.59276823512226
1031 => 0.58433191563201
1101 => 0.57448014141521
1102 => 0.57271887687376
1103 => 0.57139200063438
1104 => 0.58067905937775
1105 => 0.58900580720717
1106 => 0.60449982054188
1107 => 0.60839538362291
1108 => 0.62360002567046
1109 => 0.61454640163173
1110 => 0.61855975590404
1111 => 0.62291681969025
1112 => 0.62500575629508
1113 => 0.62160194619603
1114 => 0.64522101377623
1115 => 0.64721518674953
1116 => 0.64788381569795
1117 => 0.63991959900109
1118 => 0.64699368747603
1119 => 0.64368395574779
1120 => 0.6522949582347
1121 => 0.65364527337545
1122 => 0.65250160449009
1123 => 0.65293021582904
1124 => 0.63277550833838
1125 => 0.63173038043044
1126 => 0.61747998724675
1127 => 0.62328712780269
1128 => 0.61243095687685
1129 => 0.61587356050839
1130 => 0.61739102738684
1201 => 0.61659838880502
1202 => 0.62361545481676
1203 => 0.61764951521491
1204 => 0.60190441971433
1205 => 0.58615503447301
1206 => 0.58595731377048
1207 => 0.58181077863618
1208 => 0.57881359320987
1209 => 0.57939095745384
1210 => 0.5814256643564
1211 => 0.5786953323458
1212 => 0.57927798711161
1213 => 0.58895393843243
1214 => 0.59089438146409
1215 => 0.58429999786247
1216 => 0.55782259613692
1217 => 0.55132497533994
1218 => 0.55599533631539
1219 => 0.55376320457889
1220 => 0.44693012554124
1221 => 0.47202897278367
1222 => 0.45711609002854
1223 => 0.46398863251085
1224 => 0.44876644089012
1225 => 0.45603126859495
1226 => 0.4546897201869
1227 => 0.49504792382385
1228 => 0.49441778598496
1229 => 0.49471939962228
1230 => 0.48032259486248
1231 => 0.50325709576069
]
'min_raw' => 0.29279547565187
'max_raw' => 0.65364527337545
'avg_raw' => 0.47322037451366
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.292795'
'max' => '$0.653645'
'avg' => '$0.47322'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.045148468267785
'max_diff' => 0.098885405868416
'year' => 2035
]
10 => [
'items' => [
101 => 0.51455545560112
102 => 0.51246442989077
103 => 0.51299069601269
104 => 0.50394770043509
105 => 0.49480695558648
106 => 0.48466846279883
107 => 0.50350452924271
108 => 0.50141028019653
109 => 0.50621373402145
110 => 0.51843026954014
111 => 0.52022920080138
112 => 0.52264698265944
113 => 0.52178037997275
114 => 0.54242637180133
115 => 0.53992600596425
116 => 0.54595116822727
117 => 0.53355695232208
118 => 0.51953172055558
119 => 0.52219745859502
120 => 0.52194072658531
121 => 0.51867223343843
122 => 0.51572158396962
123 => 0.51080958394439
124 => 0.52635187886344
125 => 0.52572089007329
126 => 0.53593586514158
127 => 0.53413026907529
128 => 0.52207205664026
129 => 0.52250271805636
130 => 0.52539912304844
131 => 0.53542361379662
201 => 0.53839956517005
202 => 0.53702098592272
203 => 0.54028398074635
204 => 0.54286291881193
205 => 0.54060785566135
206 => 0.57253479436613
207 => 0.55927650347751
208 => 0.56573850220603
209 => 0.56727965082648
210 => 0.56333203104207
211 => 0.56418812841964
212 => 0.56548488267409
213 => 0.57335852057658
214 => 0.59402122468822
215 => 0.60317259568348
216 => 0.63070494684341
217 => 0.60241270171556
218 => 0.60073395697462
219 => 0.60569336481587
220 => 0.6218577695421
221 => 0.63495750132738
222 => 0.63930343810221
223 => 0.6398778253906
224 => 0.6480310916926
225 => 0.65270439188749
226 => 0.64704107071135
227 => 0.642241998989
228 => 0.62505231976229
229 => 0.62704207193872
301 => 0.64074949129207
302 => 0.66011202849164
303 => 0.67672709973751
304 => 0.6709090808809
305 => 0.71529645787562
306 => 0.71969728499846
307 => 0.71908923298586
308 => 0.7291149721026
309 => 0.70921592166214
310 => 0.7007086920729
311 => 0.64327961276715
312 => 0.65941484155036
313 => 0.68286834417552
314 => 0.67976418515696
315 => 0.66273162463665
316 => 0.67671417901301
317 => 0.67209110926128
318 => 0.66844470233676
319 => 0.68514959934877
320 => 0.66678187888471
321 => 0.68268511211332
