Predicción del precio de Derive - Pronóstico de DRV
Predicción de precio de Derive hasta $0.055191 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.018489 | $0.055191 |
| 2027 | $0.017799 | $0.046758 |
| 2028 | $0.032122 | $0.078678 |
| 2029 | $0.070563 | $0.232123 |
| 2030 | $0.060011 | $0.173511 |
| 2031 | $0.070952 | $0.158395 |
| 2032 | $0.1083033 | $0.293816 |
| 2033 | $0.251673 | $0.782619 |
| 2034 | $0.202333 | $0.453251 |
| 2035 | $0.23922 | $0.534043 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Derive hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.59, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Derive para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Derive'
'name_with_ticker' => 'Derive <small>DRV</small>'
'name_lang' => 'Derive'
'name_lang_with_ticker' => 'Derive <small>DRV</small>'
'name_with_lang' => 'Derive'
'name_with_lang_with_ticker' => 'Derive <small>DRV</small>'
'image' => '/uploads/coins/derive.png?1734727229'
'price_for_sd' => 0.05351
'ticker' => 'DRV'
'marketcap' => '$46.01M'
'low24h' => '$0.05239'
'high24h' => '$0.05351'
'volume24h' => '$163.89K'
'current_supply' => '859.67M'
'max_supply' => '1.5B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.05351'
'change_24h_pct' => '1.765%'
'ath_price' => '$0.2282'
'ath_days' => 356
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 ene. 2025'
'ath_pct' => '-76.57%'
'fdv' => '$80.27M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.63'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.053972'
'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' => '$0.047297'
'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' => '$0.018489'
'current_year_max_price_prediction' => '$0.055191'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.060011'
'grand_prediction_max_price' => '$0.173511'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.05452908110111
107 => 0.054732672895885
108 => 0.055191375605168
109 => 0.051271811176793
110 => 0.053031580532768
111 => 0.054065280161313
112 => 0.049394987633232
113 => 0.053972963494168
114 => 0.051203580280339
115 => 0.050263610022825
116 => 0.051529156142903
117 => 0.051035971589125
118 => 0.050611960470555
119 => 0.050375354980957
120 => 0.051304632378314
121 => 0.051261280477
122 => 0.049740802289955
123 => 0.047757400477573
124 => 0.048423095228754
125 => 0.048181242084728
126 => 0.047304735091104
127 => 0.047895394974949
128 => 0.045294427772622
129 => 0.04081959888753
130 => 0.043775807916737
131 => 0.043661997084849
201 => 0.043604608502501
202 => 0.045826117884334
203 => 0.045612571016213
204 => 0.045224981359515
205 => 0.047297616703107
206 => 0.046541076921816
207 => 0.048872554264563
208 => 0.050408216032997
209 => 0.050018722535068
210 => 0.051463019850777
211 => 0.048438431491306
212 => 0.0494430784189
213 => 0.049650134758296
214 => 0.047272040704694
215 => 0.045647509924816
216 => 0.045539172242805
217 => 0.042722459744628
218 => 0.044227124825445
219 => 0.045551167829293
220 => 0.044917053980338
221 => 0.044716312479371
222 => 0.045741857272291
223 => 0.045821550885898
224 => 0.044004528050107
225 => 0.044382344635297
226 => 0.045957902602324
227 => 0.044342644616994
228 => 0.041204462202391
301 => 0.040426149574803
302 => 0.040322308323135
303 => 0.038211462748364
304 => 0.040478160146225
305 => 0.039488685988345
306 => 0.042614422997368
307 => 0.040829018781478
308 => 0.040752053574173
309 => 0.040635709374991
310 => 0.038818817390852
311 => 0.039216601265869
312 => 0.040538895450621
313 => 0.04101070491245
314 => 0.04096149132016
315 => 0.04053241548774
316 => 0.040728844206598
317 => 0.040096078862854
318 => 0.039872636250106
319 => 0.039167389901541
320 => 0.038130872598427
321 => 0.038275006686755
322 => 0.036221394689781
323 => 0.035102477880391
324 => 0.034792776454639
325 => 0.034378630764809
326 => 0.034839555312304
327 => 0.036215577065016
328 => 0.034555802891946
329 => 0.031710236491838
330 => 0.031881259881094
331 => 0.032265498659452
401 => 0.031549472237976
402 => 0.030871813321592
403 => 0.031460982769182
404 => 0.030255278773018
405 => 0.032411202227069
406 => 0.032352890539543
407 => 0.033156485481801
408 => 0.033658989890623
409 => 0.032500879916022
410 => 0.032209618389272
411 => 0.032375534192007
412 => 0.029633315554814
413 => 0.032932387715668
414 => 0.032960918228712
415 => 0.032716622654653
416 => 0.034473276732882
417 => 0.038180364752092
418 => 0.036785609121995
419 => 0.036245517585309
420 => 0.035218803179265
421 => 0.03658683916505
422 => 0.036481795346027
423 => 0.036006747359723
424 => 0.035719436855366
425 => 0.036248815269064
426 => 0.035653841011537
427 => 0.035546967286086
428 => 0.034899428789612
429 => 0.034668287007496
430 => 0.034497158834036
501 => 0.034308763529764
502 => 0.034724316625803
503 => 0.033782618639615
504 => 0.032647023184064
505 => 0.032552610709248
506 => 0.032813291853044
507 => 0.032697959852343
508 => 0.032552058544
509 => 0.032273493212516
510 => 0.032190848829271
511 => 0.032459402981462
512 => 0.032156221001318
513 => 0.032603582528197
514 => 0.032481924946528
515 => 0.031802355584825
516 => 0.030955360551339
517 => 0.030947820518909
518 => 0.030765336828295
519 => 0.030532916411691
520 => 0.030468262368851
521 => 0.031411364561634
522 => 0.03336355787602
523 => 0.032980295616379
524 => 0.033257241877266
525 => 0.03461954337704
526 => 0.035052578057983
527 => 0.034745220298438
528 => 0.034324490040173
529 => 0.034343000036294
530 => 0.035780762692499
531 => 0.03587043418577
601 => 0.036097005120148
602 => 0.036388212799763
603 => 0.034794814225494
604 => 0.034267951106738
605 => 0.034018294131818
606 => 0.033249447278474
607 => 0.034078582693858
608 => 0.033595480994433
609 => 0.033660667918789
610 => 0.033618214848785
611 => 0.033641397095671
612 => 0.032410599602526
613 => 0.032859037520216
614 => 0.032113422506091
615 => 0.031115127701391
616 => 0.031111781067159
617 => 0.031356112306326
618 => 0.031210774524587
619 => 0.030819674290903
620 => 0.030875228233157
621 => 0.03038851724241
622 => 0.030934323759621
623 => 0.030949975537545
624 => 0.030739810298137
625 => 0.031580700544685
626 => 0.031925213964797
627 => 0.031786878702043
628 => 0.031915507993989
629 => 0.032996221893593
630 => 0.033172425414081
701 => 0.033250683378531
702 => 0.033145828073362
703 => 0.031935261460179
704 => 0.031988955237201
705 => 0.031594985927799
706 => 0.031262123376817
707 => 0.031275436133222
708 => 0.03144657075353
709 => 0.032193925677324
710 => 0.033766690055471
711 => 0.033826375313946
712 => 0.033898715588359
713 => 0.033604471337011
714 => 0.033515724455267
715 => 0.033632804499802
716 => 0.034223452108211
717 => 0.035742758116302
718 => 0.035205733902006
719 => 0.034769124856504
720 => 0.035152148698363
721 => 0.035093185180149
722 => 0.034595473747635
723 => 0.034581504645403
724 => 0.033626237278438
725 => 0.033273096683256
726 => 0.032977985969807
727 => 0.032655732774781
728 => 0.032464690278745
729 => 0.032758218379918
730 => 0.032825351729579
731 => 0.03218354740637
801 => 0.032096071848665
802 => 0.032620183113306
803 => 0.032389541286575
804 => 0.03262676212501
805 => 0.03268179939437
806 => 0.032672937126387
807 => 0.032432120570234
808 => 0.032585609861873
809 => 0.032222561929788
810 => 0.031827801831681
811 => 0.031575969483512
812 => 0.031356212359022
813 => 0.031478146384048
814 => 0.031043473849102
815 => 0.030904413356943
816 => 0.032533611143484
817 => 0.03373711706523
818 => 0.033719617612487
819 => 0.033613094194409
820 => 0.033454822002631
821 => 0.034211873511566
822 => 0.033948131903576
823 => 0.034140025959738
824 => 0.034188871050799
825 => 0.034336710430241
826 => 0.034389550301168
827 => 0.034229831511578
828 => 0.033693795745706
829 => 0.032358045581904
830 => 0.031736250274865
831 => 0.031531047466723
901 => 0.031538506199063
902 => 0.031332761063868
903 => 0.031393362227033
904 => 0.031311686452436
905 => 0.031157012294841
906 => 0.031468595690677
907 => 0.031504502774447
908 => 0.031431775486715
909 => 0.031448905395742
910 => 0.030846754515549
911 => 0.030892534739167
912 => 0.030637624636592
913 => 0.030589832065346
914 => 0.029945441523598
915 => 0.028803810272988
916 => 0.029436384806653
917 => 0.028672323723426
918 => 0.028382962213793
919 => 0.029752754595447
920 => 0.029615265432456
921 => 0.029379943750517
922 => 0.029031853937593
923 => 0.02890274403998
924 => 0.028118313173308
925 => 0.028071964812929
926 => 0.028460749931867
927 => 0.028281338976756
928 => 0.028029378047539
929 => 0.027116801102784
930 => 0.026090762473036
1001 => 0.026121732129819
1002 => 0.026448095927814
1003 => 0.027397042686641
1004 => 0.027026272771022
1005 => 0.026757274943145
1006 => 0.026706899736029
1007 => 0.027337450920728
1008 => 0.028229812951634
1009 => 0.02864848925106
1010 => 0.028233593753717
1011 => 0.02775698414593
1012 => 0.027785993164359
1013 => 0.027978977167703
1014 => 0.027999257057808
1015 => 0.027689033199398
1016 => 0.027776359398393
1017 => 0.027643702916844
1018 => 0.026829590334438
1019 => 0.026814865619401
1020 => 0.02661506926234
1021 => 0.026609019508052
1022 => 0.026269116063154
1023 => 0.026221561221571
1024 => 0.025546662301061
1025 => 0.025990882814323
1026 => 0.025692923016651
1027 => 0.025243827319948
1028 => 0.025166403052562
1029 => 0.025164075585592
1030 => 0.025625196450145
1031 => 0.025985494348543
1101 => 0.025698106154899
1102 => 0.025632673433992
1103 => 0.026331323707318
1104 => 0.026242414091699
1105 => 0.026165418937978
1106 => 0.028149911719279
1107 => 0.026579030830976
1108 => 0.02589403710093
1109 => 0.025046227283217
1110 => 0.025322278434892
1111 => 0.025380446468585
1112 => 0.02334161668619
1113 => 0.022514463697393
1114 => 0.02223061596224
1115 => 0.022067257577642
1116 => 0.022141702044829
1117 => 0.021397167339542
1118 => 0.021897506974962
1119 => 0.021252802854136
1120 => 0.021144716110231
1121 => 0.022297526941783
1122 => 0.02245793383437
1123 => 0.021773588196078
1124 => 0.022213048881357
1125 => 0.022053694327914
1126 => 0.021263854455874
1127 => 0.021233688382431
1128 => 0.020837374498856
1129 => 0.02021722001255
1130 => 0.019933792771341
1201 => 0.019786181403292
1202 => 0.019847088730637
1203 => 0.019816292122137
1204 => 0.01961532342004
1205 => 0.019827811412895
1206 => 0.019284992397251
1207 => 0.019068837491432
1208 => 0.018971205335229
1209 => 0.018489422215348
1210 => 0.019256153409004
1211 => 0.01940720911318
1212 => 0.019558562443756
1213 => 0.020875989853113
1214 => 0.020810174902752
1215 => 0.021405110000828
1216 => 0.021381991916933
1217 => 0.021212306789652
1218 => 0.020496433149502
1219 => 0.020781767623245
1220 => 0.019903552463887
1221 => 0.020561570974104
1222 => 0.020261278805551
1223 => 0.02046004188985
1224 => 0.020102647942536
1225 => 0.020300444509414
1226 => 0.019443030024437
1227 => 0.018642388442512
1228 => 0.018964589987264
1229 => 0.019314859914624
1230 => 0.020074334364259
1231 => 0.019621997647585
]
'min_raw' => 0.018489422215348
'max_raw' => 0.055191375605168
'avg_raw' => 0.036840398910258
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.018489'
'max' => '$0.055191'
'avg' => '$0.03684'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.035025577784652
'max_diff' => 0.0016763756051682
'year' => 2026
]
1 => [
'items' => [
101 => 0.019784675035646
102 => 0.019239733017507
103 => 0.018115361979094
104 => 0.018121725797065
105 => 0.01794876580856
106 => 0.01779930312592
107 => 0.019673953960837
108 => 0.019440811495671
109 => 0.01906932949036
110 => 0.019566572916576
111 => 0.019698051970782
112 => 0.019701794994618
113 => 0.020064570962675
114 => 0.020258184561858
115 => 0.020292309797883
116 => 0.020863145621914
117 => 0.021054482260623
118 => 0.021842570796489
119 => 0.02024175780067
120 => 0.020208790110465
121 => 0.019573570151302
122 => 0.01917070361077
123 => 0.019601154768
124 => 0.019982475730862
125 => 0.019585418856546
126 => 0.019637266102004
127 => 0.019104249688973
128 => 0.019294777975879
129 => 0.019458886603493
130 => 0.019368275465184
131 => 0.019232626205506
201 => 0.019951211760434
202 => 0.019910666347266
203 => 0.020579829736226
204 => 0.021101490450253
205 => 0.022036399707797
206 => 0.021060773159628
207 => 0.021025217450449
208 => 0.021372780210994
209 => 0.021054429050575
210 => 0.021255615994852
211 => 0.022003985380736
212 => 0.022019797246595
213 => 0.021754928121023
214 => 0.021738810810661
215 => 0.021789681823578
216 => 0.022087634935159
217 => 0.021983520962798
218 => 0.022104004287457
219 => 0.022254670529849
220 => 0.022877889989547
221 => 0.023028146091381
222 => 0.022663101662782
223 => 0.022696061087455
224 => 0.022559524450466
225 => 0.022427631769933
226 => 0.022724107254392
227 => 0.02326592202948
228 => 0.023262551427885
301 => 0.023388241924331
302 => 0.023466546062341
303 => 0.023130407379871
304 => 0.022911593457744
305 => 0.022995500638979
306 => 0.023129670049034
307 => 0.022951991307588
308 => 0.021855275806584
309 => 0.022187949231132
310 => 0.022132576106388
311 => 0.02205371804315
312 => 0.02238822374402
313 => 0.022355959853139
314 => 0.021389531060006
315 => 0.021451398695772
316 => 0.021393293435849
317 => 0.021581043417878
318 => 0.021044289935403
319 => 0.021209391691522
320 => 0.021312941965228
321 => 0.021373933871951
322 => 0.021594278461576
323 => 0.021568423567192
324 => 0.021592671285039
325 => 0.021919384142639
326 => 0.023571785662067
327 => 0.023661722230951
328 => 0.023218841673011
329 => 0.023395763720475
330 => 0.023056112077943
331 => 0.023284122501043
401 => 0.023440121441692
402 => 0.022735192225773
403 => 0.022693450892559
404 => 0.022352397386877
405 => 0.022535660222572
406 => 0.022244075873917
407 => 0.022315620473889
408 => 0.02211557553522
409 => 0.022475616596275
410 => 0.022878198447259
411 => 0.022979906521257
412 => 0.022712356366648
413 => 0.022518632422297
414 => 0.02217851699265
415 => 0.022744136532119
416 => 0.022909540922403
417 => 0.022743267733271
418 => 0.022704738602209
419 => 0.022631725968466
420 => 0.02272022857761
421 => 0.022908640094571
422 => 0.022819788702587
423 => 0.022878476612352
424 => 0.022654818819036
425 => 0.023130518655761
426 => 0.023886044479881
427 => 0.023888473618947
428 => 0.023799621748021
429 => 0.023763265476778
430 => 0.023854432888331
501 => 0.023903887469215
502 => 0.024198706160932
503 => 0.024515058363239
504 => 0.025991336056128
505 => 0.025576803187385
506 => 0.026886644580669
507 => 0.027922559061139
508 => 0.028233184518781
509 => 0.027947423713807
510 => 0.026969851436487
511 => 0.026921887076806
512 => 0.028382792779493
513 => 0.027970020004764
514 => 0.027920921996642
515 => 0.027398602142618
516 => 0.027707357866919
517 => 0.027639828460841
518 => 0.027533229989696
519 => 0.028122314403551
520 => 0.029225027838359
521 => 0.029053159608363
522 => 0.028924867947409
523 => 0.028362731234249
524 => 0.028701263093352
525 => 0.028580718382476
526 => 0.029098654959962
527 => 0.028791840805159
528 => 0.027966892845022
529 => 0.028098268526738
530 => 0.028078411356738
531 => 0.028487070508247
601 => 0.028364401174508
602 => 0.028054458200553
603 => 0.029221258883719
604 => 0.029145493337441
605 => 0.029252911559649
606 => 0.029300200383083
607 => 0.030010411397592
608 => 0.030301362126019
609 => 0.030367413035181
610 => 0.03064379372425
611 => 0.03036053643186
612 => 0.031493767560446
613 => 0.032247300135085
614 => 0.033122566996961
615 => 0.034401567131715
616 => 0.034882483013795
617 => 0.034795609864208
618 => 0.035765333169352
619 => 0.037507904392957
620 => 0.035147833330517
621 => 0.037632993889966
622 => 0.036846220749403
623 => 0.034980795786572
624 => 0.034860684410881
625 => 0.036123971853739
626 => 0.038925821815089
627 => 0.03822399017809
628 => 0.038926969760223
629 => 0.038106906736706
630 => 0.038066183695555
701 => 0.038887141129586
702 => 0.04080535292226
703 => 0.039894082402654
704 => 0.038587552660101
705 => 0.039552273890148
