Predicción del precio de VERONICA by Virtuals - Pronóstico de VERONICA
Predicción de precio de VERONICA by Virtuals hasta $0.000521 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000174 | $0.000521 |
| 2027 | $0.000168 | $0.000441 |
| 2028 | $0.0003035 | $0.000743 |
| 2029 | $0.000666 | $0.002193 |
| 2030 | $0.000567 | $0.001639 |
| 2031 | $0.00067 | $0.001496 |
| 2032 | $0.001023 | $0.002776 |
| 2033 | $0.002378 | $0.007395 |
| 2034 | $0.001912 | $0.004283 |
| 2035 | $0.00226 | $0.005046 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en VERONICA by Virtuals hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,968.88, equivalente a un ROI del 39.69% en los próximos 90 días.
Predicción del precio a largo plazo de VERONICA by Virtuals para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'VERONICA by Virtuals'
'name_with_ticker' => 'VERONICA by Virtuals <small>VERONICA</small>'
'name_lang' => 'VERONICA by Virtuals'
'name_lang_with_ticker' => 'VERONICA by Virtuals <small>VERONICA</small>'
'name_with_lang' => 'VERONICA by Virtuals'
'name_with_lang_with_ticker' => 'VERONICA by Virtuals <small>VERONICA</small>'
'image' => '/uploads/coins/veronica.?1757722562'
'price_for_sd' => 0.0005057
'ticker' => 'VERONICA'
'marketcap' => '$505.71K'
'low24h' => '$0.0004893'
'high24h' => '$0.0005337'
'volume24h' => '$10.79'
'current_supply' => '1B'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0005057'
'change_24h_pct' => '-2.7905%'
'ath_price' => '$0.002331'
'ath_days' => 115
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '13 sept. 2025'
'ath_pct' => '-78.06%'
'fdv' => '$505.71K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.024934'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00051'
'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' => '$0.000446'
'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' => '$0.000174'
'current_year_max_price_prediction' => '$0.000521'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.000567'
'grand_prediction_max_price' => '$0.001639'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00051529293849654
107 => 0.00051721685527755
108 => 0.00052155153802279
109 => 0.00048451214856052
110 => 0.00050114174700974
111 => 0.000510910078116
112 => 0.00046677640280299
113 => 0.00051003769725564
114 => 0.00048386737519518
115 => 0.00047498477482282
116 => 0.0004869440260306
117 => 0.00048228349420417
118 => 0.00047827664261542
119 => 0.00047604075058245
120 => 0.00048482230477505
121 => 0.00048441263477574
122 => 0.00047004430769042
123 => 0.00045130141073556
124 => 0.00045759214216823
125 => 0.00045530666046282
126 => 0.0004470237799294
127 => 0.00045260544133012
128 => 0.00042802662933556
129 => 0.00038574006079441
130 => 0.00041367586324532
131 => 0.00041260036523926
201 => 0.00041205805037466
202 => 0.00043305103382765
203 => 0.00043103304285918
204 => 0.00042737036949118
205 => 0.0004469565120607
206 => 0.00043980730655203
207 => 0.00046183947336508
208 => 0.00047635128337936
209 => 0.00047267061895187
210 => 0.00048631904641196
211 => 0.00045773706791495
212 => 0.00046723085466172
213 => 0.00046918751095241
214 => 0.00044671482210167
215 => 0.00043136321113854
216 => 0.00043033943370847
217 => 0.00040372185588071
218 => 0.00041794075110672
219 => 0.00043045279048774
220 => 0.00042446049459771
221 => 0.00042256351273368
222 => 0.00043225478167187
223 => 0.00043300787626847
224 => 0.00041583723965654
225 => 0.0004194075587315
226 => 0.00043429638279027
227 => 0.00041903239856601
228 => 0.00038937697057593
301 => 0.00038202201441603
302 => 0.00038104072768556
303 => 0.00036109350325096
304 => 0.00038251350775572
305 => 0.00037316310176896
306 => 0.00040270092224608
307 => 0.00038582907760406
308 => 0.00038510176610287
309 => 0.00038400232809542
310 => 0.0003668329280151
311 => 0.00037059193546039
312 => 0.00038308744872154
313 => 0.00038754598862515
314 => 0.00038708092638547
315 => 0.00038302621388966
316 => 0.00038488244050675
317 => 0.00037890288782087
318 => 0.00037679138331386
319 => 0.00037012689427466
320 => 0.00036033193649912
321 => 0.00036169398545378
322 => 0.00034228761111033
323 => 0.00033171398839377
324 => 0.00032878734898393
325 => 0.00032487372445242