322 => 0.66228905099975
323 => 0.67093565710096
324 => 0.66602742528863
325 => 0.66920365280148
326 => 0.65063549166238
327 => 0.66065442069641
328 => 0.65021867127539
329 => 0.65021372337139
330 => 0.64998335362452
331 => 0.66226096653915
401 => 0.66266133905551
402 => 0.65358816456116
403 => 0.6522805783669
404 => 0.65711540986075
405 => 0.65145508842582
406 => 0.65410351719958
407 => 0.65153530663538
408 => 0.65095714834259
409 => 0.6463502847001
410 => 0.64436552117456
411 => 0.64514379809398
412 => 0.64248713773874
413 => 0.64088640377911
414 => 0.64966492735006
415 => 0.64497491633073
416 => 0.64894611589712
417 => 0.64442043278588
418 => 0.62873244337606
419 => 0.61971011476899
420 => 0.59007695705122
421 => 0.59848088382016
422 => 0.60405269596246
423 => 0.60221121208267
424 => 0.60616743201612
425 => 0.60641031178895
426 => 0.60512410435969
427 => 0.60363484092999
428 => 0.60290994985385
429 => 0.60831269404331
430 => 0.61144916889331
501 => 0.60461190185217
502 => 0.60301002584796
503 => 0.60992288032241
504 => 0.6141397175584
505 => 0.64527447447277
506 => 0.64296791111661
507 => 0.64875693250037
508 => 0.64810517753233
509 => 0.65417299420593
510 => 0.66409131001662
511 => 0.64392460076878
512 => 0.64742484418187
513 => 0.6465666653294
514 => 0.65593603701403
515 => 0.65596528716972
516 => 0.65034788080997
517 => 0.6533931679296
518 => 0.6516933722025
519 => 0.65476513282254
520 => 0.64293710555675
521 => 0.65734236600984
522 => 0.66550922043226
523 => 0.66562261721384
524 => 0.66949364139391
525 => 0.67342682615545
526 => 0.68097623179704
527 => 0.67321627732956
528 => 0.65925687465888
529 => 0.66026469844311
530 => 0.65208030576484
531 => 0.6522178868844
601 => 0.6514834680858
602 => 0.65368751418486
603 => 0.64342076973123
604 => 0.64583035413362
605 => 0.64245692185976
606 => 0.64741751099892
607 => 0.64208073709995
608 => 0.64656625148958
609 => 0.64850205080298
610 => 0.65564519194423
611 => 0.64102568934547
612 => 0.61121553389329
613 => 0.61748198998254
614 => 0.60821340920703
615 => 0.60907125164578
616 => 0.61080422989667
617 => 0.60518708039035
618 => 0.60625865549943
619 => 0.60622037129598
620 => 0.60589045871341
621 => 0.60442922118221
622 => 0.60231013766494
623 => 0.61075191417824
624 => 0.61218633650666
625 => 0.61537487965542
626 => 0.62486182125662
627 => 0.62391385207317
628 => 0.62546002914224
629 => 0.62208473328188
630 => 0.60922782194016
701 => 0.60992601408248
702 => 0.60121954687996
703 => 0.61515223571424
704 => 0.61185279109578
705 => 0.6097256176861
706 => 0.60914519871314
707 => 0.61865565660759
708 => 0.62150133466778
709 => 0.61972809906702
710 => 0.61609114111633
711 => 0.62307517555176
712 => 0.62494380853392
713 => 0.6253621265461
714 => 0.6377364965099
715 => 0.62605371636497
716 => 0.6288658776627
717 => 0.65080555734078
718 => 0.63090929534161
719 => 0.64144878906216
720 => 0.64093293568941
721 => 0.64632458403982
722 => 0.64049066315426
723 => 0.64056298159552
724 => 0.64535040006879
725 => 0.63862733423856
726 => 0.6369626085923
727 => 0.634662802035
728 => 0.63968434551614
729 => 0.64269453372821
730 => 0.66695443997786
731 => 0.68262744580127
801 => 0.68194703928387
802 => 0.68816468118533
803 => 0.68536357656165
804 => 0.67631807083771
805 => 0.69175764612657
806 => 0.6868719184859
807 => 0.68727469193644
808 => 0.6872597006885
809 => 0.69050828245181
810 => 0.68820636454436
811 => 0.68366904806174
812 => 0.68668113049059
813 => 0.69562593846513
814 => 0.72339089687831
815 => 0.73892853544309
816 => 0.72245551152707
817 => 0.73381838284176
818 => 0.72700470905798
819 => 0.72576646184223
820 => 0.73290318473745
821 => 0.74005239952135
822 => 0.73959702544652
823 => 0.73440706262965
824 => 0.73147538432483
825 => 0.75367503463321
826 => 0.77003135881924
827 => 0.76891596716394
828 => 0.77383894318564