706 => 0.038716543079946
707 => 0.036833407658237
708 => 0.038223453500664
709 => 0.03729396943206
710 => 0.037565242297369
711 => 0.039518879559256
712 => 0.039283812755222
713 => 0.039588010966241
714 => 0.039051109086046
715 => 0.038549558068289
716 => 0.037613375847976
717 => 0.037336218445768
718 => 0.037412814780659
719 => 0.037336180488428
720 => 0.036812395140122
721 => 0.036699283744025
722 => 0.036510759795007
723 => 0.036569191249875
724 => 0.036214711071094
725 => 0.036883688407796
726 => 0.037007856496496
727 => 0.037494682414068
728 => 0.037545226295813
729 => 0.038901029546717
730 => 0.038154275899467
731 => 0.03865526271765
801 => 0.038610449741161
802 => 0.035021225201979
803 => 0.035515788675482
804 => 0.036285174237686
805 => 0.035938567084791
806 => 0.03544854566418
807 => 0.03505282709375
808 => 0.034453272995249
809 => 0.035297133875473
810 => 0.036406721198369
811 => 0.03757336726142
812 => 0.038975016064497
813 => 0.038662184368641
814 => 0.037547164412013
815 => 0.037597183392745
816 => 0.037906381049885
817 => 0.037505941990319
818 => 0.037387844694154
819 => 0.037890156294899
820 => 0.037893615438828
821 => 0.03743286190612
822 => 0.036920818671522
823 => 0.036918673191673
824 => 0.036827560043827
825 => 0.038123115563299
826 => 0.038835540103572
827 => 0.038917218428984
828 => 0.038830042501492
829 => 0.038863593056095
830 => 0.038449048913314
831 => 0.039396573894465
901 => 0.040266116517677
902 => 0.040033060519588
903 => 0.039683676447589
904 => 0.039405375205626
905 => 0.039967501591522
906 => 0.039942470988427
907 => 0.040258521821436
908 => 0.040244183930052
909 => 0.040137907922185
910 => 0.040033064315039
911 => 0.040448757366388
912 => 0.040329044443426
913 => 0.040209145573228
914 => 0.039968670033448
915 => 0.04000135465318
916 => 0.039652030907268
917 => 0.039490417758442
918 => 0.037060143764261
919 => 0.036410695141522
920 => 0.036615024898981
921 => 0.036682295560557
922 => 0.03639965468765
923 => 0.036804889094915
924 => 0.036741733741793
925 => 0.036987434276148
926 => 0.03683393124936
927 => 0.036840231067123
928 => 0.037291650738611
929 => 0.037422699789721
930 => 0.037356047184631
1001 => 0.037402728384518
1002 => 0.038478476933018
1003 => 0.038325539889923
1004 => 0.038244295133928
1005 => 0.038266800486575
1006 => 0.038541677305026
1007 => 0.038618627806474
1008 => 0.038292583124622
1009 => 0.038446347681425
1010 => 0.039101057648667
1011 => 0.039330169083826
1012 => 0.040061382805128
1013 => 0.039750750220031
1014 => 0.040320929773839
1015 => 0.04207346733371
1016 => 0.04347351560291
1017 => 0.042185973355112
1018 => 0.044756983706426
1019 => 0.046758884054455
1020 => 0.046682047784758
1021 => 0.04633297015429
1022 => 0.044053859831334
1023 => 0.041956588532529
1024 => 0.043711045028822
1025 => 0.043715517499239
1026 => 0.043564808130257
1027 => 0.042628765183068
1028 => 0.043532235864685
1029 => 0.043603950086469
1030 => 0.043563809192621
1031 => 0.04284614725968
1101 => 0.041750410134174
1102 => 0.041964514545674
1103 => 0.042315221939322
1104 => 0.04165125967792
1105 => 0.04143908350451
1106 => 0.041833559379048
1107 => 0.043104642839122
1108 => 0.04286435187388
1109 => 0.042858076905686
1110 => 0.043886143554218
1111 => 0.043150269704538
1112 => 0.04196721508796
1113 => 0.041668478194701
1114 => 0.040608163476916
1115 => 0.041340526629202
1116 => 0.041366883075252
1117 => 0.040965775261315
1118 => 0.04199976277643
1119 => 0.041990234399448
1120 => 0.042971851656319
1121 => 0.04484833517285
1122 => 0.044293366660866
1123 => 0.043647998661831
1124 => 0.043718168057439
1125 => 0.044487753134441
1126 => 0.044022444428967
1127 => 0.044189772683703
1128 => 0.044487499863087
1129 => 0.044667126062559
1130 => 0.043692322611626
1201 => 0.043465049296974
1202 => 0.043000127857291
1203 => 0.042878838531847
1204 => 0.043257507343565
1205 => 0.043157741490244
1206 => 0.041364667918018
1207 => 0.041177281753154
1208 => 0.041183028619304
1209 => 0.040711837198025
1210 => 0.039993157181676
1211 => 0.041881805354487
1212 => 0.041730120474596
1213 => 0.041562672106674
1214 => 0.041583183576297
1215 => 0.042402981735889
1216 => 0.041927457402526
1217 => 0.043191716779676
1218 => 0.04293182305885
1219 => 0.042665264044753
1220 => 0.042628417469419
1221 => 0.042525814990738
1222 => 0.04217395291464
1223 => 0.04174905831412
1224 => 0.041468506095116
1225 => 0.038252504855806
1226 => 0.038849375979203
1227 => 0.039536021800157
1228 => 0.03977304918599
1229 => 0.039367597440727
1230 => 0.042189962620801
1231 => 0.042705635936188
]
'min_raw' => 0.01779930312592
'max_raw' => 0.046758884054455
'avg_raw' => 0.032279093590187
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.017799'
'max' => '$0.046758'
'avg' => '$0.032279'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00069011908942803
'max_diff' => -0.0084324915507135
'year' => 2027
]
2 => [
'items' => [
101 => 0.041143627827342
102 => 0.040851439886548
103 => 0.042209118413555
104 => 0.04139027229232
105 => 0.041758998650573
106 => 0.040962013946564
107 => 0.042581425335188
108 => 0.042569088133663
109 => 0.041939100527423
110 => 0.042471561738248
111 => 0.04237903349964
112 => 0.041667779043787
113 => 0.04260397337008
114 => 0.042604437710786
115 => 0.041998088336892
116 => 0.04129000501513
117 => 0.04116341644138
118 => 0.041068048955842
119 => 0.041735544095264
120 => 0.042334018150067
121 => 0.043447629991756
122 => 0.043727618467521
123 => 0.04482043212832
124 => 0.044169714801446
125 => 0.044458169364249
126 => 0.044771327596561
127 => 0.044921467169145
128 => 0.044676822792554
129 => 0.046374412227824
130 => 0.046517740788957
131 => 0.046565797615718
201 => 0.045993380009524
202 => 0.046501820819833
203 => 0.046263938202479
204 => 0.046882842687139
205 => 0.046979894812903
206 => 0.046897695115111
207 => 0.046928500991692
208 => 0.045479907883986
209 => 0.045404790689414
210 => 0.044380562411353
211 => 0.044797943005376
212 => 0.044017669990423
213 => 0.044265102601167
214 => 0.044374168538359
215 => 0.044317198682207
216 => 0.04482154107793
217 => 0.044392747011221
218 => 0.043261088968907
219 => 0.042129122607115
220 => 0.042114911691523
221 => 0.041816884929329
222 => 0.041601466166587
223 => 0.041642963462682
224 => 0.041789205346699
225 => 0.041592966322434
226 => 0.041634843867832
227 => 0.042330290150064
228 => 0.042469756942269
229 => 0.041995794289162
301 => 0.040092765844449
302 => 0.039625757890731
303 => 0.039961433946694
304 => 0.03980100241225
305 => 0.032122515287561
306 => 0.033926461940897
307 => 0.032854618095725
308 => 0.033348573052745
309 => 0.032254498039442
310 => 0.032776647981174
311 => 0.032680225952799
312 => 0.035580918788702
313 => 0.035535628459842
314 => 0.035557306543556
315 => 0.034522555125919
316 => 0.036170942230778
317 => 0.036982996992714
318 => 0.036832707268418
319 => 0.036870531954158
320 => 0.036220578533957
321 => 0.035563599513391
322 => 0.034834908671238
323 => 0.036188726187049
324 => 0.036038204789726
325 => 0.036383446719295
326 => 0.037261494151173
327 => 0.037390789970894
328 => 0.03756456486379
329 => 0.037502278934826
330 => 0.03898618245853
331 => 0.038806471950699
401 => 0.039239522568331
402 => 0.038348704592233
403 => 0.03734065949506
404 => 0.037532255912555
405 => 0.037513803636829
406 => 0.037278884988302
407 => 0.037066810936335
408 => 0.036713767391302
409 => 0.037830849408399
410 => 0.037785497918536
411 => 0.038519685824075
412 => 0.03838991098025
413 => 0.037523242811897
414 => 0.037554196035078
415 => 0.037762371336585
416 => 0.038482868432005
417 => 0.038696761025109
418 => 0.038597677453837
419 => 0.038832200917607
420 => 0.03901755870108
421 => 0.038855479001393
422 => 0.041150185753119
423 => 0.040197263523406
424 => 0.040661711187778
425 => 0.040772479219046
426 => 0.040488749236153
427 => 0.040550280109834
428 => 0.0406434826173
429 => 0.041209389991714
430 => 0.042694494688795
501 => 0.043352237449683
502 => 0.04533108899827
503 => 0.043297621069613
504 => 0.043176963498053
505 => 0.043533414417545
506 => 0.044695209759275
507 => 0.04563673576186
508 => 0.045949094254855
509 => 0.045990377586181
510 => 0.046576382884241
511 => 0.046912270192737
512 => 0.046505226427587
513 => 0.046160299455881
514 => 0.044924813857143
515 => 0.045067824679312
516 => 0.046053027427052
517 => 0.047444684336386
518 => 0.048638870741819
519 => 0.048220708284234
520 => 0.051410992658913
521 => 0.05172729632352
522 => 0.051683593384393
523 => 0.052404180204663
524 => 0.050973962111381
525 => 0.050362516167333
526 => 0.046234876582251
527 => 0.047394574941428
528 => 0.049080264613189
529 => 0.04885715726412
530 => 0.047632964365873
531 => 0.048637942081729
601 => 0.048305665020308
602 => 0.048043584315778
603 => 0.049244226830077
604 => 0.047924071065929
605 => 0.049067095049575
606 => 0.04760115496748
607 => 0.048222618415117
608 => 0.047869845705434
609 => 0.048098132882796
610 => 0.046763570708608
611 => 0.047483668063134
612 => 0.046733612291199
613 => 0.046733256667103
614 => 0.046716699144366
615 => 0.047599136433791
616 => 0.047627912682119
617 => 0.046975790191945
618 => 0.046881809153043
619 => 0.04722930631132
620 => 0.046822478148627
621 => 0.047012830485405
622 => 0.046828243726993
623 => 0.046786689359683
624 => 0.04645557709106
625 => 0.046312924821616
626 => 0.046368862452162
627 => 0.046177918481286
628 => 0.046062867832088
629 => 0.046693812674458
630 => 0.046356724297422
701 => 0.046642149046149
702 => 0.046316871521499
703 => 0.045189317904392
704 => 0.044540849895531
705 => 0.042411005637091
706 => 0.043015026826721
707 => 0.043415493500351
708 => 0.043283139267105
709 => 0.043567487374406
710 => 0.043584944038814
711 => 0.043492499570545
712 => 0.043385460719159
713 => 0.043333360125924
714 => 0.043721675262682
715 => 0.043947105269657
716 => 0.043455685688602
717 => 0.043340552956452
718 => 0.043837405284917
719 => 0.044140484918258
720 => 0.046378254645114
721 => 0.046212473435848
722 => 0.046628551738187
723 => 0.046581707706586
724 => 0.04701782405391
725 => 0.047730689965264
726 => 0.046281234247037
727 => 0.046532809641314
728 => 0.046471129164361
729 => 0.047144540438237
730 => 0.047146642754729
731 => 0.046742899056652
801 => 0.046961775065373
802 => 0.046839604481854
803 => 0.047060383238617
804 => 0.046210259326726
805 => 0.047245618486204
806 => 0.047832600412558
807 => 0.047840750657174
808 => 0.048118975431689
809 => 0.048401667916289
810 => 0.048944271523151
811 => 0.048386534996192
812 => 0.047383221278749
813 => 0.047455657288465
814 => 0.046867414823027
815 => 0.046877303285145
816 => 0.046824517899383
817 => 0.046982930815554
818 => 0.046245022053494
819 => 0.046418207765039
820 => 0.046175746754703
821 => 0.046532282578429
822 => 0.046148708969582
823 => 0.046471099420168
824 => 0.046610232451228
825 => 0.047123636331159
826 => 0.046072878799081
827 => 0.043930313061142
828 => 0.044380706355355
829 => 0.043714539295584
830 => 0.043776195593242
831 => 0.04390075112704
901 => 0.043497025889967
902 => 0.043574043942356
903 => 0.043571292315557
904 => 0.043547580282352
905 => 0.043442555755581
906 => 0.043290249413294
907 => 0.043896991003547
908 => 0.044000088222867
909 => 0.044229260570371
910 => 0.044911122027457
911 => 0.044842987988493
912 => 0.044954117432896
913 => 0.04471152247973
914 => 0.043787448877341
915 => 0.043837630519803
916 => 0.043211864634196
917 => 0.044213258329763
918 => 0.043976115084902
919 => 0.043823227292231
920 => 0.043781510441506
921 => 0.044465062101257
922 => 0.044669591471214
923 => 0.044542142493312
924 => 0.044280740921355
925 => 0.04478270921595
926 => 0.044917014755241
927 => 0.044947080812491
928 => 0.045836472387639
929 => 0.044996787921634
930 => 0.045198908318347
1001 => 0.046775793955693
1002 => 0.045345776277964
1003 => 0.046103288535056
1004 => 0.046066212251975
1005 => 0.046453729889887
1006 => 0.046034424494874
1007 => 0.046039622287778
1008 => 0.046383711697525
1009 => 0.045900500178388
1010 => 0.04578085021083
1011 => 0.045615554637599
1012 => 0.045976471474532
1013 => 0.046192824795408
1014 => 0.047936473667669
1015 => 0.049062950359199
1016 => 0.049014047035148
1017 => 0.049460931873781
1018 => 0.049259606160981
1019 => 0.048609472327311
1020 => 0.049719171506011
1021 => 0.049368016254084
1022 => 0.0493969650664
1023 => 0.049395887590159
1024 => 0.049629375134166
1025 => 0.049463927810418
1026 => 0.049137814152492
1027 => 0.049354303617711
1028 => 0.049997199933009
1029 => 0.051992769822163
1030 => 0.053109517169918
1031 => 0.051925540229598
1101 => 0.052742231668948
1102 => 0.052252507822252
1103 => 0.052163510431285
1104 => 0.05267645300822
1105 => 0.053190293423233
1106 => 0.05315756401019
1107 => 0.052784542254887
1108 => 0.052573831730394
1109 => 0.054169402415064
1110 => 0.055344991715691
1111 => 0.055264824406639
1112 => 0.055618656836989
1113 => 0.056657519796123
1114 => 0.056752500405652
1115 => 0.056740535031956
1116 => 0.056505115681037
1117 => 0.057528011177707
1118 => 0.058381328597163
1119 => 0.056450622903219
1120 => 0.057185810356679
1121 => 0.057515859690798
1122 => 0.058000470034509
1123 => 0.058818088914474
1124 => 0.059706239880814
1125 => 0.059831834165534
1126 => 0.059742719010285
1127 => 0.059156959573205
1128 => 0.060128784958418
1129 => 0.060698057476966
1130 => 0.061037046234192
1201 => 0.061896665320165
1202 => 0.057517897963123
1203 => 0.054418388788951
1204 => 0.053934355673949
1205 => 0.054918656046968
1206 => 0.055178208205684
1207 => 0.055073583055956
1208 => 0.05158480368538
1209 => 0.053915987972582
1210 => 0.05642414625407
1211 => 0.056520494828458
1212 => 0.057776131307287
1213 => 0.058185018015072
1214 => 0.059195969960565
1215 => 0.059132734641122
1216 => 0.059378885352091
1217 => 0.059322299566375
1218 => 0.061194875164353
1219 => 0.06326060412909
1220 => 0.063189074503657
1221 => 0.06289210152438
1222 => 0.063333157040024
1223 => 0.065465210708602
1224 => 0.065268925372263
1225 => 0.065459599856971
1226 => 0.067973411289503
1227 => 0.071241723737302
1228 => 0.069723264472095
1229 => 0.073017884152712
1230 => 0.075091672601375
1231 => 0.07867807528961
]
'min_raw' => 0.032122515287561
'max_raw' => 0.07867807528961
'avg_raw' => 0.055400295288586
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.032122'
'max' => '$0.078678'
'avg' => '$0.05540029'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.014323212161641
'max_diff' => 0.031919191235156
'year' => 2028
]
3 => [
'items' => [
101 => 0.078229040009638
102 => 0.079625200257929
103 => 0.077425173141996
104 => 0.072373466184974
105 => 0.071574014221868
106 => 0.073174537297354
107 => 0.07710926710168
108 => 0.073050618653302
109 => 0.073871677948414
110 => 0.073635212816186
111 => 0.073622612594201
112 => 0.074103511818536
113 => 0.073405942411622
114 => 0.070563919157514
115 => 0.071866401666723
116 => 0.07136345061957
117 => 0.071921512303871
118 => 0.074933141051897
119 => 0.073601628194132
120 => 0.072198987561798
121 => 0.073958210185619
122 => 0.076198305120223
123 => 0.076058124005053
124 => 0.075786114050463
125 => 0.07731941992251
126 => 0.079851992006663
127 => 0.080536536064311
128 => 0.08104185249278
129 => 0.081111527090874
130 => 0.081829218753772
131 => 0.077970009800784
201 => 0.084094673520691
202 => 0.085152233754698
203 => 0.084953456262085
204 => 0.086128889953247
205 => 0.085783047543432
206 => 0.085281976152623
207 => 0.08714528857503
208 => 0.085009151244299
209 => 0.08197717323554
210 => 0.080313770134209
211 => 0.082504273520942
212 => 0.083841937501187
213 => 0.084726048300721
214 => 0.084993579694465
215 => 0.078269589206046
216 => 0.074645731262397
217 => 0.07696858265666
218 => 0.079802621672301
219 => 0.077954266570958
220 => 0.078026718591532
221 => 0.075391449956193
222 => 0.080035784472009
223 => 0.079359143998056
224 => 0.082869555973879
225 => 0.082031767983033
226 => 0.084894372675909
227 => 0.084140552923944
228 => 0.087269616568854
301 => 0.088517884772825