326 => 0.00032922940328853
327 => 0.00034223263529009
328 => 0.00032654797870664
329 => 0.00029965773514505
330 => 0.00030127388460185
331 => 0.00030490489259219
401 => 0.00029813853322371
402 => 0.00029173474193894
403 => 0.00029730231890504
404 => 0.00028590856822018
405 => 0.00030628177292817
406 => 0.00030573073483607
407 => 0.00031332460568068
408 => 0.00031807320896173
409 => 0.00030712921577747
410 => 0.00030437683108734
411 => 0.00030594471449575
412 => 0.00028003109425816
413 => 0.00031120691005682
414 => 0.00031147651980645
415 => 0.00030916795744528
416 => 0.00032576811691274
417 => 0.00036079963110867
418 => 0.00034761936632877
419 => 0.00034251556943038
420 => 0.00033281324779569
421 => 0.00034574101530706
422 => 0.00034474836446677
423 => 0.00034025922091536
424 => 0.00033754417288848
425 => 0.00034254673212592
426 => 0.00033692430043809
427 => 0.00033591435721287
428 => 0.00032979520009707
429 => 0.00032761093941064
430 => 0.00032599379975633
501 => 0.0003242134878938
502 => 0.00032814041223647
503 => 0.00031924148504606
504 => 0.000308510251227
505 => 0.0003076180652485
506 => 0.00031008146917692
507 => 0.00030899159631745
508 => 0.00030761284735656
509 => 0.00030498044011027
510 => 0.00030419946111278
511 => 0.00030673726397748
512 => 0.00030387223250634
513 => 0.00030809974250835
514 => 0.0003069500937066
515 => 0.00030052824895453
516 => 0.000292524252722
517 => 0.00029245300036658
518 => 0.00029072855250747
519 => 0.00028853220888641
520 => 0.00028792123633657
521 => 0.00029683343310219
522 => 0.00031528141368742
523 => 0.00031165963367578
524 => 0.00031427674090913
525 => 0.00032715031825101
526 => 0.00033124244136602
527 => 0.00032833794930624
528 => 0.00032436210143354
529 => 0.00032453701856217
530 => 0.00033812369431418
531 => 0.00033897107861508
601 => 0.00034111214536691
602 => 0.00034386402120841
603 => 0.00032880660566149
604 => 0.000323827815644
605 => 0.00032146858872095
606 => 0.00031420308293371
607 => 0.00032203830802786
608 => 0.00031747305790329
609 => 0.00031808906611624
610 => 0.00031768788995944
611 => 0.00031790695926847
612 => 0.00030627607820225
613 => 0.00031051375996167
614 => 0.00030346779212474
615 => 0.0002940340321381
616 => 0.00029400240686673
617 => 0.00029631130625866
618 => 0.00029493788255309
619 => 0.00029124203467538
620 => 0.0002917670124225
621 => 0.00028716765495018
622 => 0.00029232545769369
623 => 0.00029247336502087
624 => 0.0002904873300172
625 => 0.0002984336367832
626 => 0.00030168924514879
627 => 0.00030038199436439
628 => 0.0003015975249489
629 => 0.00031181013498662
630 => 0.00031347523603018
701 => 0.00031421476392333
702 => 0.00031322389451518
703 => 0.00030178419271283
704 => 0.00030229159213314
705 => 0.00029856863185176
706 => 0.00029542312272989
707 => 0.00029554892659874
708 => 0.00029716612717495
709 => 0.0003042285369388
710 => 0.00031909096193502
711 => 0.00031965498009933
712 => 0.00032033858656805
713 => 0.00031755801550668
714 => 0.00031671936866809
715 => 0.00031782576032131
716 => 0.0003234073057207
717 => 0.00033776455586275
718 => 0.00033268974477406
719 => 0.00032856384436481
720 => 0.00033218337135848
721 => 0.0003316261735486
722 => 0.0003269228632891
723 => 0.00032679085703498
724 => 0.00031776370090776
725 => 0.00031442656682593
726 => 0.00031163780780699
727 => 0.00030859255576071
728 => 0.0003067872282699
729 => 0.00030956103180246
730 => 0.00031019543348903
731 => 0.00030413046358732
801 => 0.00030330383060055
802 => 0.00030825661594375
803 => 0.00030607707977266
804 => 0.00030831878677453
805 => 0.00030883888202797
806 => 0.00030875513471335
807 => 0.00030647944863259
808 => 0.00030792990307853
809 => 0.0003044991459126
810 => 0.00030076871277772
811 => 0.00029838892885186
812 => 0.00029631225174401
813 => 0.00029746451290063
814 => 0.00029335691227187
815 => 0.00029204280816107
816 => 0.00030743852174851
817 => 0.00031881150090736
818 => 0.0003186461332862
819 => 0.00031763950042146
820 => 0.00031614384817248
821 => 0.00032329788944285
822 => 0.00032080556451382
823 => 0.00032261893914041
824 => 0.00032308051908996
825 => 0.00032447758257829
826 => 0.0003249769126937
827 => 0.00032346759027786
828 => 0.0003184021199021
829 => 0.00030577944933616