829 => 0.78829295304724
830 => 0.78961444656544
831 => 0.78944796875633
901 => 0.78617250918789
902 => 0.800404358987
903 => 0.81227681847499
904 => 0.78541433493492
905 => 0.79564321701125
906 => 0.80023529172931
907 => 0.8069778198226
908 => 0.81835359489489
909 => 0.83071070389872
910 => 0.83245813460067
911 => 0.83121824889538
912 => 0.82306840333044
913 => 0.8365896994534
914 => 0.84451015760882
915 => 0.84922660918391
916 => 0.86118674563562
917 => 0.80026365081944
918 => 0.75713925623426
919 => 0.75040475929598
920 => 0.76409962364099
921 => 0.76771085015427
922 => 0.76625516927486
923 => 0.71771474247083
924 => 0.75014920399453
925 => 0.78504595742706
926 => 0.7863864838479
927 => 0.80385652827293
928 => 0.80954549085903
929 => 0.82361116647225
930 => 0.82273135463297
1001 => 0.826156122811
1002 => 0.82536882791559
1003 => 0.85142253011163
1004 => 0.88016363264607
1005 => 0.87916841965642
1006 => 0.8750365461178
1007 => 0.88117308291178
1008 => 0.91083698081105
1009 => 0.90810600444677
1010 => 0.91075891536066
1011 => 0.94573432276793
1012 => 0.99120732759107
1013 => 0.97008055143568
1014 => 1.0159195766268
1015 => 1.0447728131623
1016 => 1.0946715022701
1017 => 1.0884239406376
1018 => 1.1078491341337
1019 => 1.0772395014099
1020 => 1.0069535974485
1021 => 0.99583058410301
1022 => 1.0180991385003
1023 => 1.0728442065523
1024 => 1.0163750214862
1025 => 1.0277986640794
1026 => 1.0245086542441
1027 => 1.0243333436016
1028 => 1.0310242377853
1029 => 1.0213187467982
1030 => 0.98177683053237
1031 => 0.99989865773504
1101 => 0.99290094997047
1102 => 1.0006654284489
1103 => 1.0425671164827
1104 => 1.0240413813915
1105 => 1.0045260243814
1106 => 1.0290026128764
1107 => 1.060169721099
1108 => 1.0582193394791
1109 => 1.0544347839402
1110 => 1.0757681253599
1111 => 1.1110045553025
1112 => 1.1205288207246
1113 => 1.1275594387441
1114 => 1.1285288421858
1115 => 1.1385143001154
1116 => 1.0848199761682
1117 => 1.1700342472405
1118 => 1.1847483978579
1119 => 1.1819827473809
1120 => 1.1983369065261
1121 => 1.1935250980406
1122 => 1.1865535424947
1123 => 1.2124783633692
1124 => 1.1827576482618
1125 => 1.1405728349007
1126 => 1.1174294119699
1127 => 1.1479065382119
1128 => 1.1665178557028
1129 => 1.1788187526622
1130 => 1.1825409966497
1201 => 1.0889881136881
1202 => 1.0385682984526
1203 => 1.0708868219542
1204 => 1.1103176511315
1205 => 1.0846009359213
1206 => 1.0856089824693
1207 => 1.0489437048133
1208 => 1.1135617146307
1209 => 1.1041474141233
1210 => 1.1529888218092
1211 => 1.1413324278882
1212 => 1.1811606998435
1213 => 1.1706725810469
1214 => 1.2142081757887
1215 => 1.2315757032104
1216 => 1.2607384847911
1217 => 1.2821907456358
1218 => 1.2947879235202
1219 => 1.2940316362109
1220 => 1.3439479308778
1221 => 1.3145140358552
1222 => 1.2775381266704
1223 => 1.2768693491308
1224 => 1.2960196964503
1225 => 1.3361535707907
1226 => 1.3465597004831
1227 => 1.3523753073508
1228 => 1.3434685029902
1229 => 1.3115201194894
1230 => 1.2977249694757
1231 => 1.3094788369713
]
'min_raw' => 0.48466846279883
'max_raw' => 1.3523753073508
'avg_raw' => 0.91852188507481
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.484668'
'max' => '$1.35'
'avg' => '$0.918521'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.19187298714696
'max_diff' => 0.69873003397535
'year' => 2036
]
11 => [
'items' => [
101 => 1.2951048670456
102 => 1.3199183717611
103 => 1.3539926136142
104 => 1.3469564174157
105 => 1.3704773663818
106 => 1.3948190740857
107 => 1.4296288093568
108 => 1.4387293631574
109 => 1.4537722325268
110 => 1.469256286433
111 => 1.4742293472408
112 => 1.4837244633729
113 => 1.483674419424
114 => 1.5122885909831
115 => 1.54385090832
116 => 1.5557649524453
117 => 1.5831606399673
118 => 1.5362464851453
119 => 1.5718314104888
120 => 1.603929903897
121 => 1.5656607567901