302 => 0.090613921364724
303 => 0.092155774414129
304 => 0.093061180015689
305 => 0.093006822859462
306 => 0.096594490924122
307 => 0.094478968409967
308 => 0.091821373541815
309 => 0.091773306035255
310 => 0.093149712075881
311 => 0.096034281538478
312 => 0.09678220843135
313 => 0.097200197530403
314 => 0.096560032674899
315 => 0.094263784606648
316 => 0.09327227633302
317 => 0.094117070108912
318 => 0.093083959914953
319 => 0.094867397949249
320 => 0.097316439292147
321 => 0.096810721939397
322 => 0.098501259228255
323 => 0.10025078747251
324 => 0.10275269143803
325 => 0.10340678177986
326 => 0.10448796824206
327 => 0.10560086426292
328 => 0.10595829647143
329 => 0.10664074546218
330 => 0.10663714861913
331 => 0.10869375458687
401 => 0.11096225465707
402 => 0.11181856091767
403 => 0.11378758994693
404 => 0.11041569673734
405 => 0.11297331647033
406 => 0.11528035349086
407 => 0.11252980884701
408 => 0.11632079384385
409 => 0.11646798920072
410 => 0.11869046433109
411 => 0.11643756001175
412 => 0.11509979261844
413 => 0.11896187695742
414 => 0.12083061791453
415 => 0.12026773792993
416 => 0.11598419345431
417 => 0.11349098683963
418 => 0.10696578422538
419 => 0.11469516858973
420 => 0.11845992624438
421 => 0.11597444364148
422 => 0.11722797649449
423 => 0.12406684528114
424 => 0.12667064373113
425 => 0.12612907185546
426 => 0.12622058858741
427 => 0.12762555096875
428 => 0.13385592789448
429 => 0.13012254162158
430 => 0.1329765755399
501 => 0.13449034483919
502 => 0.13589641812766
503 => 0.13244354652522
504 => 0.1279514113032
505 => 0.12652856351138
506 => 0.11572731138013
507 => 0.11516505929924
508 => 0.11484945016825
509 => 0.11285957924118
510 => 0.11129608576402
511 => 0.11005273770219
512 => 0.1067898210928
513 => 0.10789095966455
514 => 0.10269055161279
515 => 0.10601758839316
516 => 0.097717611574313
517 => 0.10463007890419
518 => 0.10086793720786
519 => 0.10339411417447
520 => 0.10338530058101
521 => 0.09873380786035
522 => 0.096050923933248
523 => 0.097760561991002
524 => 0.099593429700152
525 => 0.099890806319455
526 => 0.10226716714711
527 => 0.1029303583744
528 => 0.10092085799427
529 => 0.097545613003203
530 => 0.098329605433485
531 => 0.096035036351672
601 => 0.092013892295118
602 => 0.094901948158974
603 => 0.095888057409748
604 => 0.096323579432294
605 => 0.092369246084189
606 => 0.09112670869346
607 => 0.090465192212535
608 => 0.097035158224355
609 => 0.097395075793342
610 => 0.095553686623187
611 => 0.10387694027997
612 => 0.10199313163559
613 => 0.10409780743569
614 => 0.098258466337857
615 => 0.09848153703151
616 => 0.095717099376205
617 => 0.097264999743385
618 => 0.096170993655019
619 => 0.097139944690366
620 => 0.097720729945818
621 => 0.10048471398411
622 => 0.10466163916206
623 => 0.10007186693953
624 => 0.098072037455426
625 => 0.099312720419897
626 => 0.10261682264957
627 => 0.10762270666141
628 => 0.1046591225736
629 => 0.10597431086685
630 => 0.10626162100027
701 => 0.10407638381176
702 => 0.10770327947354
703 => 0.10964696232353
704 => 0.11164077873913
705 => 0.11337195366733
706 => 0.11084440461778
707 => 0.11354924441072
708 => 0.11136962100611
709 => 0.10941427348684
710 => 0.1094172389419
711 => 0.10819062087999
712 => 0.10581389382123
713 => 0.10537558888606
714 => 0.10765570651063
715 => 0.10948414491759
716 => 0.10963474386242
717 => 0.11064706131307
718 => 0.11124614035267
719 => 0.11711792934918
720 => 0.11947961145756
721 => 0.12236743163534
722 => 0.12349240034321
723 => 0.1268781528303
724 => 0.1241438827196
725 => 0.12355230618179
726 => 0.11533957811931
727 => 0.11668441187945
728 => 0.1188376204866
729 => 0.11537508373616
730 => 0.11757126633822
731 => 0.11800483930537
801 => 0.11525742806234
802 => 0.11672493911588
803 => 0.11282766484439
804 => 0.10474658909116
805 => 0.10771227602095
806 => 0.1098960198407
807 => 0.10677954815624
808 => 0.11236570302653
809 => 0.10910238667295
810 => 0.10806807205568
811 => 0.1040328419739
812 => 0.10593731524225
813 => 0.10851314260712
814 => 0.1069215807677
815 => 0.11022431055871
816 => 0.11490185674863
817 => 0.11823535471626
818 => 0.11849125929801
819 => 0.11634804343184
820 => 0.11978256053519
821 => 0.11980757724274
822 => 0.11593342791974
823 => 0.11356053303076
824 => 0.11302140631937
825 => 0.11436825054644
826 => 0.11600356807927
827 => 0.11858200803985
828 => 0.12014010530636
829 => 0.12420279662649
830 => 0.12530204441123
831 => 0.12650978445555
901 => 0.128123697608
902 => 0.13006161414636
903 => 0.12582156308608
904 => 0.12599002821915
905 => 0.12204175137933
906 => 0.1178224513358
907 => 0.12102437412566
908 => 0.12521046223947
909 => 0.12425016900094
910 => 0.1241421163946
911 => 0.12432383090718
912 => 0.12359980116558
913 => 0.12032504147811
914 => 0.11868047766414
915 => 0.12080238455713
916 => 0.12193008363555
917 => 0.12367904656047
918 => 0.12346344996385
919 => 0.12796859063355
920 => 0.12971915206942
921 => 0.12927128354338
922 => 0.12935370213073
923 => 0.13252300999265
924 => 0.13604793215298
925 => 0.13934948691058
926 => 0.14270797021508
927 => 0.13865918750767
928 => 0.13660346534304
929 => 0.13872444587786
930 => 0.13759902375113
1001 => 0.14406603311326
1002 => 0.14451379481022
1003 => 0.15098033653396
1004 => 0.15711785465126
1005 => 0.15326298948685
1006 => 0.15689795370995
1007 => 0.16082946388022
1008 => 0.16841398486321
1009 => 0.1658597850228
1010 => 0.16390330797447
1011 => 0.16205444661742
1012 => 0.16590163360296
1013 => 0.17085097819955
1014 => 0.17191701962142
1015 => 0.17364441398402
1016 => 0.17182827002748
1017 => 0.17401561538144
1018 => 0.18173790564916
1019 => 0.17965127465228
1020 => 0.17668792319404
1021 => 0.18278392970376
1022 => 0.184990050762
1023 => 0.20047376370333
1024 => 0.22002259089202
1025 => 0.21192924807138
1026 => 0.20690544901207
1027 => 0.20808616095712
1028 => 0.21522473087687
1029 => 0.21751741296821
1030 => 0.21128511270904
1031 => 0.21348646652157
1101 => 0.22561614246095
1102 => 0.23212332443583
1103 => 0.22328569728281
1104 => 0.19890303447298
1105 => 0.17642110581795
1106 => 0.18238432567171
1107 => 0.18170828160055
1108 => 0.19474010518952
1109 => 0.1796015091931
1110 => 0.17985640432458
1111 => 0.19315771222444
1112 => 0.1896091513189
1113 => 0.18386093711728
1114 => 0.17646307414298
1115 => 0.16278744021548
1116 => 0.15067454987263
1117 => 0.17443071726701
1118 => 0.17340630813117
1119 => 0.17192281189356
1120 => 0.17522417223931
1121 => 0.1912546409708
1122 => 0.19088508678097
1123 => 0.18853417157351
1124 => 0.19031732003836
1125 => 0.18354834257
1126 => 0.18529286219035
1127 => 0.17641754456559
1128 => 0.18042955879799
1129 => 0.18384860403126
1130 => 0.18453502798167
1201 => 0.18608157619162
1202 => 0.1728664910661
1203 => 0.17879967631294
1204 => 0.18228486678119
1205 => 0.16653864945335
1206 => 0.18197361469256
1207 => 0.17263644583498
1208 => 0.16946727048514
1209 => 0.17373414758659
1210 => 0.17207134143048
1211 => 0.17064175834071
1212 => 0.16984402641327
1213 => 0.17297715003853
1214 => 0.17283098607652
1215 => 0.1677045877125
1216 => 0.16101741002536
1217 => 0.16326184635629
1218 => 0.16244642159556
1219 => 0.15949121707079
1220 => 0.16148266810773
1221 => 0.15271332559136
1222 => 0.13762612758269
1223 => 0.14759319272059
1224 => 0.14720947155486
1225 => 0.14701598194273
1226 => 0.15450595592441
1227 => 0.15378596774917
1228 => 0.15247918216097
1229 => 0.15946721692867
1230 => 0.15691649023613
1231 => 0.16477722887575
]
'min_raw' => 0.070563919157514
'max_raw' => 0.23212332443583
'avg_raw' => 0.15134362179667
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.070563'
'max' => '$0.232123'
'avg' => '$0.151343'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.038441403869952
'max_diff' => 0.15344524914622
'year' => 2029
]
4 => [
'items' => [
101 => 0.1699548197445
102 => 0.16864161522267
103 => 0.1735111644602
104 => 0.16331355363623
105 => 0.16670079089482
106 => 0.16739889579931
107 => 0.15938098566436
108 => 0.15390376671889
109 => 0.15353849866009
110 => 0.1440417558159
111 => 0.14911483918824
112 => 0.15357894261744
113 => 0.15144098350327
114 => 0.15076416951744
115 => 0.15422186538802
116 => 0.15449055797033
117 => 0.14836433861897
118 => 0.14963817361425
119 => 0.15495027730203
120 => 0.14950432223078
121 => 0.13892372111904
122 => 0.13629958575508
123 => 0.13594947772512
124 => 0.12883261449524
125 => 0.13647494302789
126 => 0.13313886182172
127 => 0.14367750237963
128 => 0.13765788741281
129 => 0.13739839384285
130 => 0.13700613125241
131 => 0.13088035307654
201 => 0.13222150918354
202 => 0.13667971634706
203 => 0.13827045488831
204 => 0.13810452782592
205 => 0.1366578686998
206 => 0.13732014183964
207 => 0.13518672930494
208 => 0.1344333769358
209 => 0.13205558963288
210 => 0.12856089917811
211 => 0.12904685732003
212 => 0.12212296109362
213 => 0.11835045495048
214 => 0.11730627497089
215 => 0.1159099538629
216 => 0.11746399315551
217 => 0.12210334656555
218 => 0.11650730205931
219 => 0.10691327627025
220 => 0.10748989356759
221 => 0.10878538143552
222 => 0.10637124836415
223 => 0.10408647401492
224 => 0.10607289994197
225 => 0.10200778473934
226 => 0.10927663118644
227 => 0.10908002926075
228 => 0.11178940571378
301 => 0.11348363441187
302 => 0.10957898577584
303 => 0.10859697720317
304 => 0.10915637391597
305 => 0.09991079232508
306 => 0.11103384444926
307 => 0.11113003706593
308 => 0.11030637748181
309 => 0.11622905935223
310 => 0.12872776542962
311 => 0.12402524944402
312 => 0.1222042931201
313 => 0.11874265381721
314 => 0.1233550826565
315 => 0.12300092008674
316 => 0.12139926263413
317 => 0.12043057520931
318 => 0.12221541149111
319 => 0.12020941424208
320 => 0.11984908201504
321 => 0.11766586076449
322 => 0.11688655010828
323 => 0.11630957952367
324 => 0.11567439160197
325 => 0.11707545787826
326 => 0.11390045737057
327 => 0.11007171800744
328 => 0.10975339975693
329 => 0.11063230443342
330 => 0.11024345454083
331 => 0.10975153809325
401 => 0.10881233562934
402 => 0.10853369432118
403 => 0.10943914339514
404 => 0.1084169441816
405 => 0.10992525480326
406 => 0.1095150777728
407 => 0.1072238622238
408 => 0.1043681593331
409 => 0.10434273758733
410 => 0.10372748108382
411 => 0.10294385942217
412 => 0.10272587380273
413 => 0.10590560869099
414 => 0.11248756474823
415 => 0.11119536928133
416 => 0.11212911293568
417 => 0.11672220755502
418 => 0.11818221421534
419 => 0.11714593607
420 => 0.11572741462981
421 => 0.11578982237406
422 => 0.12063733955083
423 => 0.12093967325106
424 => 0.121703572975
425 => 0.12268539999829
426 => 0.11731314545761
427 => 0.11553678966831
428 => 0.11469505374688
429 => 0.11210283290165
430 => 0.11489832084301
501 => 0.11326950973431
502 => 0.11348929200098
503 => 0.11334615851149
504 => 0.1134243190754
505 => 0.10927459939572
506 => 0.11078653914415
507 => 0.10827264606685
508 => 0.10490682543408
509 => 0.10489554202311
510 => 0.10571932185463
511 => 0.10522930537634
512 => 0.10391068363273
513 => 0.10409798762769
514 => 0.10245700754131
515 => 0.10429723232108
516 => 0.10435000338312
517 => 0.10364141660519
518 => 0.10647653678051
519 => 0.10763808782957
520 => 0.10717168083294
521 => 0.10760536347134
522 => 0.11124906583689
523 => 0.11184314830836
524 => 0.1121070004993
525 => 0.11175347351716
526 => 0.10767196366175
527 => 0.10785299597976
528 => 0.10652470094705
529 => 0.10540243161669
530 => 0.10544731650438
531 => 0.10602430882498
601 => 0.10854406812921
602 => 0.11384675303704
603 => 0.11404798605308
604 => 0.1142918863389
605 => 0.113299821302
606 => 0.11300060499409
607 => 0.11339534853851
608 => 0.11538675818796
609 => 0.12050920446879
610 => 0.11869858983646
611 => 0.11722653195648
612 => 0.11851792358118
613 => 0.11831912396282
614 => 0.11664105511899
615 => 0.11659395731553
616 => 0.11337320669317
617 => 0.11218256852102
618 => 0.11118758214666
619 => 0.11010108300063
620 => 0.10945696988708
621 => 0.11044662037366
622 => 0.11067296514915
623 => 0.1085090770641
624 => 0.10821414711395
625 => 0.10998122483497
626 => 0.10920359981324
627 => 0.11000340643226
628 => 0.11018896842848
629 => 0.11015908867324
630 => 0.10934715884089
701 => 0.10986465870393
702 => 0.10864061725371
703 => 0.10730965602167
704 => 0.10646058567745
705 => 0.10571965918928
706 => 0.10613076826782
707 => 0.10466523946838
708 => 0.10419638731017
709 => 0.10968934139445
710 => 0.11374704563572
711 => 0.11368804500902
712 => 0.11332889386774
713 => 0.11279526812295
714 => 0.11534772014098
715 => 0.11445849689579
716 => 0.11510548110375
717 => 0.11527016573852
718 => 0.11576861652812
719 => 0.11594676984212
720 => 0.1154082667918
721 => 0.11360098478234
722 => 0.10909740984599
723 => 0.10700098355594
724 => 0.10630912796149
725 => 0.10633427559833
726 => 0.10564059151035
727 => 0.105844912563
728 => 0.10556953698653
729 => 0.10504804226519
730 => 0.10609856743831
731 => 0.10621963067819
801 => 0.10597442554994
802 => 0.1060321802342
803 => 0.1040019865008
804 => 0.104156337721
805 => 0.10329689051291
806 => 0.10313575452219
807 => 0.10096314682077
808 => 0.097114057353194
809 => 0.099246826558387
810 => 0.096670741271246
811 => 0.095695138738944
812 => 0.10031348938954
813 => 0.099849935077327
814 => 0.099056531597035
815 => 0.09788292248991
816 => 0.097447619455941
817 => 0.094802856021743
818 => 0.094646589288786
819 => 0.095957405461395
820 => 0.095352508900166
821 => 0.09450300503596
822 => 0.091426188152629
823 => 0.087966827276704
824 => 0.088071243636781
825 => 0.089171601967716
826 => 0.092371042218446
827 => 0.091120965561607
828 => 0.090214020604094
829 => 0.090044177076217
830 => 0.092170124419107
831 => 0.095178785309035
901 => 0.096590381683595
902 => 0.095191532547225
903 => 0.093584609978749
904 => 0.09368241590973
905 => 0.094333074950717
906 => 0.094401450016101
907 => 0.093355508618332
908 => 0.093649934995167
909 => 0.093202674405843
910 => 0.090457836994735
911 => 0.090408191589942
912 => 0.089734564222774
913 => 0.089714167053812
914 => 0.088568158858038
915 => 0.088407824389468
916 => 0.086132355559032
917 => 0.08763007603398
918 => 0.086625483773239
919 => 0.085111326276945
920 => 0.084850284953864
921 => 0.084842437736475
922 => 0.086397138925748
923 => 0.087611908445392
924 => 0.086642959085718
925 => 0.086422348098814
926 => 0.088777896273537
927 => 0.088478131297005
928 => 0.088218536760605
929 => 0.094909392725623
930 => 0.08961305813531
1001 => 0.087303553949724
1002 => 0.084445103957111
1003 => 0.085375829688262
1004 => 0.085571947275021
1005 => 0.078697890317126
1006 => 0.075909086265417
1007 => 0.074952073808734
1008 => 0.074401299609743
1009 => 0.074652294328411
1010 => 0.072142043587783
1011 => 0.0738289736012
1012 => 0.071655308646029
1013 => 0.071290886642578
1014 => 0.075177668847839
1015 => 0.075718491885449
1016 => 0.073411172786458
1017 => 0.074892845169041
1018 => 0.07435557016633
1019 => 0.071692569892889
1020 => 0.071590862870148
1021 => 0.070254662941921
1022 => 0.068163768793537
1023 => 0.067208174061545
1024 => 0.06671049202827
1025 => 0.066915845334828
1026 => 0.066812012419117
1027 => 0.066134432408813
1028 => 0.066850850512161
1029 => 0.065020698302504
1030 => 0.06429191694608
1031 => 0.063962743314983
1101 => 0.062338377889281
1102 => 0.064923465640156
1103 => 0.065432760493156
1104 => 0.065943058814345
1105 => 0.070384857304837
1106 => 0.070162957604644
1107 => 0.072168822824849
1108 => 0.072090878590942
1109 => 0.071518773337277
1110 => 0.069105155378811
1111 => 0.070067180478452
1112 => 0.067106216753652
1113 => 0.069324772102235
1114 => 0.068312316090228
1115 => 0.068982459706136
1116 => 0.06777748106032
1117 => 0.068444365995263
1118 => 0.065553533196395
1119 => 0.062854114203927
1120 => 0.063940439207449
1121 => 0.065121398722611
1122 => 0.067682019854369
1123 => 0.066156935032959
1124 => 0.06670541320458
1125 => 0.064868103143788
1126 => 0.0610772076867
1127 => 0.061098663743298
1128 => 0.060515517066371
1129 => 0.060011593196698
1130 => 0.066332109370562