122 => 1.6184058605093
123 => 1.6204538333638
124 => 1.6513757920004
125 => 1.6200304629917
126 => 1.6014177066841
127 => 1.6551520367332
128 => 1.6811523864284
129 => 1.6733208695023
130 => 1.6137226390053
131 => 1.5790339125677
201 => 1.4882468245249
202 => 1.595788052022
203 => 1.6481682469152
204 => 1.6135869869547
205 => 1.631027763007
206 => 1.7261789819578
207 => 1.762406405549
208 => 1.7548713546908
209 => 1.7561446542484
210 => 1.775692314444
211 => 1.8623774048443
212 => 1.8104336893318
213 => 1.8501427135472
214 => 1.8712042368096
215 => 1.8907673533871
216 => 1.8427265220592
217 => 1.7802261063616
218 => 1.7604296011212
219 => 1.6101485621737
220 => 1.6023257814591
221 => 1.5979346175894
222 => 1.5702489505336
223 => 1.5484955999701
224 => 1.531196527952
225 => 1.4857985970361
226 => 1.50111906605
227 => 1.4287642394547
228 => 1.4750542934127
301 => 1.3595742430982
302 => 1.4557494605084
303 => 1.4034056622226
304 => 1.4385531149896
305 => 1.4384304888379
306 => 1.3737128847839
307 => 1.3363851213875
308 => 1.360171825042
309 => 1.3856730595505
310 => 1.389810549053
311 => 1.4228735652436
312 => 1.4321007423753
313 => 1.4041419648907
314 => 1.3571811757344
315 => 1.3680890959938
316 => 1.3361640727316
317 => 1.2802166974427
318 => 1.3203990791226
319 => 1.3341191109228
320 => 1.3401786585787
321 => 1.2851608405816
322 => 1.2678730476719
323 => 1.2586691717855
324 => 1.3500790663152
325 => 1.3550867066837
326 => 1.3294669105494
327 => 1.4452708184451
328 => 1.4190608275277
329 => 1.4483438089861
330 => 1.3670993165617
331 => 1.3702029655825
401 => 1.3317405208681
402 => 1.3532769198467
403 => 1.3380556871992
404 => 1.3515369916361
405 => 1.3596176299301
406 => 1.3980737633358
407 => 1.4561885677789
408 => 1.392329699404
409 => 1.3645054759772
410 => 1.3817674677018
411 => 1.4277384264231
412 => 1.497386782096
413 => 1.4561535537339
414 => 1.4744521602954
415 => 1.4784495917807
416 => 1.4480457357236
417 => 1.4985078156364
418 => 1.525550854215
419 => 1.5532914160282
420 => 1.5773777685777
421 => 1.5422112256119
422 => 1.5798444675112
423 => 1.5495187177019
424 => 1.5223133851045
425 => 1.5223546443642
426 => 1.5052883418194
427 => 1.4722202301463
428 => 1.4661219629979
429 => 1.49784591883
430 => 1.5232855271375
501 => 1.5253808551252
502 => 1.5394655294185
503 => 1.5478006945816
504 => 1.6294966442876
505 => 1.6623554310837
506 => 1.702534533593
507 => 1.7181865583905
508 => 1.7652935414695
509 => 1.7272508267911
510 => 1.7190200461705
511 => 1.6047539137976
512 => 1.6234649865723
513 => 1.6534232194347
514 => 1.6052479140232
515 => 1.63580405688
516 => 1.6418364867476
517 => 1.6036109355798
518 => 1.6240288540871
519 => 1.5698049160227
520 => 1.4573705014518
521 => 1.4986329872809
522 => 1.5290160656537
523 => 1.4856556666092
524 => 1.5633775036173
525 => 1.5179740109416
526 => 1.5035832835153
527 => 1.4474399251609
528 => 1.4739374291482
529 => 1.5097756826986
530 => 1.4876318086486
531 => 1.5335836722218
601 => 1.5986637659558
602 => 1.6450437163373
603 => 1.6486041930254
604 => 1.6187849921455
605 => 1.6665704518592
606 => 1.6669185167646
607 => 1.6130163229983
608 => 1.580001529445
609 => 1.572500498886
610 => 1.5912395438861
611 => 1.6139922039348
612 => 1.6498668073077
613 => 1.6715450787847
614 => 1.72807051353
615 => 1.7433646754608
616 => 1.7601683225226
617 => 1.7826231770501
618 => 1.8095859872168
619 => 1.7505928935656
620 => 1.7529367991533
621 => 1.6980032471603
622 => 1.6392988685875
623 => 1.6838481743202
624 => 1.7420904654198
625 => 1.7287296194895
626 => 1.7272262513851
627 => 1.7297544995372
628 => 1.7196808580302
629 => 1.6741181508407
630 => 1.6512368445278
701 => 1.6807595673153
702 => 1.6964495805716
703 => 1.7207834228192
704 => 1.7177837631371
705 => 1.7804651275031
706 => 1.8048212103097
707 => 1.7985898820722
708 => 1.7997365964332
709 => 1.8438321209564
710 => 1.8928754131624
711 => 1.9388109281457
712 => 1.985538506963
713 => 1.9292065868903
714 => 1.9006047119472
715 => 1.9301145460375
716 => 1.9144562126882
717 => 2.0044336406766
718 => 2.0106634825693
719 => 2.1006344041655
720 => 2.1860275222984
721 => 2.1323936347757
722 => 2.1829679749862
723 => 2.2376682473103
724 => 2.3431939474229
725 => 2.3076566040639
726 => 2.280435555992
727 => 2.2547117970953
728 => 2.3082388558277
729 => 2.3771005617713
730 => 2.3919327136823
731 => 2.4159664660963
801 => 2.3906979141404
802 => 2.4211311017316
803 => 2.5285736269486
804 => 2.4995417082135
805 => 2.458311716496
806 => 2.543127271265
807 => 2.5738216908238
808 => 2.7892512020797
809 => 3.0612398589895
810 => 2.948634769055
811 => 2.8787371559891
812 => 2.8951647530532
813 => 2.9944858031596
814 => 3.0263845721612
815 => 2.9396727218497
816 => 2.9703008132986
817 => 3.1390646084694
818 => 3.2296009699878
819 => 3.1066404303903
820 => 2.7673971783264
821 => 2.4545994068489
822 => 2.537567461312
823 => 2.5281614587343
824 => 2.7094771029332
825 => 2.4988493065532
826 => 2.5023957384591
827 => 2.6874607981634
828 => 2.6380886130527
829 => 2.5581119962849
830 => 2.4551833246587
831 => 2.2649101554079
901 => 2.0963799032425
902 => 2.4269065379379
903 => 2.4126536284261
904 => 2.3920133032903
905 => 2.4379461133637
906 => 2.6609828008245
907 => 2.6558410832792
908 => 2.6231320995835
909 => 2.647941575433
910 => 2.5537627752165
911 => 2.5780347964437
912 => 2.4545498580838
913 => 2.510370207409
914 => 2.5579404023847
915 => 2.5674908233148
916 => 2.589008409327
917 => 2.4051429927707
918 => 2.4876931667994
919 => 2.5361836601361
920 => 2.317101847142
921 => 2.5318531170949
922 => 2.401942304932
923 => 2.3578486240891
924 => 2.4172149564434
925 => 2.3940798389893
926 => 2.3741896235419
927 => 2.3630905415649
928 => 2.406682624023
929 => 2.4046490012725
930 => 2.3333238935125
1001 => 2.240283198023
1002 => 2.271510709386
1003 => 2.2601654617483
1004 => 2.2190488207434
1005 => 2.2467564723386
1006 => 2.124745997235
1007 => 1.9148333163719
1008 => 2.0535080631493
1009 => 2.0481692362475
1010 => 2.0454771576271
1011 => 2.1496873971419
1012 => 2.1396699871518
1013 => 2.1214882899291
1014 => 2.2187148996156
1015 => 2.1832258791976
1016 => 2.2925946778612
1017 => 2.3646320421914
1018 => 2.3463610364326
1019 => 2.414112525772
1020 => 2.2722301281771
1021 => 2.3193577693244
1022 => 2.3290707108487
1023 => 2.2175151383442
1024 => 2.1413089593136
1025 => 2.1362268759863
1026 => 2.0040958634055
1027 => 2.0746791838019
1028 => 2.1367895848144
1029 => 2.1070435226912
1030 => 2.0976268080614
1031 => 2.1457347608692
1101 => 2.1494731608191
1102 => 2.0642372457831
1103 => 2.0819604915895
1104 => 2.1558693728465
1105 => 2.0800981774124
1106 => 1.9328871218386
1107 => 1.8963767447042
1108 => 1.8915055873747
1109 => 1.7924865489117
1110 => 1.8988165426855
1111 => 1.8524006509366
1112 => 1.9990278968236
1113 => 1.9152752003506
1114 => 1.9116647890001
1115 => 1.9062071227115
1116 => 1.8209773458815
1117 => 1.8396372503724
1118 => 1.9016656148838
1119 => 1.923798034141
1120 => 1.9214894414869
1121 => 1.9013616420582
1122 => 1.9105760455657
1123 => 1.8808932413572
1124 => 1.870411625397
1125 => 1.8373287622312
1126 => 1.7887060927516
1127 => 1.7954673731629
1128 => 1.6991331421102
1129 => 1.6466451401881
1130 => 1.6321171530368
1201 => 1.6126897214518
1202 => 1.6343115331288
1203 => 1.6988602393374
1204 => 1.6210008048779
1205 => 1.4875162657013
1206 => 1.4955389139524
1207 => 1.513563422627
1208 => 1.479974869956
1209 => 1.4481861237264
1210 => 1.4758238594705
1211 => 1.4192647005258
1212 => 1.5203983267709
1213 => 1.5176629456046
1214 => 1.5553593074073
1215 => 1.5789316160497
1216 => 1.5246050762545
1217 => 1.5109420984106
1218 => 1.5187251515382