1201 => 0.065546053271767
1202 => 0.064293575754817
1203 => 0.065970066682733
1204 => 0.066413357493562
1205 => 0.066425977359753
1206 => 0.067649101864267
1207 => 0.068301883631583
1208 => 0.06841693924739
1209 => 0.070341552082596
1210 => 0.0709866569187
1211 => 0.073643752439958
1212 => 0.068246499659358
1213 => 0.068135346790103
1214 => 0.065993658348142
1215 => 0.064635365679496
1216 => 0.066086661809235
1217 => 0.067372312058505
1218 => 0.066033607085123
1219 => 0.066208413693042
1220 => 0.064411311642493
1221 => 0.065053691064054
1222 => 0.065606994759755
1223 => 0.065301492980676
1224 => 0.064844142030943
1225 => 0.067266903399427
1226 => 0.067130201708138
1227 => 0.069386332793513
1228 => 0.071145148312045
1229 => 0.074297260147134
1230 => 0.071007867123912
1231 => 0.070887988567993
]
'min_raw' => 0.060011593196698
'max_raw' => 0.1735111644602
'avg_raw' => 0.11676137882845
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.060011'
'max' => '$0.173511'
'avg' => '$0.116761'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.010552325960815
'max_diff' => -0.058612159975631
'year' => 2030
]
5 => [
'items' => [
101 => 0.072059820681229
102 => 0.070986477517309
103 => 0.07166479334636
104 => 0.074187972980352
105 => 0.074241283790044
106 => 0.073348259040607
107 => 0.073293918403445
108 => 0.073465433575195
109 => 0.074470003293312
110 => 0.074118975766493
111 => 0.074525193707458
112 => 0.075033175462865
113 => 0.077134403383029
114 => 0.077641002320907
115 => 0.076410229543298
116 => 0.076521354544738
117 => 0.076061011740444
118 => 0.075616326359574
119 => 0.076615914154685
120 => 0.078442680497196
121 => 0.078431316278589
122 => 0.078855090562788
123 => 0.079119098431108
124 => 0.077985783394706
125 => 0.077248036979157
126 => 0.077530935898902
127 => 0.077983297432313
128 => 0.077384241150394
129 => 0.073686588268528
130 => 0.074808219945906
131 => 0.074621525589803
201 => 0.074355650123904
202 => 0.075483459448828
203 => 0.07537467948813
204 => 0.072116297338181
205 => 0.072324888391625
206 => 0.072128982451016
207 => 0.07276199462371
208 => 0.070952292782614
209 => 0.071508944880407
210 => 0.071858071857854
211 => 0.07206371032969
212 => 0.072806617497581
213 => 0.072719445916031
214 => 0.072801198789677
215 => 0.073902733999439
216 => 0.079473921089178
217 => 0.079777148510341
218 => 0.078283945788315
219 => 0.078880450823643
220 => 0.077735291597124
221 => 0.078504044657786
222 => 0.079030005977681
223 => 0.076653287909624
224 => 0.076512554090406
225 => 0.075362668384404
226 => 0.075980551829954
227 => 0.074997454840692
228 => 0.075238672454584
301 => 0.074564206977169
302 => 0.07577811055178
303 => 0.077135443369741
304 => 0.077478359242255
305 => 0.076576295216236
306 => 0.075923141412481
307 => 0.074776418495328
308 => 0.076683444262941
309 => 0.077241116712949
310 => 0.07668051504697
311 => 0.076550611391574
312 => 0.07630444419933
313 => 0.076602836925116
314 => 0.07723807950902
315 => 0.076938510837539
316 => 0.077136381222773
317 => 0.076382303357318
318 => 0.07798615856914
319 => 0.08053346663429
320 => 0.080541656646246
321 => 0.080242086359979
322 => 0.08011950865317
323 => 0.080426885946325
324 => 0.080593625518585
325 => 0.081587627321293
326 => 0.082654230858378
327 => 0.087631604170369
328 => 0.086233977661643
329 => 0.090650199369305
330 => 0.094142857365448
331 => 0.095190152783067
401 => 0.094226690277914
402 => 0.09093073709301
403 => 0.090769021905584
404 => 0.095694567479372
405 => 0.094302875250498
406 => 0.094137337888201
407 => 0.092376300033152
408 => 0.093417291514268
409 => 0.093189611406924
410 => 0.09283020721899
411 => 0.094816346448863
412 => 0.098534221783313
413 => 0.097954756046425
414 => 0.09752221175448
415 => 0.095626928578927
416 => 0.096768312377432
417 => 0.096361887468551
418 => 0.098108146800725
419 => 0.097073701456726
420 => 0.094292331813097
421 => 0.094735274096359
422 => 0.09466832426132
423 => 0.096046147122304
424 => 0.095632558899102
425 => 0.094587564522886
426 => 0.098521514489604
427 => 0.098266065660545
428 => 0.098628233696419
429 => 0.098787671266229
430 => 0.101182197287
501 => 0.10216315798142
502 => 0.10238585323319
503 => 0.10331769002266
504 => 0.10236266828498
505 => 0.10618343615468
506 => 0.10872402384004
507 => 0.11167504717403
508 => 0.11598728542529
509 => 0.1176087268982
510 => 0.11731582800908
511 => 0.12058531783629
512 => 0.12646051837911
513 => 0.1185033740172
514 => 0.12688226635175
515 => 0.12422960577759
516 => 0.1179401952756
517 => 0.11753523138655
518 => 0.12179449320006
519 => 0.13124112596366
520 => 0.1288748515992
521 => 0.13124499634083
522 => 0.12848009660207
523 => 0.12834279602564
524 => 0.13111071133189
525 => 0.13757809631616
526 => 0.13450568413643
527 => 0.13010062789042
528 => 0.13335325287221
529 => 0.13053552809676
530 => 0.12418640554615
531 => 0.12887304215379
601 => 0.12573922172199
602 => 0.12665383712704
603 => 0.13324066155409
604 => 0.13244811741245
605 => 0.13347374291934
606 => 0.13166354074497
607 => 0.12997252647143
608 => 0.12681612275349
609 => 0.12588166722143
610 => 0.12613991711231
611 => 0.12588153924561
612 => 0.12411556037427
613 => 0.12373419740515
614 => 0.12309857574871
615 => 0.12329558147835
616 => 0.12210042680658
617 => 0.12435593060378
618 => 0.12477457198397
619 => 0.12641593955416
620 => 0.12658635178032
621 => 0.13115753709991
622 => 0.12863980504153
623 => 0.13032891707682
624 => 0.13017782699784
625 => 0.11807650587233
626 => 0.11974396115257
627 => 0.12233799829232
628 => 0.121169388077
629 => 0.11951724664521
630 => 0.11818305385681
701 => 0.11616161535419
702 => 0.11900675122835
703 => 0.1227478023564
704 => 0.12668123101061
705 => 0.13140698781018
706 => 0.13035225390639
707 => 0.12659288627441
708 => 0.12676152876016
709 => 0.1278040102487
710 => 0.12645390200161
711 => 0.1260557287223
712 => 0.12774930735449
713 => 0.12776097009975
714 => 0.12620750739544
715 => 0.12448111788028
716 => 0.12447388424517
717 => 0.12416668990589
718 => 0.12853474579259
719 => 0.13093673487002
720 => 0.13121211904674
721 => 0.13091819932078
722 => 0.13103131735804
723 => 0.12963365283811
724 => 0.13282829946614
725 => 0.13576002312983
726 => 0.13497425856082
727 => 0.13379628576886
728 => 0.13285797370121
729 => 0.13475322205767
730 => 0.13466882963175
731 => 0.13573441708121
801 => 0.13568607587937
802 => 0.13532775889889
803 => 0.13497427135745
804 => 0.13637580950283
805 => 0.13597218902498
806 => 0.13556794161303
807 => 0.1347571615412
808 => 0.13486736001859
809 => 0.13368959062024
810 => 0.13314470060551
811 => 0.12495086215781
812 => 0.1227612007832
813 => 0.12345011282632
814 => 0.12367692055851
815 => 0.12272397712215
816 => 0.12409025321881
817 => 0.12387732053639
818 => 0.12470571704223
819 => 0.12418817087017
820 => 0.1242094111456
821 => 0.12573140408514
822 => 0.12617324511051
823 => 0.12594852119891
824 => 0.12610591012351
825 => 0.12973287146114
826 => 0.12921723354262
827 => 0.12894331117546
828 => 0.12901918954318
829 => 0.12994595592787
830 => 0.13020539991602
831 => 0.12910611750744
901 => 0.1296245454462
902 => 0.13183194581115
903 => 0.13260441101084
904 => 0.13506974912392
905 => 0.13402242967559
906 => 0.13594482984992
907 => 0.14185363259129
908 => 0.14657399307914
909 => 0.14223295449736
910 => 0.15090129539903
911 => 0.15765084219063
912 => 0.15739178334281
913 => 0.15621484373986
914 => 0.14853066416361
915 => 0.14145956755289
916 => 0.14737484012238
917 => 0.14738991936865
918 => 0.14688179220893
919 => 0.14372585806005
920 => 0.14677197254144
921 => 0.14701376204711
922 => 0.14687842422095
923 => 0.14445877690848
924 => 0.14076442268792
925 => 0.14148629065958
926 => 0.14266872512288
927 => 0.14043013000219
928 => 0.13971476321987
929 => 0.1410447661723
930 => 0.14533031280216
1001 => 0.14452015503627
1002 => 0.14449899854289
1003 => 0.14796519702574
1004 => 0.14548414696447
1005 => 0.14149539572645
1006 => 0.14048818343368
1007 => 0.13691325833386
1008 => 0.13938247183375
1009 => 0.13947133443176
1010 => 0.13811897143262
1011 => 0.14160513253053
1012 => 0.14157300694229
1013 => 0.14488259805815
1014 => 0.15120929324603
1015 => 0.14933817816121
1016 => 0.14716227489431
1017 => 0.14739885591068
1018 => 0.1499935657285
1019 => 0.14842474494118
1020 => 0.14898890383451
1021 => 0.14999271180645
1022 => 0.15059833407907
1023 => 0.14731171618565
1024 => 0.14654544833758
1025 => 0.14497793324391
1026 => 0.14456899781503
1027 => 0.14584570615155
1028 => 0.14550933861164
1029 => 0.13946386587449
1030 => 0.13883208033676
1031 => 0.13885145629722
1101 => 0.13726280152285
1102 => 0.13483972167109
1103 => 0.14120743084693
1104 => 0.14069601468407
1105 => 0.14013145082075
1106 => 0.14020060667265
1107 => 0.14296461340419
1108 => 0.14136134991421
1109 => 0.14562388867204
1110 => 0.14474763884708
1111 => 0.14384891652049
1112 => 0.14372468571921
1113 => 0.14337875429886
1114 => 0.14219242674307
1115 => 0.14075986493222
1116 => 0.13981396353832
1117 => 0.12897099082595
1118 => 0.1309833834907
1119 => 0.13329845781612
1120 => 0.13409761219618
1121 => 0.13273060332929
1122 => 0.14224640458515
1123 => 0.14398503317114
1124 => 0.13871861377625
1125 => 0.13773348173395
1126 => 0.14231098967784
1127 => 0.13955019281009
1128 => 0.14079337947059
1129 => 0.13810628989733
1130 => 0.14356624845777
1201 => 0.14352465272147
1202 => 0.1414006055227
1203 => 0.14319583567025
1204 => 0.14288387025367
1205 => 0.14048582619756
1206 => 0.14364227073166
1207 => 0.14364383628877
1208 => 0.14159948704072
1209 => 0.1392121346846
1210 => 0.13878533247007
1211 => 0.13846379433423
1212 => 0.14071430079982
1213 => 0.14273209785971
1214 => 0.14648671793386
1215 => 0.14743071862807
1216 => 0.15111521618327
1217 => 0.14892127728408
1218 => 0.14989382198183
1219 => 0.15094965682608
1220 => 0.15145586287745
1221 => 0.15063102728125
1222 => 0.15635456858418
1223 => 0.15683781083492
1224 => 0.15699983778156
1225 => 0.15506989185736
1226 => 0.15678413554752
1227 => 0.15598209769468
1228 => 0.15806877737524
1229 => 0.15839599539321
1230 => 0.15811885337311
1231 => 0.1582227175368
]
'min_raw' => 0.070952292782614
'max_raw' => 0.15839599539321
'avg_raw' => 0.11467414408791
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.070952'
'max' => '$0.158395'
'avg' => '$0.114674'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.010940699585916
'max_diff' => -0.015115169066986
'year' => 2031
]
6 => [
'items' => [
101 => 0.15333868473663
102 => 0.15308542187061
103 => 0.1496321647218
104 => 0.15103939253513
105 => 0.14840864758829
106 => 0.14924288391061
107 => 0.14961060733259
108 => 0.14941852948507
109 => 0.1511189550843
110 => 0.14967324595095
111 => 0.14585778185145
112 => 0.1420412782313
113 => 0.1419933651372
114 => 0.1409885471009
115 => 0.14026224770226
116 => 0.1404021587333
117 => 0.14089522345554
118 => 0.14023358988426
119 => 0.14037478295237
120 => 0.14271952864742
121 => 0.1431897506746
122 => 0.14159175249863
123 => 0.13517555923208
124 => 0.13360100931067
125 => 0.1347327645695
126 => 0.13419185845015
127 => 0.10830330301441
128 => 0.11438543510367
129 => 0.11077163874592
130 => 0.11243704237035
131 => 0.10874829207712
201 => 0.11050875706101
202 => 0.11018366346038
203 => 0.11996355187653
204 => 0.11981085237071
205 => 0.11988394154346
206 => 0.11639520489486
207 => 0.12195285710561
208 => 0.12469075643133
209 => 0.12418404413297
210 => 0.12431157270178
211 => 0.12212020936727
212 => 0.11990515873063
213 => 0.11744832668074
214 => 0.12201281695581
215 => 0.12150532355567
216 => 0.12266933082523
217 => 0.12562972904512
218 => 0.12606565892846
219 => 0.12665155311243
220 => 0.12644155175427
221 => 0.13144463608727
222 => 0.13083872956313
223 => 0.13229878995511
224 => 0.12929533495377
225 => 0.12589664052919
226 => 0.12654262122761
227 => 0.1264804080917
228 => 0.1256883634667
229 => 0.12497334099395
301 => 0.12378303003316
302 => 0.12754935004597
303 => 0.12739644433156
304 => 0.12987181011445
305 => 0.1294342651679
306 => 0.12651223292946
307 => 0.1266165938825
308 => 0.12731847144587
309 => 0.12974767770658
310 => 0.13046883151773
311 => 0.1301347643394
312 => 0.1309254765714
313 => 0.13155042327965
314 => 0.13100396025611
315 => 0.13874072428086
316 => 0.13552788045248
317 => 0.13709379817961
318 => 0.13746726033061
319 => 0.13651064488389
320 => 0.13671810052045
321 => 0.13703233928157
322 => 0.13894033550479
323 => 0.1439474696777
324 => 0.14616509531817
325 => 0.15283693147323
326 => 0.14598095237957
327 => 0.14557414695301
328 => 0.14677594611469
329 => 0.15069302022329
330 => 0.15386744087625
331 => 0.15492057934356
401 => 0.15505976897743
402 => 0.15703552675342
403 => 0.15816799426492
404 => 0.15679561779183
405 => 0.15563267242469
406 => 0.1514671464697
407 => 0.15194931744134
408 => 0.15527099729
409 => 0.15996306572221
410 => 0.16398934856355
411 => 0.16257948464264
412 => 0.17333575115041
413 => 0.17440219103925
414 => 0.17425484352874
415 => 0.17668435230304
416 => 0.17186227214691
417 => 0.16980073945675
418 => 0.15588411441306
419 => 0.15979411839858
420 => 0.16547753881801
421 => 0.16472531681377
422 => 0.16059786498691
423 => 0.16398621752122
424 => 0.1628659222098
425 => 0.16198229881659
426 => 0.16603034887973
427 => 0.16157935155057
428 => 0.16543313671482
429 => 0.16049061737937
430 => 0.16258592478227
501 => 0.16139652696177
502 => 0.16216621311875
503 => 0.15766664357232
504 => 0.16009450207869
505 => 0.15756563667639
506 => 0.15756443766492
507 => 0.15750861282101
508 => 0.16048381175211
509 => 0.16058083288244
510 => 0.15838215637708
511 => 0.15806529274287
512 => 0.15923690367348
513 => 0.15786525411913
514 => 0.15850704031255
515 => 0.15788469316913
516 => 0.15774458971851
517 => 0.15662822158733
518 => 0.15614725950123
519 => 0.15633585712806
520 => 0.15569207619897
521 => 0.15530417490262
522 => 0.15743144948983
523 => 0.15629493249189
524 => 0.15725726195995
525 => 0.15616056607544
526 => 0.15235894033208
527 => 0.15017258516561
528 => 0.14299166654731
529 => 0.14502816615956
530 => 0.14637836750939
531 => 0.14593212597133
601 => 0.14689082546764
602 => 0.14694968183048
603 => 0.14663799885144
604 => 0.14627710989078
605 => 0.14610144910314
606 => 0.14741068069802
607 => 0.14817073370555
608 => 0.14651387827821
609 => 0.14612570023345
610 => 0.14780087254799
611 => 0.14882272669215
612 => 0.15636752356234
613 => 0.15580858064082
614 => 0.15721141768682
615 => 0.15705347976373
616 => 0.1585238764774
617 => 0.16092735366824
618 => 0.15604041251647
619 => 0.15688861652271
620 => 0.15668065648827
621 => 0.15895110961422
622 => 0.15895819772105
623 => 0.1575969476545
624 => 0.15833490339934
625 => 0.15792299674732
626 => 0.15866736774003
627 => 0.15580111561733
628 => 0.15929190130998
629 => 0.16127095185645
630 => 0.16129843097521
701 => 0.16223648522752
702 => 0.16318960267631
703 => 0.16501902862022
704 => 0.16313858097965
705 => 0.15975583873217
706 => 0.16000006179625
707 => 0.15801676125424
708 => 0.15805010089467
709 => 0.15787213128121
710 => 0.15840623148812
711 => 0.15591832057769
712 => 0.1565022282956
713 => 0.15568475407117
714 => 0.1568868394934
715 => 0.15559359429092
716 => 0.15668055620365
717 => 0.15714965293182
718 => 0.15888062995773
719 => 0.15533792757678
720 => 0.14811411760215
721 => 0.14963265003905
722 => 0.14738662128673
723 => 0.14759449979899
724 => 0.14801444747738
725 => 0.14665325965339
726 => 0.14691293139425
727 => 0.14690365409239
728 => 0.14682370731691
729 => 0.14646960979233
730 => 0.14595609832562
731 => 0.1480017699585
801 => 0.14834936943145
802 => 0.14912204000137
803 => 0.15142098350998
804 => 0.15119126484065
805 => 0.15156594552126
806 => 0.15074801969922
807 => 0.14763244103201
808 => 0.14780163194314
809 => 0.14569181857024
810 => 0.14906808732991
811 => 0.14826854232305
812 => 0.14775307045578
813 => 0.14761241918098
814 => 0.14991706132588
815 => 0.15060664637648
816 => 0.15017694324928
817 => 0.14929560959895