1219 => 1.3900886203038
1220 => 1.5448469584277
1221 => 1.5461853149622
1222 => 1.5347254937734
1223 => 1.6171295311967
1224 => 1.7910277526238
1225 => 1.7256002466831
1226 => 1.7002647388261
1227 => 1.6521019198697
1228 => 1.7162760165039
1229 => 1.7113484471542
1230 => 1.68906410983
1231 => 1.6755864730849
]
'min_raw' => 1.2586691717855
'max_raw' => 3.2296009699878
'avg_raw' => 2.2441350708866
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.25'
'max' => '$3.22'
'avg' => '$2.24'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.77400070898664
'max_diff' => 1.877225662637
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.039508187053299
]
1 => [
'year' => 2028
'avg' => 0.067807518292112
]
2 => [
'year' => 2029
'avg' => 0.18523791885793
]
3 => [
'year' => 2030
'avg' => 0.14291077853431
]
4 => [
'year' => 2031
'avg' => 0.1403560952585
]
5 => [
'year' => 2032
'avg' => 0.24608840667695
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.039508187053299
'min' => '$0.0395081'
'max_raw' => 0.24608840667695
'max' => '$0.246088'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.24608840667695
]
1 => [
'year' => 2033
'avg' => 0.63296468694557
]
2 => [
'year' => 2034
'avg' => 0.40120343744556
]
3 => [
'year' => 2035
'avg' => 0.47322037451366
]
4 => [
'year' => 2036
'avg' => 0.91852188507481
]
5 => [
'year' => 2037
'avg' => 2.2441350708866
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.24608840667695
'min' => '$0.246088'
'max_raw' => 2.2441350708866
'max' => '$2.24'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.2441350708866
]
]
]
]
'prediction_2025_max_price' => '$0.067551'
'last_price' => 0.0655
'sma_50day_nextmonth' => '$0.060028'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.065135'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.064738'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.063143'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.059639'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.067241'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.065118'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.064556'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.063226'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.062842'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.075132'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.066424'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.033212'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.064243'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.065626'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.078141'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.051922'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.0218072'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.0109036'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.005451'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '52.77'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 99.63
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.062845'
'vwma_10_action' => 'BUY'
'hma_9' => '0.066122'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 105.28
'cci_20_action' => 'SELL'
'adx_14' => 20.21
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.003085'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 69.62
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 7
'buy_signals' => 21
'sell_pct' => 25
'buy_pct' => 75
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767700829
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Turtle para 2026
La previsión del precio de Turtle para 2026 sugiere que el precio medio podría oscilar entre $0.02263 en el extremo inferior y $0.067551 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Turtle podría potencialmente ganar 3.13% para 2026 si TURTLE alcanza el objetivo de precio previsto.
Predicción de precio de Turtle 2027-2032
La predicción del precio de TURTLE para 2027-2032 está actualmente dentro de un rango de precios de $0.0395081 en el extremo inferior y $0.246088 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Turtle alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Turtle | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021785 | $0.0395081 | $0.05723 |
| 2028 | $0.039316 | $0.0678075 | $0.096298 |
| 2029 | $0.086367 | $0.185237 | $0.2841087 |
| 2030 | $0.073451 | $0.14291 | $0.21237 |
| 2031 | $0.086842 | $0.140356 | $0.193869 |
| 2032 | $0.132558 | $0.246088 | $0.359618 |
Predicción de precio de Turtle 2032-2037
La predicción de precio de Turtle para 2032-2037 se estima actualmente entre $0.246088 en el extremo inferior y $2.24 en el extremo superior. Comparado con el precio actual, Turtle podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Turtle | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.132558 | $0.246088 | $0.359618 |
| 2033 | $0.308037 | $0.632964 | $0.957892 |
| 2034 | $0.247647 | $0.4012034 | $0.554759 |
| 2035 | $0.292795 | $0.47322 | $0.653645 |
| 2036 | $0.484668 | $0.918521 | $1.35 |
| 2037 | $1.25 | $2.24 | $3.22 |
Turtle Histograma de precios potenciales
Pronóstico de precio de Turtle basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Turtle es Alcista, con 21 indicadores técnicos mostrando señales alcistas y 7 indicando señales bajistas. La predicción de precio de TURTLE 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 Turtle
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Turtle disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Turtle alcance $0.060028 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 52.77, lo que sugiere que el mercado de TURTLE está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de TURTLE 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 | $0.065135 | BUY |
| SMA 5 | $0.064738 | BUY |
| SMA 10 | $0.063143 | BUY |
| SMA 21 | $0.059639 | BUY |
| SMA 50 | $0.067241 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.065118 | BUY |
| EMA 5 | $0.064556 | BUY |
| EMA 10 | $0.063226 | BUY |
| EMA 21 | $0.062842 | BUY |
| EMA 50 | $0.075132 | SELL |
| EMA 100 | $0.066424 | SELL |
| EMA 200 | $0.033212 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.051922 | BUY |
| EMA 50 | $0.0218072 | BUY |
| EMA 100 | $0.0109036 | BUY |
| EMA 200 | $0.005451 | BUY |
Osciladores de Turtle
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) | 52.77 | NEUTRAL |
| Stoch RSI (14) | 99.63 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 105.28 | SELL |
| Índice Direccional Medio (14) | 20.21 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.003085 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 69.62 | NEUTRAL |
| VWMA (10) | 0.062845 | BUY |
| Promedio Móvil de Hull (9) | 0.066122 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | — | — |
Predicción de precios de Turtle basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Turtle
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 Turtle por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.092038 | $0.129329 | $0.181729 | $0.25536 | $0.358823 | $0.5042071 |
| Amazon.com acción | $0.136669 | $0.285169 | $0.595022 | $1.24 | $2.59 | $5.40 |
| Apple acción | $0.0929067 | $0.131781 | $0.186921 | $0.265133 | $0.376072 | $0.533429 |
| Netflix acción | $0.103348 | $0.163068 | $0.257295 | $0.405972 | $0.640561 | $1.01 |
| Google acción | $0.084822 | $0.109844 | $0.142247 | $0.18421 | $0.238551 | $0.308923 |
| Tesla acción | $0.148483 | $0.33660098 | $0.763048 | $1.72 | $3.92 | $8.88 |
| Kodak acción | $0.049118 | $0.036833 | $0.027621 | $0.020712 | $0.015532 | $0.011647 |
| Nokia acción | $0.043391 | $0.028744 | $0.019042 | $0.012614 | $0.008356 | $0.005535 |
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 Turtle
Podría preguntarse cosas como: "¿Debo invertir en Turtle ahora?", "¿Debería comprar TURTLE hoy?", "¿Será Turtle una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Turtle regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Turtle, 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 Turtle a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Turtle es de $0.0655 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 Turtle
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Turtle
basado en el historial de precios del último mes
Predicción de precios de Turtle basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Turtle ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.0672025 | $0.068949 | $0.070741 | $0.07258 |
| Si Turtle ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.0689051 | $0.072487 | $0.076255 | $0.080219 |
| Si Turtle ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.074012 | $0.083631 | $0.0945012 | $0.106783 |
| Si Turtle ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.082525 | $0.103976 | $0.1310034 | $0.165055 |
| Si Turtle ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.099551 | $0.1513041 | $0.229961 | $0.34951 |
| Si Turtle ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.150627 | $0.346392 | $0.796585 | $1.83 |
| Si Turtle ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.235755 | $0.848559 | $3.05 | $10.99 |
Cuadro de preguntas
¿Es TURTLE una buena inversión?