818 => 0.15098803075049
819 => 0.15144085125312
820 => 0.15154222106428
821 => 0.15454086685523
822 => 0.1517098120532
823 => 0.15239127508231
824 => 0.15770785510326
825 => 0.15288645066215
826 => 0.15544045612476
827 => 0.15531545084777
828 => 0.1566219936196
829 => 0.15520827620535
830 => 0.15522580092702
831 => 0.15638592239554
901 => 0.15475674102202
902 => 0.1543533328027
903 => 0.15379602723699
904 => 0.15501288355111
905 => 0.15574233387776
906 => 0.16162116778826
907 => 0.16541916260184
908 => 0.16525428163049
909 => 0.16676098506444
910 => 0.16608220136762
911 => 0.16389022975651
912 => 0.16763165801422
913 => 0.16644771356547
914 => 0.16654531650733
915 => 0.16654168372096
916 => 0.16732890327716
917 => 0.16677108607398
918 => 0.16567157110776
919 => 0.16640148045455
920 => 0.16856905026717
921 => 0.17529725347469
922 => 0.17906244512645
923 => 0.17507058420954
924 => 0.17782411641688
925 => 0.17617297827632
926 => 0.17587291735907
927 => 0.17760233906972
928 => 0.17933478790412
929 => 0.17922443840296
930 => 0.17796676951141
1001 => 0.17725634426674
1002 => 0.18263592222929
1003 => 0.18659950363338
1004 => 0.18632921395381
1005 => 0.18752218469652
1006 => 0.19102478369434
1007 => 0.1913450174507
1008 => 0.19130467535789
1009 => 0.19051094257981
1010 => 0.19395970616312
1011 => 0.19683672541953
1012 => 0.19032721637483
1013 => 0.19280595220332
1014 => 0.19391873657661
1015 => 0.19555263418485
1016 => 0.19830929332298
1017 => 0.20130375631471
1018 => 0.20172720621436
1019 => 0.20142674824662
1020 => 0.19945181940808
1021 => 0.20272839654501
1022 => 0.20464773858663
1023 => 0.20579066284906
1024 => 0.20868892861411
1025 => 0.19392560875407
1026 => 0.18347539717252
1027 => 0.18184344573118
1028 => 0.18516208316047
1029 => 0.18603718138494
1030 => 0.18568443038794
1031 => 0.17392176716124
1101 => 0.18178151774363
1102 => 0.19023794850369
1103 => 0.19056279444908
1104 => 0.19479626050319
1105 => 0.19617485058605
1106 => 0.19958334565269
1107 => 0.19937014335823
1108 => 0.20020005766596
1109 => 0.20000927473873
1110 => 0.20632279410636
1111 => 0.21328754353556
1112 => 0.21304637640938
1113 => 0.21204511127575
1114 => 0.21353216074026
1115 => 0.2207205285391
1116 => 0.22005873882343
1117 => 0.22070161116109
1118 => 0.22917710191459
1119 => 0.24019644551863
1120 => 0.23507685409054
1121 => 0.24618489436674
1122 => 0.25317681690869
1123 => 0.26526862396672
1124 => 0.26375467016965
1125 => 0.26846192192356
1126 => 0.2610443769012
1127 => 0.24401219419669
1128 => 0.24131678608712
1129 => 0.24671306138108
1130 => 0.25997927763042
1201 => 0.24629526102093
1202 => 0.24906351975893
1203 => 0.24826626105615
1204 => 0.24822377852801
1205 => 0.24984516383817
1206 => 0.24749325988002
1207 => 0.23791118005507
1208 => 0.24230259077129
1209 => 0.24060685620089
1210 => 0.24248840013214
1211 => 0.25264231672131
1212 => 0.2481530281581
1213 => 0.24342392733694
1214 => 0.24935526923815
1215 => 0.25690790570861
1216 => 0.25643527529168
1217 => 0.25551817473865
1218 => 0.26068782253825
1219 => 0.26922656613851
1220 => 0.27153455422221
1221 => 0.27323826384086
1222 => 0.27347317661286
1223 => 0.27589292416195
1224 => 0.26288133173559
1225 => 0.28353106307762
1226 => 0.28709670124307
1227 => 0.28642650904853
1228 => 0.29038956580444
1229 => 0.2892235339738
1230 => 0.287534136796
1231 => 0.29381642472046
]
'min_raw' => 0.10830330301441
'max_raw' => 0.29381642472046
'avg_raw' => 0.20105986386744
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1083033'
'max' => '$0.293816'
'avg' => '$0.201059'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.037351010231796
'max_diff' => 0.13542042932725
'year' => 2032
]
7 => [
'items' => [
101 => 0.28661428856956
102 => 0.27639176302708
103 => 0.27078348333585
104 => 0.27816891844028
105 => 0.2826789459424
106 => 0.28565978722967
107 => 0.28656178800212
108 => 0.26389138461639
109 => 0.2516732945497
110 => 0.25950495020176
111 => 0.26906011060928
112 => 0.26282825233707
113 => 0.26307252938288
114 => 0.25418753719025
115 => 0.26984623526741
116 => 0.26756489466794
117 => 0.27940049373357
118 => 0.27657583302994
119 => 0.28622730461265
120 => 0.28368574868889
121 => 0.29423560523195
122 => 0.29844422863294
123 => 0.30551116234313
124 => 0.31070962754794
125 => 0.313762265747
126 => 0.31357899679968
127 => 0.32567507016267
128 => 0.31854243830513
129 => 0.30958217165981
130 => 0.30942010870547
131 => 0.31406075776905
201 => 0.3237862851064
202 => 0.32630797284431
203 => 0.32771725227483
204 => 0.32555889176961
205 => 0.31781693108859
206 => 0.31447399171915
207 => 0.31732227291619
208 => 0.31383906976781
209 => 0.31985205561611
210 => 0.32810916949029
211 => 0.32640410812744
212 => 0.33210387262637
213 => 0.33800252925005
214 => 0.34643787314715
215 => 0.34864318440174
216 => 0.35228848004509
217 => 0.35604068667934
218 => 0.35724579432545
219 => 0.35954671874483
220 => 0.35953459173737
221 => 0.36646858234524
222 => 0.37411698871354
223 => 0.37700408505655
224 => 0.3836428039019
225 => 0.3722742305277
226 => 0.38089742402479
227 => 0.38867576041169
228 => 0.37940210710806
301 => 0.39218367770302
302 => 0.39267995712557
303 => 0.40017318719586
304 => 0.39257736299043
305 => 0.38806698682398
306 => 0.40108827381494
307 => 0.40738886442317
308 => 0.40549107525607
309 => 0.39104880598898
310 => 0.38264278581747
311 => 0.36064260962843
312 => 0.38670276866123
313 => 0.39939591194085
314 => 0.39101593381433
315 => 0.39524230734713
316 => 0.41830003093588
317 => 0.42707891920143
318 => 0.42525297181126
319 => 0.42556152686255
320 => 0.43029845562255
321 => 0.4513046064187
322 => 0.43871723394288
323 => 0.44833980856079
324 => 0.45344358744136
325 => 0.45818426170232
326 => 0.44654266402289
327 => 0.43139711649099
328 => 0.42659988582081
329 => 0.39018271014096
330 => 0.38828703799505
331 => 0.3872229397748
401 => 0.38051395101583
402 => 0.37524252359796
403 => 0.37105048879972
404 => 0.36004933764158
405 => 0.36376190321527
406 => 0.34622836438788
407 => 0.35744570117918
408 => 0.32946174984857
409 => 0.35276761606431
410 => 0.34008329267079
411 => 0.34860047468575
412 => 0.34857075904007
413 => 0.3328879265755
414 => 0.3238423961023
415 => 0.32960656017714
416 => 0.33578620162527
417 => 0.33678882765942
418 => 0.34480089410208
419 => 0.34703688962743
420 => 0.34026171879696
421 => 0.32888184465752
422 => 0.33152512987281
423 => 0.32378883001178
424 => 0.3102312620778
425 => 0.31996854406041
426 => 0.32329328024734
427 => 0.32476167315353
428 => 0.31142936218766
429 => 0.30724006062363
430 => 0.30500971162258
501 => 0.32716081073181
502 => 0.32837429794429
503 => 0.32216592579543
504 => 0.35022835661029
505 => 0.34387696424243
506 => 0.35097302564624
507 => 0.33128527944513
508 => 0.33203737786308
509 => 0.32271688330134
510 => 0.32793573746024
511 => 0.32424721955226
512 => 0.32751410561793
513 => 0.32947226365581
514 => 0.33879122881611
515 => 0.35287402367718
516 => 0.33739928618126
517 => 0.33065672145197
518 => 0.3348397706884
519 => 0.34597978204079
520 => 0.36285746948636
521 => 0.35286553882347
522 => 0.35729978797768
523 => 0.35826847415186
524 => 0.35090079440242
525 => 0.36312912634787
526 => 0.36968238878023
527 => 0.37640468002925
528 => 0.38224145716644
529 => 0.37371964907804
530 => 0.38283920528583
531 => 0.37549045280073
601 => 0.36889786212152
602 => 0.36890786036028
603 => 0.36477223192483
604 => 0.35675893070843
605 => 0.35528115501803
606 => 0.36296873078199
607 => 0.36913343852856
608 => 0.36964119338553
609 => 0.37305429234815
610 => 0.37507412915651
611 => 0.39487127571346
612 => 0.40283385182926
613 => 0.41257033917979
614 => 0.41636324972119
615 => 0.4277785506171
616 => 0.41855976803824
617 => 0.41656522643844
618 => 0.38887544038143
619 => 0.39340964129706
620 => 0.40066933444829
621 => 0.38899515004759
622 => 0.39639973302299
623 => 0.39786155455285
624 => 0.38859846572883
625 => 0.39354628170418
626 => 0.38040634939886
627 => 0.35316043829414
628 => 0.36315945883559
629 => 0.37052210358802
630 => 0.36001470171875
701 => 0.3788488128768
702 => 0.36784631395324
703 => 0.36435905000756
704 => 0.35075399005609
705 => 0.3571750546464
706 => 0.36585963644559
707 => 0.36049357458469
708 => 0.37162895866429
709 => 0.38739963221946
710 => 0.39863875335472
711 => 0.39950155351877
712 => 0.39227555159143
713 => 0.40385526579572
714 => 0.40393961137183
715 => 0.39087764644487
716 => 0.38287726565644
717 => 0.38105956230836
718 => 0.38560054165359
719 => 0.39111412888973
720 => 0.39980751923776
721 => 0.40506075295468
722 => 0.41875840038855
723 => 0.42246459104182
724 => 0.42653657092298
725 => 0.43197799179629
726 => 0.43851181270637
727 => 0.42421618452574
728 => 0.42478417648374
729 => 0.41147228545838
730 => 0.3972466207795
731 => 0.40804212701663
801 => 0.42215581535567
802 => 0.41891811965646
803 => 0.41855381275017
804 => 0.41916647591623
805 => 0.41672535909228
806 => 0.40568427816956
807 => 0.40013951645099
808 => 0.40729367368752
809 => 0.41109578986383
810 => 0.41699254047391
811 => 0.41626564149592
812 => 0.43145503780271
813 => 0.43735717790402
814 => 0.43584715789929
815 => 0.43612503792082
816 => 0.4468105806513
817 => 0.45869510181706
818 => 0.46982652418949
819 => 0.48114988513244
820 => 0.46749913155742
821 => 0.46056812075345
822 => 0.46771915470874
823 => 0.46392471543397
824 => 0.48572868901057
825 => 0.4872383488336
826 => 0.50904074573473
827 => 0.52973381657504
828 => 0.51673686953512
829 => 0.52899240519841
830 => 0.54224776622675
831 => 0.56781950825523
901 => 0.55920784516477
902 => 0.55261144619944
903 => 0.54637788105077
904 => 0.55934894057455
905 => 0.57603600143415
906 => 0.57963023451663
907 => 0.58545426521296
908 => 0.57933100906436
909 => 0.5867057966408
910 => 0.61274203743151
911 => 0.60570681534161
912 => 0.59571566900556
913 => 0.61626878056267
914 => 0.62370687173699
915 => 0.67591129095698
916 => 0.7418215266792
917 => 0.71453425630026
918 => 0.69759616702134
919 => 0.70157701977873
920 => 0.72564520666221
921 => 0.73337514440311
922 => 0.71236250895401
923 => 0.71978452702657
924 => 0.76068057632313
925 => 0.78261999466838
926 => 0.75282331769853
927 => 0.67061546769206
928 => 0.59481607559349
929 => 0.61492148766915
930 => 0.61264215788334
1001 => 0.65657986096644
1002 => 0.60553902762146
1003 => 0.60639842435348
1004 => 0.6512447126055
1005 => 0.63928049175988
1006 => 0.61989998625161
1007 => 0.59495757473146
1008 => 0.54884922014263
1009 => 0.50800976465671
1010 => 0.58810534162949
1011 => 0.58465147470606
1012 => 0.57964976356655
1013 => 0.59078053046587
1014 => 0.64482837500566
1015 => 0.64358239725322
1016 => 0.63565612249561
1017 => 0.64166813204027
1018 => 0.61884605191079
1019 => 0.62472782160927
1020 => 0.59480406858252
1021 => 0.60833085467692
1022 => 0.61985840439102
1023 => 0.62217273066442
1024 => 0.6273870259308
1025 => 0.58283144378235
1026 => 0.60283559208384
1027 => 0.61458615507575
1028 => 0.56149668398916
1029 => 0.61353674692803
1030 => 0.58205583022437
1031 => 0.57137073426764
1101 => 0.58575680831902
1102 => 0.58015054127028
1103 => 0.57533060207283
1104 => 0.57264099318358
1105 => 0.58320453823386
1106 => 0.58271173623109
1107 => 0.56542772623309
1108 => 0.54288143977708
1109 => 0.55044871356834
1110 => 0.5476994520564
1111 => 0.53773577367535
1112 => 0.54445008988507
1113 => 0.51488363933516
1114 => 0.46401609789443
1115 => 0.49762075388511
1116 => 0.4963270111843
1117 => 0.49567464744799
1118 => 0.52092761766052
1119 => 0.51850012725973
1120 => 0.51409420841225
1121 => 0.53765485552056
1122 => 0.5290549023906
1123 => 0.55555793153333
1124 => 0.57301454063518
1125 => 0.5685869799048
1126 => 0.58500500514021
1127 => 0.55062304827275
1128 => 0.56204335517943
1129 => 0.56439706460504
1130 => 0.53736412079246
1201 => 0.51889729471058
1202 => 0.51766576794815
1203 => 0.48564683640755
1204 => 0.50275109118875
1205 => 0.51780212757406
1206 => 0.5105938491531
1207 => 0.50831192354622
1208 => 0.5199697865825
1209 => 0.52087570238326
1210 => 0.5002207261212
1211 => 0.50451554974411
1212 => 0.52242567820668
1213 => 0.50406426045951
1214 => 0.46839102509733
1215 => 0.45954356950644
1216 => 0.45836315583966
1217 => 0.43436815457662
1218 => 0.46013479879478
1219 => 0.44888696809042
1220 => 0.48441873051579
1221 => 0.46412317837908
1222 => 0.46324827769067
1223 => 0.46192573698012
1224 => 0.441272248172
1225 => 0.44579404962329
1226 => 0.46082520633718
1227 => 0.4661884923908
1228 => 0.4656290577153
1229 => 0.46075154546907
1230 => 0.46298444559849
1231 => 0.45579149628764
]
'min_raw' => 0.2516732945497
'max_raw' => 0.78261999466838
'avg_raw' => 0.51714664460904
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.251673'
'max' => '$0.782619'
'avg' => '$0.517146'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.14336999153529
'max_diff' => 0.48880356994792
'year' => 2033
]
8 => [
'items' => [
101 => 0.45325151617769
102 => 0.44523464027411
103 => 0.43345204741433
104 => 0.43509048921833
105 => 0.41174608967999
106 => 0.39902682183044
107 => 0.39550629612694
108 => 0.39079850202333
109 => 0.39603805399791
110 => 0.41167995792916
111 => 0.39281250317303
112 => 0.36046557539171
113 => 0.36240968086785
114 => 0.36677750866264
115 => 0.35863809046312
116 => 0.35093481422686
117 => 0.35763218792773
118 => 0.34392636820477
119 => 0.36843379149583
120 => 0.36777093437707
121 => 0.37690578625109
122 => 0.38261799659394
123 => 0.36945320110372
124 => 0.36614229063932
125 => 0.36802833571234
126 => 0.33685621187277
127 => 0.37435835869615
128 => 0.37468267881918
129 => 0.37190565302527
130 => 0.39187438845983
131 => 0.43401464863154
201 => 0.4181597876669
202 => 0.41202030628569
203 => 0.40034914769206
204 => 0.41590027355324
205 => 0.41470618972246
206 => 0.40930608979681
207 => 0.40604009251244
208 => 0.41205779264983
209 => 0.40529443287047
210 => 0.4040795476094
211 => 0.39671866473552
212 => 0.39409116444837
213 => 0.39214586783957
214 => 0.39000428741417
215 => 0.394728080184
216 => 0.38402334430088
217 => 0.37111448222403
218 => 0.37004125001816
219 => 0.3730045384981
220 => 0.37169350393661
221 => 0.37003497328907
222 => 0.36686838660898
223 => 0.36592892798441
224 => 0.36898171275372
225 => 0.36553529673758
226 => 0.37062067130539
227 => 0.36923773080955
228 => 0.36151273761853
301 => 0.35188453594373
302 => 0.35179882475298
303 => 0.34972444449556
304 => 0.34708240935258
305 => 0.34634745561737
306 => 0.35706815379514
307 => 0.37925967817962
308 => 0.37490295094477
309 => 0.37805113286732
310 => 0.39353707205605
311 => 0.39845958644571
312 => 0.39496570232808
313 => 0.39018305825447
314 => 0.39039347032137
315 => 0.40673721292572
316 => 0.40775655210431
317 => 0.41033209335732
318 => 0.41364239171532
319 => 0.39552946045258
320 => 0.38954035288777
321 => 0.38670238146052
322 => 0.37796252789778
323 => 0.38738771066679
324 => 0.38189606029385
325 => 0.38263707155065
326 => 0.38215448699755
327 => 0.38241801079577
328 => 0.36842694117156
329 => 0.37352455159365
330 => 0.36504878556912
331 => 0.35370068631167
401 => 0.3536626435038
402 => 0.35644007472022
403 => 0.3547879499518
404 => 0.35034212467999
405 => 0.35097363317615
406 => 0.34544095424534
407 => 0.35164540057073
408 => 0.35182332189077
409 => 0.34943427209702
410 => 0.35899307770988
411 => 0.36290932816872
412 => 0.36133680441606
413 => 0.3627989957102
414 => 0.37508399263083
415 => 0.37708698316088
416 => 0.3779765792442
417 => 0.37678463834145
418 => 0.36302354290202
419 => 0.36363390600146
420 => 0.35915546656009
421 => 0.35537165715845
422 => 0.35552298969105
423 => 0.35746835958428
424 => 0.36596390400247
425 => 0.38384227639083
426 => 0.38452074755405
427 => 0.38534307439627
428 => 0.3819982578606
429 => 0.38098942918786
430 => 0.38232033460798
501 => 0.38903451127689
502 => 0.40630519655051
503 => 0.40020058290453
504 => 0.39523743698637
505 => 0.39959145401113
506 => 0.39892118721808
507 => 0.3932634609521
508 => 0.39310466741946
509 => 0.38224568183054