La decisión de adquirir Turtle depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Turtle ha experimentado un aumento de 0.799% durante las últimas 24 horas, y Turtle ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Turtle dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Turtle subir?
Parece que el valor medio de Turtle podría potencialmente aumentar hasta $0.067551 para el final de este año. Mirando las perspectivas de Turtle en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.21237. 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 Turtle la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Turtle, el precio de Turtle aumentará en un 0.86% durante la próxima semana y alcanzará $0.0660605 para el 13 de enero de 2026.
¿Cuál será el precio de Turtle el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Turtle, el precio de Turtle disminuirá en un -11.62% durante el próximo mes y alcanzará $0.05789 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Turtle este año en 2026?
Según nuestra predicción más reciente sobre el valor de Turtle en 2026, se anticipa que TURTLE fluctúe dentro del rango de $0.02263 y $0.067551. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Turtle no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Turtle en 5 años?
El futuro de Turtle parece estar en una tendencia alcista, con un precio máximo de $0.21237 proyectada después de un período de cinco años. Basado en el pronóstico de Turtle para 2030, el valor de Turtle podría potencialmente alcanzar su punto más alto de aproximadamente $0.21237, mientras que su punto más bajo se anticipa que esté alrededor de $0.073451.
¿Cuánto será Turtle en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Turtle, se espera que el valor de TURTLE en 2026 crezca en un 3.13% hasta $0.067551 si ocurre lo mejor. El precio estará entre $0.067551 y $0.02263 durante 2026.
¿Cuánto será Turtle en 2027?
Según nuestra última simulación experimental para la predicción de precios de Turtle, el valor de TURTLE podría disminuir en un -12.62% hasta $0.05723 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.05723 y $0.021785 a lo largo del año.
¿Cuánto será Turtle en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Turtle sugiere que el valor de TURTLE en 2028 podría aumentar en un 47.02% , alcanzando $0.096298 en el mejor escenario. Se espera que el precio oscile entre $0.096298 y $0.039316 durante el año.
¿Cuánto será Turtle en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Turtle podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.2841087 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.2841087 y $0.086367.
¿Cuánto será Turtle en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Turtle, se espera que el valor de TURTLE en 2030 aumente en un 224.23% , alcanzando $0.21237 en el mejor escenario. Se pronostica que el precio oscile entre $0.21237 y $0.073451 durante el transcurso de 2030.
¿Cuánto será Turtle en 2031?
Nuestra simulación experimental indica que el precio de Turtle podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.193869 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.193869 y $0.086842 durante el año.
¿Cuánto será Turtle en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Turtle, TURTLE podría experimentar un 449.04% aumento en valor, alcanzando $0.359618 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.359618 y $0.132558 a lo largo del año.
¿Cuánto será Turtle en 2033?
Según nuestra predicción experimental de precios de Turtle, se anticipa que el valor de TURTLE aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.957892. A lo largo del año, el precio de TURTLE podría oscilar entre $0.957892 y $0.308037.
¿Cuánto será Turtle en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Turtle sugieren que TURTLE podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.554759 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.554759 y $0.247647.
¿Cuánto será Turtle en 2035?
Basado en nuestra predicción experimental para el precio de Turtle, TURTLE podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.653645 en 2035. El rango de precios esperado para el año está entre $0.653645 y $0.292795.
¿Cuánto será Turtle en 2036?
Nuestra reciente simulación de predicción de precios de Turtle sugiere que el valor de TURTLE podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.35 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.35 y $0.484668.
¿Cuánto será Turtle en 2037?
Según la simulación experimental, el valor de Turtle podría aumentar en un 4830.69% en 2037, con un máximo de $3.22 bajo condiciones favorables. Se espera que el precio caiga entre $3.22 y $1.25 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de Turtle?
Los traders de Turtle 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 Turtle
Las medias móviles son herramientas populares para la predicción de precios de Turtle. Una media móvil simple (SMA) calcula el precio de cierre promedio de TURTLE 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 TURTLE 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 TURTLE.
¿Cómo leer gráficos de Turtle 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 Turtle 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 TURTLE 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 Turtle?
La acción del precio de Turtle 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 TURTLE. La capitalización de mercado de Turtle puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de TURTLE, grandes poseedores de Turtle, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Turtle.
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