510 => 0.37823136210545
511 => 0.37487669607655
512 => 0.37121348834876
513 => 0.36904181601589
514 => 0.3723784917266
515 => 0.37314162894002
516 => 0.36584592918345
517 => 0.36485155226516
518 => 0.370809378175
519 => 0.36818756112222
520 => 0.37088416497894
521 => 0.37150980020474
522 => 0.37140905852378
523 => 0.36867158040691
524 => 0.37041636732583
525 => 0.36628942611656
526 => 0.36180199739801
527 => 0.35893929745226
528 => 0.35644121206754
529 => 0.35782729502856
530 => 0.3528861623613
531 => 0.35130539457569
601 => 0.36982527277665
602 => 0.38350610592594
603 => 0.38330718119375
604 => 0.38209627804579
605 => 0.38029712159067
606 => 0.38890289177595
607 => 0.3859048135212
608 => 0.38808616594935
609 => 0.38864141169339
610 => 0.39032197333126
611 => 0.39092262966765
612 => 0.38910702903644
613 => 0.38301365156115
614 => 0.36782953423366
615 => 0.36076128662897
616 => 0.35842864718845
617 => 0.3585134342018
618 => 0.35617462986771
619 => 0.35686351256196
620 => 0.35593506457977
621 => 0.35417680871719
622 => 0.35771872768368
623 => 0.35812690084931
624 => 0.35730017463975
625 => 0.35749489859003
626 => 0.35064995867426
627 => 0.35117036458963
628 => 0.34827267832287
629 => 0.34772939707999
630 => 0.34040429852804
701 => 0.32742682465326
702 => 0.33461760493376
703 => 0.32593215353163
704 => 0.32264284147958
705 => 0.33821393314101
706 => 0.33665102741305
707 => 0.33397601218559
708 => 0.33001910714214
709 => 0.32855145257123
710 => 0.31963444800134
711 => 0.31910758380099
712 => 0.3235270920452
713 => 0.32148764105649
714 => 0.31862347946785
715 => 0.30824977652921
716 => 0.29658629981116
717 => 0.29693834685928
718 => 0.30064828179659
719 => 0.31143541797971
720 => 0.30722069725361
721 => 0.30416286900848
722 => 0.30359022969615
723 => 0.31075800959161
724 => 0.32090191983999
725 => 0.32566121557134
726 => 0.32094489804354
727 => 0.31552704641217
728 => 0.31585680593706
729 => 0.31805054832131
730 => 0.31828107962805
731 => 0.31475461518018
801 => 0.31574729426587
802 => 0.31423932396222
803 => 0.30498491299225
804 => 0.30481753004386
805 => 0.30254634834429
806 => 0.30247757786505
807 => 0.29861373122126
808 => 0.29807315236628
809 => 0.2904012503363
810 => 0.29545091948509
811 => 0.29206386653962
812 => 0.28695877882576
813 => 0.28607865977967
814 => 0.28605220233837
815 => 0.29129398594377
816 => 0.29538966619175
817 => 0.29212278577573
818 => 0.29137898043081
819 => 0.29932087556101
820 => 0.29831019701371
821 => 0.29743495590993
822 => 0.31999364393663
823 => 0.30213668208712
824 => 0.29435002748098
825 => 0.28471256376028
826 => 0.28785057054405
827 => 0.2885117946803
828 => 0.26533543171543
829 => 0.25593278414701
830 => 0.25270614983283
831 => 0.25084917616711
901 => 0.25169542238498
902 => 0.24323193675285
903 => 0.24891953907078
904 => 0.24159087591398
905 => 0.24036220168621
906 => 0.25346675925771
907 => 0.25529018188808
908 => 0.24751089445395
909 => 0.25250645633889
910 => 0.25069499615591
911 => 0.24171650480926
912 => 0.24137359248113
913 => 0.23686850113262
914 => 0.22981890552977
915 => 0.22659705117337
916 => 0.22491908145113
917 => 0.2256114444615
918 => 0.2252613645368
919 => 0.22297685622493
920 => 0.22539230987909
921 => 0.21922182392708
922 => 0.21676468670201
923 => 0.21565485482259
924 => 0.21017819338027
925 => 0.21889399721741
926 => 0.22061112037213
927 => 0.22233162678991
928 => 0.23730746051707
929 => 0.23655931018532
930 => 0.24332222482028
1001 => 0.24305943039377
1002 => 0.24113053758793
1003 => 0.23299285612754
1004 => 0.23623639091742
1005 => 0.22625329499137
1006 => 0.23373330924371
1007 => 0.23031974311181
1008 => 0.23257917910077
1009 => 0.22851650946748
1010 => 0.23076495858606
1011 => 0.22101831397318
1012 => 0.21191703437266
1013 => 0.21557965496682
1014 => 0.21956134242415
1015 => 0.22819465534673
1016 => 0.22305272539333
1017 => 0.22490195784247
1018 => 0.21870733869561
1019 => 0.20592606999018
1020 => 0.20599841058301
1021 => 0.20403229084775
1022 => 0.20233327633831
1023 => 0.22364333790283
1024 => 0.22099309488506
1025 => 0.21677027949148
1026 => 0.22242268570381
1027 => 0.22391727162209
1028 => 0.22395982038205
1029 => 0.22808367004484
1030 => 0.23028456934911
1031 => 0.23067248739073
1101 => 0.23716145393681
1102 => 0.23933646993151
1103 => 0.24829505299392
1104 => 0.23009783841997
1105 => 0.22972307876083
1106 => 0.22250222665085
1107 => 0.21792264808555
1108 => 0.22281579431322
1109 => 0.22715045388987
1110 => 0.22263691660671
1111 => 0.22322628928992
1112 => 0.21716723425683
1113 => 0.21933306132613
1114 => 0.22119856336661
1115 => 0.220168542789
1116 => 0.21862655213075
1117 => 0.22679506123639
1118 => 0.22633416194
1119 => 0.23394086541239
1120 => 0.23987083472969
1121 => 0.25049839985512
1122 => 0.23940798161924
1123 => 0.2390038026983
1124 => 0.24295471648278
1125 => 0.2393358650672
1126 => 0.24162285424334
1127 => 0.25012993054213
1128 => 0.25030967165904
1129 => 0.24729877636732
1130 => 0.24711556311519
1201 => 0.24769383849155
1202 => 0.251080815433
1203 => 0.24989730161837
1204 => 0.25126689376756
1205 => 0.25297958972207
1206 => 0.26006402635795
1207 => 0.26177206004662
1208 => 0.2576224236971
1209 => 0.25799708939795
1210 => 0.25644501149316
1211 => 0.25494572368462
1212 => 0.25831590372483
1213 => 0.26447497398936
1214 => 0.2644366587329
1215 => 0.26586544331905
1216 => 0.26675556427953
1217 => 0.26293451350877
1218 => 0.26044714996094
1219 => 0.26140096342023
1220 => 0.262926131913
1221 => 0.26090637183374
1222 => 0.24843947698065
1223 => 0.25222113649075
1224 => 0.25159168343457
1225 => 0.25069526573845
1226 => 0.25449775361857
1227 => 0.2541309943863
1228 => 0.24314513147477
1229 => 0.24384841077482
1230 => 0.24318790021834
1231 => 0.24532214495408
]
'min_raw' => 0.20233327633831
'max_raw' => 0.45325151617769
'avg_raw' => 0.327792396258
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.202333'
'max' => '$0.453251'
'avg' => '$0.327792'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.049340018211393
'max_diff' => -0.32936847849069
'year' => 2034
]
9 => [
'items' => [
101 => 0.23922060884747
102 => 0.24109740025939
103 => 0.24227450623912
104 => 0.24296783070413
105 => 0.2454725940888
106 => 0.24517868901548
107 => 0.24545432453678
108 => 0.24916822740323
109 => 0.26795187364414
110 => 0.26897422606526
111 => 0.26393978883586
112 => 0.26595094720912
113 => 0.26208996292445
114 => 0.2646818675411
115 => 0.26645518285257
116 => 0.25844191194896
117 => 0.25796741805174
118 => 0.2540904981115
119 => 0.25617373528742
120 => 0.25285915515048
121 => 0.25367243717699
122 => 0.25139842973021
123 => 0.25549119038405
124 => 0.26006753274576
125 => 0.26122369755156
126 => 0.25818232570774
127 => 0.25598017205664
128 => 0.25211391567982
129 => 0.25854358619962
130 => 0.26042381780026
131 => 0.25853371014346
201 => 0.25809573089971
202 => 0.25726576102421
203 => 0.25827181293231
204 => 0.26041357765517
205 => 0.25940356096405
206 => 0.26007069478274
207 => 0.25752826861132
208 => 0.26293577843557
209 => 0.27152420542459
210 => 0.27155181862171
211 => 0.27054179648623
212 => 0.27012851718963
213 => 0.2711648611939
214 => 0.27172703530316
215 => 0.27507838177998
216 => 0.27867451007314
217 => 0.29545607170362
218 => 0.29074387635029
219 => 0.30563347616842
220 => 0.31740921645201
221 => 0.32094024607235
222 => 0.31769186496942
223 => 0.30657932869041
224 => 0.30603409464541
225 => 0.32264091543805
226 => 0.31794872792355
227 => 0.31739060714912
228 => 0.31145314506908
301 => 0.31496292052737
302 => 0.31419528114934
303 => 0.31298352483692
304 => 0.31967993191825
305 => 0.33221500818212
306 => 0.33026129899319
307 => 0.32880294571362
308 => 0.3224128661628
309 => 0.32626112132833
310 => 0.32489083137236
311 => 0.33077846663072
312 => 0.32729076193076
313 => 0.31791317998823
314 => 0.31940659082149
315 => 0.31918086477837
316 => 0.3238262907507
317 => 0.32243184918037
318 => 0.31890857768178
319 => 0.33217216465418
320 => 0.33131090109214
321 => 0.33253197591086
322 => 0.33306953080905
323 => 0.34114284246853
324 => 0.34445021993826
325 => 0.34520105252768
326 => 0.34834280532218
327 => 0.34512288285609
328 => 0.35800486848626
329 => 0.36657063724562
330 => 0.37652021845005
331 => 0.39105923078504
401 => 0.39652603391638
402 => 0.39553850486216
403 => 0.40656181808309
404 => 0.42637046690662
405 => 0.39954239914034
406 => 0.42779241964187
407 => 0.41884878931326
408 => 0.39764360269315
409 => 0.39627823866754
410 => 0.41063863724396
411 => 0.4424886191493
412 => 0.43451055992152
413 => 0.44250166839614
414 => 0.43317961588778
415 => 0.43271669740831
416 => 0.44204891711302
417 => 0.46385415712588
418 => 0.45349530495297
419 => 0.43864335026834
420 => 0.44960980248546
421 => 0.44010964667775
422 => 0.41870313671679
423 => 0.43450445924998
424 => 0.42393856486779
425 => 0.42702225456235
426 => 0.44923019299554
427 => 0.44655807508834
428 => 0.45001604309171
429 => 0.44391282007654
430 => 0.43821144739045
501 => 0.42756941188235
502 => 0.42441882981441
503 => 0.42528953735192
504 => 0.424418398335
505 => 0.41846427727357
506 => 0.41717848539725
507 => 0.41503544260489
508 => 0.41569966117688
509 => 0.41167011375795
510 => 0.41927470228444
511 => 0.42068618092637
512 => 0.4262201662859
513 => 0.42679472300421
514 => 0.44220679345915
515 => 0.4337180840419
516 => 0.4394130431989
517 => 0.43890363244887
518 => 0.39810318338696
519 => 0.40372512528228
520 => 0.41247110260884
521 => 0.40853105167812
522 => 0.402960741492
523 => 0.39846241735558
524 => 0.39164699631163
525 => 0.40123957055241
526 => 0.4138527856225
527 => 0.42711461495337
528 => 0.44304783394492
529 => 0.43949172494912
530 => 0.42681675450724
531 => 0.42738534442219
601 => 0.43090014354453
602 => 0.42634815932792
603 => 0.42500569031715
604 => 0.43071570891747
605 => 0.43075503067739
606 => 0.42551742271052
607 => 0.41969677992747
608 => 0.41967239122168
609 => 0.41863666405918
610 => 0.4333638694491
611 => 0.44146234332515
612 => 0.4423908203037
613 => 0.44139984942678
614 => 0.44178123478708
615 => 0.4370689112763
616 => 0.44783988542581
617 => 0.45772439644435
618 => 0.4550751363396
619 => 0.45110351882807
620 => 0.44793993418113
621 => 0.45432989633695
622 => 0.45404536138088
623 => 0.45763806386366
624 => 0.45747507812658
625 => 0.45626698741
626 => 0.45507517948433
627 => 0.45980056319377
628 => 0.45843972857279
629 => 0.45707678019977
630 => 0.45434317858073
701 => 0.45471472044107
702 => 0.4507437886853
703 => 0.44890665395761
704 => 0.42128055555568
705 => 0.41389795935388
706 => 0.41622067440557
707 => 0.41698537250986
708 => 0.41377245718178
709 => 0.41837895243201
710 => 0.41766103502675
711 => 0.420454031683
712 => 0.41870908862999
713 => 0.41878070170155
714 => 0.42391220715935
715 => 0.42540190502473
716 => 0.42464423266706
717 => 0.42517488041489
718 => 0.43740343379107
719 => 0.4356649245481
720 => 0.43474137616255
721 => 0.43499720537699
722 => 0.43812186294774
723 => 0.43899659646758
724 => 0.43529028907761
725 => 0.43703820506863
726 => 0.44448060951481
727 => 0.44708502986736
728 => 0.45539708944002
729 => 0.45186597879848
730 => 0.45834748520392
731 => 0.47826942618588
801 => 0.49418445113574
802 => 0.47954833647563
803 => 0.50877425302983
804 => 0.53153082127601
805 => 0.53065738628367
806 => 0.52668925224104
807 => 0.50078150430744
808 => 0.47694080839618
809 => 0.49688456285537
810 => 0.49693540358696
811 => 0.49522221739167
812 => 0.48458176506844
813 => 0.49485195271534
814 => 0.49566716291491
815 => 0.49521086198504
816 => 0.48705285213668
817 => 0.47459707895047
818 => 0.47703090721615
819 => 0.48101756756408
820 => 0.47346998782097
821 => 0.47105807876907
822 => 0.47554227658103
823 => 0.48999129625089
824 => 0.48725979277978
825 => 0.48718846218528
826 => 0.49887499237245
827 => 0.4905099588695
828 => 0.47706160558477
829 => 0.47366571901839
830 => 0.46161260945104
831 => 0.46993773516092
901 => 0.47023734161428
902 => 0.4656777553437
903 => 0.47743159088132
904 => 0.47732327721762
905 => 0.48848179473303
906 => 0.50981268927472
907 => 0.50350409412917
908 => 0.4961678843481
909 => 0.49696553376234
910 => 0.50571377906999
911 => 0.50042439025397
912 => 0.50232649135114
913 => 0.50571090001217
914 => 0.50775279778751
915 => 0.49667173609549
916 => 0.49408821054663
917 => 0.48880322396791
918 => 0.48742446961847
919 => 0.49172898091197
920 => 0.49059489426676
921 => 0.47021216085201
922 => 0.46808205180171
923 => 0.46814737920518
924 => 0.46279111871704
925 => 0.45462153582281
926 => 0.4760907118884
927 => 0.47436643658941
928 => 0.47246297010763
929 => 0.47269613389062
930 => 0.4820151755628
1001 => 0.47660966077005
1002 => 0.49098110779303
1003 => 0.48802677033035
1004 => 0.48499666525948
1005 => 0.48457781243943
1006 => 0.48341148050356
1007 => 0.47941169432248
1008 => 0.47458171215893
1009 => 0.47139253956866
1010 => 0.43483470003673
1011 => 0.44161962240669
1012 => 0.44942505712819
1013 => 0.45211946191574
1014 => 0.4475104960795
1015 => 0.47959368438567
1016 => 0.4854555920505
1017 => 0.46769949137095
1018 => 0.46437804991062
1019 => 0.47981143753485
1020 => 0.47050321814253
1021 => 0.47469470876494
1022 => 0.46563499866208
1023 => 0.48404363015073
1024 => 0.48390338722168
1025 => 0.4767420137948
1026 => 0.48279475757623
1027 => 0.4817429443935
1028 => 0.47365777143223
1029 => 0.48429994455487
1030 => 0.48430522293996
1031 => 0.47741255671827
1101 => 0.46936343156999
1102 => 0.46792443810533
1103 => 0.46684034983128
1104 => 0.47442808950534
1105 => 0.48123123317087
1106 => 0.49389019689006
1107 => 0.49707296113862
1108 => 0.50949550188938
1109 => 0.50209848371483
1110 => 0.50537748606419
1111 => 0.50893730695761
1112 => 0.510644016002
1113 => 0.50786302520123
1114 => 0.52716034430892
1115 => 0.52878962929619
1116 => 0.52933591445917
1117 => 0.52282896703119
1118 => 0.52860865931724
1119 => 0.52590453269989
1120 => 0.53293991893023
1121 => 0.53404315732347
1122 => 0.53310875365324
1123 => 0.53345893893269
1124 => 0.51699208135463
1125 => 0.51613818791962
1126 => 0.50449529034366
1127 => 0.50923985716582
1128 => 0.5003701169048
1129 => 0.50318280291002
1130 => 0.50442260810086
1201 => 0.50377500422749
1202 => 0.50950810785525
1203 => 0.50463379857596
1204 => 0.49176969497728
1205 => 0.47890208656218
1206 => 0.47874054422026
1207 => 0.47535273005671
1208 => 0.47290396092559
1209 => 0.47337568073499
1210 => 0.47503808287073
1211 => 0.47280733909138
1212 => 0.47328338137828
1213 => 0.48118885519407
1214 => 0.48277424158856
1215 => 0.47738647916961
1216 => 0.45575383560713
1217 => 0.45044513061552
1218 => 0.45426092248729
1219 => 0.45243721974106
1220 => 0.36515214760823
1221 => 0.38565848058806
1222 => 0.37347431386072
1223 => 0.37908933845524
1224 => 0.36665245930129
1225 => 0.37258798990624
1226 => 0.37149191413438
1227 => 0.40446549073944
1228 => 0.40395065369442
1229 => 0.4041970789433
1230 => 0.39243455975673
1231 => 0.41117257220814
]
'min_raw' => 0.23922060884747
'max_raw' => 0.53404315732347
'avg_raw' => 0.38663188308547
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.23922'
'max' => '$0.534043'
'avg' => '$0.386631'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.036887332509168
'max_diff' => 0.080791641145775
'year' => 2035
]
10 => [
'items' => [
101 => 0.42040359093884
102 => 0.41869517504739
103 => 0.4191251465209
104 => 0.4117368120425
105 => 0.40426861417115
106 => 0.39598523338441
107 => 0.41137473102937
108 => 0.40966368159873
109 => 0.41358821337645
110 => 0.42356940266322
111 => 0.42503917070054
112 => 0.42701455384763
113 => 0.42630651960674
114 => 0.44317476773967
115 => 0.44113191159048
116 => 0.44605460714018
117 => 0.43592824890864
118 => 0.4244693133669
119 => 0.42664728239256
120 => 0.42643752646126
121 => 0.42376709270927
122 => 0.42135634452113
123 => 0.41734312801197
124 => 0.43004153889125
125 => 0.42952600659957
126 => 0.43787187516109
127 => 0.4363966618254
128 => 0.42654482612372
129 => 0.42689668636315
130 => 0.42926311557156
131 => 0.43745335408131
201 => 0.43988477450496
202 => 0.43875844368938
203 => 0.44142438518535
204 => 0.44353143664458
205 => 0.4416889984079
206 => 0.46777403848097
207 => 0.45694171119998
208 => 0.46222131214589
209 => 0.46348046586227
210 => 0.4602551700949
211 => 0.46095462125766
212 => 0.46201409918021
213 => 0.46844704165887
214 => 0.48532894410977
215 => 0.49280582378628
216 => 0.5153003851958
217 => 0.49218497301233
218 => 0.49081340011445
219 => 0.49486534989498
220 => 0.50807203873352
221 => 0.51877481959595
222 => 0.52232554946625
223 => 0.52279483703478
224 => 0.52945624231953
225 => 0.5332744356009
226 => 0.52864737250561
227 => 0.52472642100605
228 => 0.51068205942105
229 => 0.51230773251604
301 => 0.52350700803809
302 => 0.53932664434702
303 => 0.55290153805271
304 => 0.54814808340979
305 => 0.58441358691929
306 => 0.58800916346096
307 => 0.58751237104181
308 => 0.59570362949726
309 => 0.57944564958396
310 => 0.5724950481875
311 => 0.52557417522495
312 => 0.53875702664989
313 => 0.55791907539775
314 => 0.55538290639198
315 => 0.54146691438825
316 => 0.5528909815249
317 => 0.54911382766591
318 => 0.54613462970307
319 => 0.55978291311679
320 => 0.54477606486283
321 => 0.55776937060678
322 => 0.54110532159162
323 => 0.5481697967902
324 => 0.54415965899727
325 => 0.5467547096133
326 => 0.53158409673759
327 => 0.53976979119951
328 => 0.53124354493591
329 => 0.53123950238503
330 => 0.5310512850262
331 => 0.54108237594416
401 => 0.54140948945886
402 => 0.53399649811435
403 => 0.53292817024892
404 => 0.53687833830073
405 => 0.53225372606271
406 => 0.53441755302192
407 => 0.53231926617698
408 => 0.5318468976115
409 => 0.52808298451489
410 => 0.52646138726193
411 => 0.52709725732823
412 => 0.52492670497845
413 => 0.5236188686754
414 => 0.53079112346776
415 => 0.52695927706014
416 => 0.53020383804937
417 => 0.5265062513059
418 => 0.51368880469114
419 => 0.50631735560095
420 => 0.4821063871236
421 => 0.48897258775016
422 => 0.49352488586917
423 => 0.492020351368
424 => 0.49525267365408
425 => 0.49545111199062
426 => 0.49440025106578
427 => 0.49318348873845
428 => 0.49259123612868
429 => 0.49700540185844
430 => 0.49956797363855
501 => 0.49398176988731
502 => 0.49267300050769
503 => 0.49832096092296
504 => 0.50176621351355
505 => 0.52720402292229
506 => 0.52531950783825
507 => 0.53004927088178
508 => 0.52951677214721
509 => 0.53447431732718
510 => 0.54257780848151
511 => 0.52610114519299
512 => 0.52896092421973
513 => 0.52825977244432
514 => 0.53591476367642
515 => 0.53593866172347
516 => 0.53134911208466
517 => 0.5338371814008
518 => 0.53244840936514
519 => 0.53495810813737
520 => 0.52529433899037
521 => 0.537063766672
522 => 0.54373627376233
523 => 0.54382892152975
524 => 0.54699163693427
525 => 0.55020513895739
526 => 0.55637317625372
527 => 0.5500331157449
528 => 0.53862796408198
529 => 0.53945137919363
530 => 0.53276454294665
531 => 0.53287694987203
601 => 0.53227691289483
602 => 0.5340776690321
603 => 0.5256895036972
604 => 0.52765818933527
605 => 0.52490201791336
606 => 0.52895493284133
607 => 0.52459466634967
608 => 0.5282594343277
609 => 0.52984102669804
610 => 0.53567713659382
611 => 0.52373266817287
612 => 0.49937708849312
613 => 0.50449692662466
614 => 0.4969242838735
615 => 0.4976251607912
616 => 0.4990410437087
617 => 0.49445170392503
618 => 0.49532720532904
619 => 0.49529592625808
620 => 0.49502638012287
621 => 0.49383251559642
622 => 0.49210117583418
623 => 0.49899830056868
624 => 0.50017025646037
625 => 0.50277536923297
626 => 0.51052641777936
627 => 0.50975190524726
628 => 0.51101516732132
629 => 0.50825747330656
630 => 0.49775308230729
701 => 0.4983235212767
702 => 0.4912101381875
703 => 0.50259346403431
704 => 0.49989774222123
705 => 0.49815979283162
706 => 0.49768557723868
707 => 0.50545583913519
708 => 0.50778082327856
709 => 0.5063320491843
710 => 0.50336057124947
711 => 0.50906668732293
712 => 0.51059340326248
713 => 0.51093517865823
714 => 0.52104532230118
715 => 0.51150022337819
716 => 0.51379782355907
717 => 0.53172304429147
718 => 0.51546734259856
719 => 0.5240783503307
720 => 0.52365688631174
721 => 0.52806198648688
722 => 0.52329553952213
723 => 0.5233546253448
724 => 0.527266055873
725 => 0.52177315712635
726 => 0.52041303814988
727 => 0.51853404352523
728 => 0.5226367595465
729 => 0.52509615225137
730 => 0.54491705122771
731 => 0.55772225590924
801 => 0.55716634820269
802 => 0.56224630402493
803 => 0.55995773739995
804 => 0.5525673520745
805 => 0.56518183866356
806 => 0.56119008729424
807 => 0.56151916242715
808 => 0.56150691423427
809 => 0.5641610799299
810 => 0.56228036028383
811 => 0.55857326880952
812 => 0.56103420913288
813 => 0.56834232209101
814 => 0.59102692895332
815 => 0.60372153548453
816 => 0.59026269770032
817 => 0.59954642378285
818 => 0.59397949626317
819 => 0.59296781993109
820 => 0.59879868597289
821 => 0.60463975817381
822 => 0.60426770712626
823 => 0.60002738865077
824 => 0.59763214033806
825 => 0.61576976302894
826 => 0.62913325446125
827 => 0.62822195393555
828 => 0.63224413808518
829 => 0.64405339514997
830 => 0.64513308561754
831 => 0.64499706943503
901 => 0.64232094395709
902 => 0.65394869116319
903 => 0.66364876245326
904 => 0.64170149822965
905 => 0.65005872913522
906 => 0.65381055934189
907 => 0.65931935920315
908 => 0.66861362795114
909 => 0.6787096689945
910 => 0.68013735989549
911 => 0.67912434487994
912 => 0.67246573441569
913 => 0.68351294299616
914 => 0.68998413869367
915 => 0.69383758764086
916 => 0.70360929301817
917 => 0.65383372936797
918 => 0.61860011141033
919 => 0.61309787318663
920 => 0.62428689097935
921 => 0.62723734574054
922 => 0.62604802112586
923 => 0.58638938081414
924 => 0.61288907865293
925 => 0.6414005253696
926 => 0.64249576615451
927 => 0.65676919252711
928 => 0.66141720524154
929 => 0.67290918433224
930 => 0.67219035791119
1001 => 0.67498847194245
1002 => 0.67434523398324
1003 => 0.69563170532708
1004 => 0.71911384429091
1005 => 0.71830073248722
1006 => 0.71492489718311
1007 => 0.71993858827517
1008 => 0.74417467218478
1009 => 0.74194340195371
1010 => 0.74411089092405
1011 => 0.77268659973932
1012 => 0.80983908604635
1013 => 0.79257802610809
1014 => 0.83002955943791
1015 => 0.85360331444855
1016 => 0.89437168616769
1017 => 0.88926728523999
1018 => 0.90513811317812
1019 => 0.88012934225879
1020 => 0.82270414912149
1021 => 0.81361639249271
1022 => 0.83181031140219
1023 => 0.87653828570449
1024 => 0.83040166831806
1025 => 0.83973504592688
1026 => 0.83704703254765
1027 => 0.83690379973799
1028 => 0.84237041351269
1029 => 0.83444080511309
1030 => 0.80213415398381
1031 => 0.81694010181207
1101 => 0.81122281431556
1102 => 0.81756657104495
1103 => 0.85180120974917
1104 => 0.83666525992618
1105 => 0.82072076633238
1106 => 0.84071869966539
1107 => 0.86618294083375
1108 => 0.86458943438508
1109 => 0.86149736584063
1110 => 0.87892719433027
1111 => 0.90771616453458
1112 => 0.91549770749736
1113 => 0.92124188342584
1114 => 0.92203390823773
1115 => 0.93019225604087
1116 => 0.88632276373501
1117 => 0.95594477467287
1118 => 0.9679665726926
1119 => 0.96570697291737
1120 => 0.9790686954617
1121 => 0.97513733773498
1122 => 0.96944141720008
1123 => 0.99062258955274
1124 => 0.96634008468288
1125 => 0.93187412610248
1126 => 0.9129654195659
1127 => 0.93786592965511
1128 => 0.95307180225855
1129 => 0.96312191677428
1130 => 0.9661630753543
1201 => 0.88972822754229
1202 => 0.84853408384262
1203 => 0.87493905766229
1204 => 0.90715494809623
1205 => 0.88614380283703
1206 => 0.88696739995183
1207 => 0.85701102844405
1208 => 0.90980542226657
1209 => 0.90211372315737
1210 => 0.94201827174226
1211 => 0.93249473096846
1212 => 0.96503534125379
1213 => 0.95646630801106
1214 => 0.99203588591345
1215 => 1.0062255535466
1216 => 1.0300522139481
1217 => 1.0475792023313
1218 => 1.0578713851478
1219 => 1.0572534810966
1220 => 1.0980362369607
1221 => 1.0739880706686
1222 => 1.043777906088
1223 => 1.0432314995226
1224 => 1.0588777718402
1225 => 1.0916680662728
1226 => 1.1001701125397
1227 => 1.1049215965325
1228 => 1.0976445333972
1229 => 1.0715419724347
1230 => 1.0602710189541
1231 => 1.0698741978705
]
'min_raw' => 0.39598523338441
'max_raw' => 1.1049215965325
'avg_raw' => 0.75045341495845
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.395985'
'max' => '$1.10'
'avg' => '$0.750453'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.15676462453694
'max_diff' => 0.57087843920901
'year' => 2036
]
11 => [
'items' => [
101 => 1.0581303352663
102 => 1.0784035368671
103 => 1.1062429727872
104 => 1.1004942393588
105 => 1.1197113933117
106 => 1.1395991259495
107 => 1.1680394768355
108 => 1.1754748377003
109 => 1.1877652064682
110 => 1.2004160331063
111 => 1.2044791376731
112 => 1.2122368649985
113 => 1.2121959779461
114 => 1.2355744113963
115 => 1.2613615474617
116 => 1.2710955943528
117 => 1.2934784984405
118 => 1.2551485595809
119 => 1.2842222585085
120 => 1.310447462703
121 => 1.279180693124
122 => 1.3222746507657
123 => 1.3239478914879
124 => 1.3492118398306
125 => 1.3236019881985
126 => 1.3083949400488
127 => 1.3522971182561
128 => 1.3735399993849
129 => 1.3671414707086
130 => 1.3184483515476
131 => 1.2901068676498
201 => 1.2159317376252
202 => 1.3037953832665
203 => 1.3465912020407
204 => 1.3183375207157
205 => 1.3325870341575
206 => 1.4103277590759
207 => 1.4399263937856
208 => 1.433770084676
209 => 1.4348103995741
210 => 1.4507812856102
211 => 1.5216049896221
212 => 1.4791657844975
213 => 1.5116089666486
214 => 1.5288167134789
215 => 1.544800227733
216 => 1.5055497683664
217 => 1.4544854974342
218 => 1.4383112992977
219 => 1.3155282489271
220 => 1.3091368579356
221 => 1.3055491764931
222 => 1.2829293524856
223 => 1.2651563669069
224 => 1.2510226289061
225 => 1.2139314797006
226 => 1.2264486537353
227 => 1.1673331034262
228 => 1.2051531375875
301 => 1.1108032918993
302 => 1.1893806470092
303 => 1.1466145650968
304 => 1.1753308389109
305 => 1.1752306505368
306 => 1.1223548859421
307 => 1.091857248413
308 => 1.1112915300324
309 => 1.1321266226236
310 => 1.1355070462988
311 => 1.1625202876948
312 => 1.1700591027208
313 => 1.1472161412385
314 => 1.1088481010599
315 => 1.1177601217116
316 => 1.0916766465989
317 => 1.0459663597503
318 => 1.07879628579
319 => 1.0900058659699
320 => 1.0949566551731
321 => 1.0500058379194
322 => 1.0358813152086
323 => 1.0283615378336
324 => 1.1030455150207
325 => 1.1071368718805
326 => 1.086204911726
327 => 1.1808193564746
328 => 1.1594051936663
329 => 1.1833300601204
330 => 1.1169514492489
331 => 1.1194872015748
401 => 1.0880625034238
402 => 1.1056582345893
403 => 1.0932221389384
404 => 1.1042366733955
405 => 1.1108387399345
406 => 1.1422582816017
407 => 1.1897394077052
408 => 1.137565249826
409 => 1.1148322220904
410 => 1.1289356646422
411 => 1.1664949906875
412 => 1.2233992922728
413 => 1.1897108004285
414 => 1.2046611810413
415 => 1.2079271741091
416 => 1.1830865274389
417 => 1.2243152023478
418 => 1.2464099841727
419 => 1.2690746584542
420 => 1.288753760083
421 => 1.2600218891393
422 => 1.2907691096009
423 => 1.2659922775239
424 => 1.243764897769
425 => 1.243798607529
426 => 1.2298550475185
427 => 1.2028376429966
428 => 1.1978552190814
429 => 1.223774417499
430 => 1.2445591600727
501 => 1.2462710910233
502 => 1.2577785924707
503 => 1.2645886132906
504 => 1.3313360751
505 => 1.3581824564037
506 => 1.3910097032859
507 => 1.4037977659888
508 => 1.4422852499502
509 => 1.4112034808507
510 => 1.4044787445926
511 => 1.3111206976622
512 => 1.3264080726171
513 => 1.350884634932
514 => 1.3115243071595
515 => 1.3364893756326
516 => 1.3414180089816
517 => 1.3101868582832
518 => 1.3268687652896
519 => 1.2825665661214
520 => 1.1907050745831
521 => 1.2244174704479
522 => 1.2492411412742
523 => 1.2138147022686
524 => 1.2773152229936
525 => 1.2402195297029
526 => 1.228461975837
527 => 1.1825915663357
528 => 1.2042406339063
529 => 1.2335213077804
530 => 1.2154292555699
531 => 1.252972980442
601 => 1.3061449074065
602 => 1.3440383890044
603 => 1.3469473799963
604 => 1.3225844099949
605 => 1.3616262249045
606 => 1.3619106019032
607 => 1.3178712751947
608 => 1.2908974327977
609 => 1.2847689190517
610 => 1.3000791479552
611 => 1.3186685922682
612 => 1.3479789647797
613 => 1.3656906090254
614 => 1.4118731836879
615 => 1.4243688642333
616 => 1.4380978286992
617 => 1.4564439590814
618 => 1.4784731924566
619 => 1.4302744839567
620 => 1.4321895084991
621 => 1.3873075385005
622 => 1.3393447168315
623 => 1.3757425198281
624 => 1.4233278054495
625 => 1.4124116883509
626 => 1.4111834021812
627 => 1.4132490388204
628 => 1.4050186430151
629 => 1.3677928678205
630 => 1.3490983165634
701 => 1.3732190571737
702 => 1.3860381573174
703 => 1.4059194636973
704 => 1.4034686730425
705 => 1.4546807831806
706 => 1.4745802606065
707 => 1.4694891227343
708 => 1.4704260146278
709 => 1.5064530679844
710 => 1.5465225608456
711 => 1.5840529285453
712 => 1.6222304305363
713 => 1.5762059617929
714 => 1.5528375749596
715 => 1.5769477852091
716 => 1.5641545682749
717 => 1.6376681874932
718 => 1.6427581109877
719 => 1.7162664143346
720 => 1.7860345474167
721 => 1.7422144330538
722 => 1.7835348271968
723 => 1.8282262023635
724 => 1.9144431159746
725 => 1.885408292618
726 => 1.8631680729605
727 => 1.8421511728482
728 => 1.885884005643
729 => 1.9421455963846
730 => 1.9542638041635
731 => 1.973899930277
801 => 1.9532549446599
802 => 1.9781195558651
803 => 2.0659025594832
804 => 2.0421828170236
805 => 2.0084969695921
806 => 2.0777932201793
807 => 2.1028712638845
808 => 2.2788821080808
809 => 2.501103069524
810 => 2.409102132305
811 => 2.3519941817215
812 => 2.3654159047273
813 => 2.4465634771921
814 => 2.4726255019726
815 => 2.4017799345006
816 => 2.426803786621
817 => 2.5646876720953
818 => 2.6386579528076
819 => 2.5381963760662
820 => 2.2610268702006
821 => 2.0054639275957
822 => 2.0732507281238
823 => 2.0655658086132
824 => 2.2137048421904
825 => 2.0416171090106
826 => 2.0445146250937
827 => 2.1957170170033
828 => 2.1553788111071
829 => 2.0900360836823
830 => 2.0059410018185
831 => 1.8504834651397
901 => 1.7127903896492
902 => 1.9828382195076
903 => 1.971193266034
904 => 1.9543296477188
905 => 1.9918578054451
906 => 2.174083886811
907 => 2.1698829858273
908 => 2.1431589970872
909 => 2.1634289070121
910 => 2.0864826704688
911 => 2.1063134676593
912 => 2.0054234451199
913 => 2.0510299488472
914 => 2.0898958875361
915 => 2.097698800148
916 => 2.1152791606891
917 => 1.9650569047041
918 => 2.0325022873477
919 => 2.072120130873
920 => 1.8931252725161
921 => 2.0685819780356
922 => 1.9624418694418
923 => 1.9264163224141
924 => 1.974919975482
925 => 1.9560180547101
926 => 1.9397672931884
927 => 1.9306990890358
928 => 1.966314818696
929 => 1.9646533023374
930 => 1.9063790558981
1001 => 1.8303626769802
1002 => 1.8558762688976
1003 => 1.8466069417628
1004 => 1.8130137044593
1005 => 1.8356514903389
1006 => 1.7359661380462
1007 => 1.5644626706205
1008 => 1.6777631144952
1009 => 1.6734011706532
1010 => 1.6712016807697
1011 => 1.7563438329473
1012 => 1.748159379579
1013 => 1.7333045165733
1014 => 1.8127408832508
1015 => 1.7837455408436
1016 => 1.8731023539808
1017 => 1.9319585303492
1018 => 1.9170307002243
1019 => 1.9723852185754
1020 => 1.8564640505251
1021 => 1.8949684126014
1022 => 1.9029041082606
1023 => 1.8117606508166
1024 => 1.7494984573689
1025 => 1.7453462789069
1026 => 1.6373922157274
1027 => 1.6950604049032
1028 => 1.745806024906
1029 => 1.7215028109438
1030 => 1.7138091394413
1031 => 1.7531144385941
1101 => 1.7561687969654
1102 => 1.6865291024135
1103 => 1.7010094001131
1104 => 1.7613946486699
1105 => 1.6994878467821
1106 => 1.5792130431327
1107 => 1.5493832288984
1108 => 1.545403381807
1109 => 1.4645025597712
1110 => 1.5513765997224
1111 => 1.5134537532041
1112 => 1.6332515709697
1113 => 1.5648236999506
1114 => 1.561873911196
1115 => 1.5574148728535
1116 => 1.4877801933564
1117 => 1.5030257626515
1118 => 1.5537043569543
1119 => 1.5717870503367
1120 => 1.5699008772698
1121 => 1.5534560041946
1122 => 1.5609843828771
1123 => 1.5367328520799
1124 => 1.5281691318034
1125 => 1.5011396749741
1126 => 1.461413840513
1127 => 1.4669379614475
1128 => 1.38823068855
1129 => 1.3453467889644
1130 => 1.3334770907598
1201 => 1.3176044342518
1202 => 1.3352699495479
1203 => 1.388007720735
1204 => 1.324394779741
1205 => 1.2153348543359
1206 => 1.2218895416819
1207 => 1.236615978044
1208 => 1.2091733613083
1209 => 1.1832012276522
1210 => 1.2057818906804
1211 => 1.1595717625746
1212 => 1.2422002512541
1213 => 1.239965382199
1214 => 1.2707641730672
1215 => 1.2900232890519
1216 => 1.24563726192
1217 => 1.2344742961289
1218 => 1.240833228772
1219 => 1.1357342368787
1220 => 1.26217534321
1221 => 1.2632688111481
1222 => 1.2539058747982
1223 => 1.3212318604884
1224 => 1.4633106897963
1225 => 1.409854919103
1226 => 1.3891552289814
1227 => 1.3498051029287
1228 => 1.4022368095146
1229 => 1.3982108725108
1230 => 1.3800040585886
1231 => 1.3689925207197
]
'min_raw' => 1.0283615378336
'max_raw' => 2.6386579528076
'avg_raw' => 1.8335097453206
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.02'
'max' => '$2.63'
'avg' => '$1.83'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.63237630444916
'max_diff' => 1.5337363562751
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.032279093590187
]
1 => [
'year' => 2028
'avg' => 0.055400295288586
]
2 => [
'year' => 2029
'avg' => 0.15134362179667
]
3 => [
'year' => 2030
'avg' => 0.11676137882845
]
4 => [
'year' => 2031
'avg' => 0.11467414408791
]
5 => [
'year' => 2032
'avg' => 0.20105986386744
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.032279093590187
'min' => '$0.032279'
'max_raw' => 0.20105986386744
'max' => '$0.201059'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.20105986386744
]
1 => [
'year' => 2033
'avg' => 0.51714664460904
]
2 => [
'year' => 2034
'avg' => 0.327792396258
]
3 => [
'year' => 2035
'avg' => 0.38663188308547
]
4 => [
'year' => 2036
'avg' => 0.75045341495845
]
5 => [
'year' => 2037
'avg' => 1.8335097453206
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.20105986386744
'min' => '$0.201059'
'max_raw' => 1.8335097453206
'max' => '$1.83'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.8335097453206
]
]
]
]
'prediction_2025_max_price' => '$0.055191'
'last_price' => 0.053515
'sma_50day_nextmonth' => '$0.049617'
'sma_200day_nextmonth' => '$0.049452'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.052915'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.051779'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.050963'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.049732'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.042485'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.042795'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.049111'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.052763'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.052141'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.051164'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.048842'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.045154'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.044363'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.045679'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.042718'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.043551'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.052152'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.050243'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.047169'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.046312'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.048756'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.025729'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.012864'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '62.23'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 46.62
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.050576'
'vwma_10_action' => 'BUY'
'hma_9' => '0.053788'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 82.39
'cci_20_action' => 'NEUTRAL'
'adx_14' => 20.91
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0072014'
'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' => 66.27
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002954'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 1
'buy_signals' => 30
'sell_pct' => 3.23
'buy_pct' => 96.77
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767689102
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Derive para 2026
La previsión del precio de Derive para 2026 sugiere que el precio medio podría oscilar entre $0.018489 en el extremo inferior y $0.055191 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Derive podría potencialmente ganar 3.13% para 2026 si DRV alcanza el objetivo de precio previsto.
Predicción de precio de Derive 2027-2032
La predicción del precio de DRV para 2027-2032 está actualmente dentro de un rango de precios de $0.032279 en el extremo inferior y $0.201059 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Derive alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Derive | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.017799 | $0.032279 | $0.046758 |
| 2028 | $0.032122 | $0.05540029 | $0.078678 |
| 2029 | $0.070563 | $0.151343 | $0.232123 |
| 2030 | $0.060011 | $0.116761 | $0.173511 |
| 2031 | $0.070952 | $0.114674 | $0.158395 |
| 2032 | $0.1083033 | $0.201059 | $0.293816 |
Predicción de precio de Derive 2032-2037
La predicción de precio de Derive para 2032-2037 se estima actualmente entre $0.201059 en el extremo inferior y $1.83 en el extremo superior. Comparado con el precio actual, Derive podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Derive | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.1083033 | $0.201059 | $0.293816 |
| 2033 | $0.251673 | $0.517146 | $0.782619 |
| 2034 | $0.202333 | $0.327792 | $0.453251 |
| 2035 | $0.23922 | $0.386631 | $0.534043 |
| 2036 | $0.395985 | $0.750453 | $1.10 |
| 2037 | $1.02 | $1.83 | $2.63 |
Derive Histograma de precios potenciales
Pronóstico de precio de Derive basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Derive es Alcista, con 30 indicadores técnicos mostrando señales alcistas y 1 indicando señales bajistas. La predicción de precio de DRV 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 Derive
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Derive aumentar durante el próximo mes, alcanzando $0.049452 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Derive alcance $0.049617 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 62.23, lo que sugiere que el mercado de DRV está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de DRV 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 | $0.052915 | BUY |
| SMA 5 | $0.051779 | BUY |
| SMA 10 | $0.050963 | BUY |
| SMA 21 | $0.049732 | BUY |
| SMA 50 | $0.042485 | BUY |
| SMA 100 | $0.042795 | BUY |
| SMA 200 | $0.049111 | BUY |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.052763 | BUY |
| EMA 5 | $0.052141 | BUY |
| EMA 10 | $0.051164 | BUY |
| EMA 21 | $0.048842 | BUY |
| EMA 50 | $0.045154 | BUY |
| EMA 100 | $0.044363 | BUY |
| EMA 200 | $0.045679 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.042718 | BUY |
| SMA 50 | $0.043551 | BUY |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.046312 | BUY |
| EMA 50 | $0.048756 | BUY |
| EMA 100 | $0.025729 | BUY |
| EMA 200 | $0.012864 | BUY |
Osciladores de Derive
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) | 62.23 | NEUTRAL |
| Stoch RSI (14) | 46.62 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 82.39 | NEUTRAL |
| Índice Direccional Medio (14) | 20.91 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.0072014 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | -0 | NEUTRAL |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 66.27 | NEUTRAL |
| VWMA (10) | 0.050576 | BUY |
| Promedio Móvil de Hull (9) | 0.053788 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.002954 | NEUTRAL |
Predicción de precios de Derive basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Derive
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 Derive por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.075197 | $0.105665 | $0.148477 | $0.208635 | $0.293167 | $0.411948 |
| Amazon.com acción | $0.111662 | $0.232989 | $0.486147 | $1.01 | $2.11 | $4.41 |
| Apple acción | $0.0759069 | $0.107668 | $0.152719 | $0.21662 | $0.307259 | $0.435824 |
| Netflix acción | $0.084438 | $0.13323 | $0.210216 | $0.331688 | $0.523353 | $0.825769 |
| Google acción | $0.0693016 | $0.089745 | $0.116219 | $0.1505042 | $0.1949022 | $0.252397 |
| Tesla acción | $0.121314 | $0.27501 | $0.623428 | $1.41 | $3.20 | $7.26 |
| Kodak acción | $0.04013 | $0.030093 | $0.022567 | $0.016922 | $0.01269 | $0.009516 |
| Nokia acción | $0.035451 | $0.023485 | $0.015557 | $0.0103064 | $0.006827 | $0.004523 |
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 Derive
Podría preguntarse cosas como: "¿Debo invertir en Derive ahora?", "¿Debería comprar DRV hoy?", "¿Será Derive una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Derive regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Derive, 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 Derive a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Derive es de $0.05351 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Derive basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Derive ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.054906 | $0.056333 | $0.057797 | $0.059299 |
| Si Derive ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.056297 | $0.059223 | $0.0623025 | $0.065541 |
| Si Derive ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.06047 | $0.068329 | $0.0772096 | $0.087244 |
| Si Derive ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.067425 | $0.084951 | $0.107032 | $0.134854 |
| Si Derive ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.081335 | $0.123618 | $0.187884 | $0.285558 |
| Si Derive ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.123066 | $0.28301 | $0.650828 | $1.49 |
| Si Derive ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.192617 | $0.693292 | $2.49 | $8.98 |
Cuadro de preguntas
¿Es DRV una buena inversión?
La decisión de adquirir Derive depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Derive ha experimentado un aumento de 1.765% durante las últimas 24 horas, y Derive ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Derive dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Derive subir?
Parece que el valor medio de Derive podría potencialmente aumentar hasta $0.055191 para el final de este año. Mirando las perspectivas de Derive en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.173511. 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 Derive la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Derive, el precio de Derive aumentará en un 0.86% durante la próxima semana y alcanzará $0.053972 para el 13 de enero de 2026.
¿Cuál será el precio de Derive el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Derive, el precio de Derive disminuirá en un -11.62% durante el próximo mes y alcanzará $0.047297 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Derive este año en 2026?
Según nuestra predicción más reciente sobre el valor de Derive en 2026, se anticipa que DRV fluctúe dentro del rango de $0.018489 y $0.055191. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Derive no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Derive en 5 años?
El futuro de Derive parece estar en una tendencia alcista, con un precio máximo de $0.173511 proyectada después de un período de cinco años. Basado en el pronóstico de Derive para 2030, el valor de Derive podría potencialmente alcanzar su punto más alto de aproximadamente $0.173511, mientras que su punto más bajo se anticipa que esté alrededor de $0.060011.
¿Cuánto será Derive en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Derive, se espera que el valor de DRV en 2026 crezca en un 3.13% hasta $0.055191 si ocurre lo mejor. El precio estará entre $0.055191 y $0.018489 durante 2026.
¿Cuánto será Derive en 2027?
Según nuestra última simulación experimental para la predicción de precios de Derive, el valor de DRV podría disminuir en un -12.62% hasta $0.046758 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.046758 y $0.017799 a lo largo del año.
¿Cuánto será Derive en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Derive sugiere que el valor de DRV en 2028 podría aumentar en un 47.02% , alcanzando $0.078678 en el mejor escenario. Se espera que el precio oscile entre $0.078678 y $0.032122 durante el año.
¿Cuánto será Derive en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Derive podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.232123 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.232123 y $0.070563.
¿Cuánto será Derive en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Derive, se espera que el valor de DRV en 2030 aumente en un 224.23% , alcanzando $0.173511 en el mejor escenario. Se pronostica que el precio oscile entre $0.173511 y $0.060011 durante el transcurso de 2030.
¿Cuánto será Derive en 2031?
Nuestra simulación experimental indica que el precio de Derive podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.158395 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.158395 y $0.070952 durante el año.
¿Cuánto será Derive en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Derive, DRV podría experimentar un 449.04% aumento en valor, alcanzando $0.293816 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.293816 y $0.1083033 a lo largo del año.
¿Cuánto será Derive en 2033?
Según nuestra predicción experimental de precios de Derive, se anticipa que el valor de DRV aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.782619. A lo largo del año, el precio de DRV podría oscilar entre $0.782619 y $0.251673.
¿Cuánto será Derive en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Derive sugieren que DRV podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.453251 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.453251 y $0.202333.
¿Cuánto será Derive en 2035?
Basado en nuestra predicción experimental para el precio de Derive, DRV podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.534043 en 2035. El rango de precios esperado para el año está entre $0.534043 y $0.23922.
¿Cuánto será Derive en 2036?
Nuestra reciente simulación de predicción de precios de Derive sugiere que el valor de DRV podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.10 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.10 y $0.395985.
¿Cuánto será Derive en 2037?
Según la simulación experimental, el valor de Derive podría aumentar en un 4830.69% en 2037, con un máximo de $2.63 bajo condiciones favorables. Se espera que el precio caiga entre $2.63 y $1.02 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de Derive?
Los traders de Derive 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 Derive
Las medias móviles son herramientas populares para la predicción de precios de Derive. Una media móvil simple (SMA) calcula el precio de cierre promedio de DRV 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 DRV 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 DRV.
¿Cómo leer gráficos de Derive 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 Derive 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 DRV 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 Derive?
La acción del precio de Derive 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 DRV. La capitalización de mercado de Derive puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de DRV, grandes poseedores de Derive, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Derive.
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