830 => 0.00029990356211347
831 => 0.00029796442145934
901 => 0.00029803490553916
902 => 0.00029609063996279
903 => 0.0002966633133109
904 => 0.00029589148754296
905 => 0.00029442983626318
906 => 0.00029737426005292
907 => 0.00029771357746549
908 => 0.00029702631376972
909 => 0.00029718818924938
910 => 0.00029149793938257
911 => 0.00029193055672137
912 => 0.00028952168840457
913 => 0.00028907005463452
914 => 0.00028298064529382
915 => 0.00027219237397277
916 => 0.00027817012352747
917 => 0.00027094984266418
918 => 0.00026821541289615
919 => 0.00028115977812695
920 => 0.00027986052287858
921 => 0.00027763676266605
922 => 0.00027434735783949
923 => 0.00027312728559205
924 => 0.00026571451284451
925 => 0.00026527652668498
926 => 0.00026895049702036
927 => 0.00026725508612418
928 => 0.00026487408712363
929 => 0.00025625035010163
930 => 0.0002465544144677
1001 => 0.00024684707381801
1002 => 0.00024993117054387
1003 => 0.00025889859772141
1004 => 0.00025539486878508
1005 => 0.00025285287324111
1006 => 0.00025237683388783
1007 => 0.00025833546305001
1008 => 0.0002667681716859
1009 => 0.00027072460990664
1010 => 0.0002668038997887
1011 => 0.00026229999911124
1012 => 0.00026257413067641
1013 => 0.00026439780516639
1014 => 0.00026458944756992
1015 => 0.00026165787123736
1016 => 0.00026248309280317
1017 => 0.00026122950578486
1018 => 0.00025353624456748
1019 => 0.00025339709786765
1020 => 0.00025150904749431
1021 => 0.00025145187807936
1022 => 0.00024823983339807
1023 => 0.00024779044614334
1024 => 0.00024141273647145
1025 => 0.00024561056429097
1026 => 0.00024279488178549
1027 => 0.00023855098409737
1028 => 0.00023781933453632
1029 => 0.00023779734026702
1030 => 0.00024215487427456
1031 => 0.00024555964396901
1101 => 0.00024284386178817
1102 => 0.00024222553082882
1103 => 0.00024882768778899
1104 => 0.00024798750313581
1105 => 0.00024725990864477
1106 => 0.00026601311511831
1107 => 0.00025116848886355
1108 => 0.00024469538451483
1109 => 0.00023668368867412
1110 => 0.00023929233723833
1111 => 0.00023984201781983
1112 => 0.00022057533353963
1113 => 0.00021275884212666
1114 => 0.000210076516832
1115 => 0.00020853280070241
1116 => 0.00020923629152743
1117 => 0.00020220053247276
1118 => 0.00020692867891821
1119 => 0.00020083630629478
1120 => 0.00019981490019816
1121 => 0.00021070881714901
1122 => 0.00021222464205138
1123 => 0.00020575766208798
1124 => 0.00020991051013344
1125 => 0.00020840462970325
1126 => 0.00020094074253724
1127 => 0.00020065567694813
1128 => 0.00019691056073655
1129 => 0.00019105017906281
1130 => 0.00018837182738288
1201 => 0.00018697691857346
1202 => 0.00018755248513446
1203 => 0.00018726146106859
1204 => 0.00018536233218254
1205 => 0.0001873703169133
1206 => 0.00018224074568278
1207 => 0.00018019810908702
1208 => 0.00017927549752553
1209 => 0.00017472270781133
1210 => 0.00018196822088139
1211 => 0.00018339567823276
1212 => 0.00018482594811607
1213 => 0.00019727547096361
1214 => 0.00019665352798413
1215 => 0.00020227558962009
1216 => 0.00020205712664322
1217 => 0.00020045362359329
1218 => 0.00019368870798906
1219 => 0.00019638508277588
1220 => 0.00018808606029174
1221 => 0.00019430425221553
1222 => 0.00019146652909942
1223 => 0.00019334481517548
1224 => 0.00018996748745249
1225 => 0.00019183664006084
1226 => 0.00018373418132594
1227 => 0.00017616821936397
1228 => 0.00017921298332167
1229 => 0.00018252298995468
1230 => 0.00018969992770905
1231 => 0.00018542540279099
]
'min_raw' => 0.00017472270781133
'max_raw' => 0.00052155153802279
'avg_raw' => 0.00034813712291706
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000174'
'max' => '$0.000521'
'avg' => '$0.000348'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00033098729218867
'max_diff' => 1.584153802279E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00018696268358921
102 => 0.00018181305025289
103 => 0.00017118788576003
104 => 0.00017124802303717
105 => 0.00016961357296173
106 => 0.00016820116946293
107 => 0.00018591638339783
108 => 0.00018371321650893
109 => 0.00018020275841483
110 => 0.00018490164607384
111 => 0.00018614410655226
112 => 0.00018617947765539
113 => 0.00018960766479556
114 => 0.0001914372888868
115 => 0.00019175976806293
116 => 0.00019715409459887
117 => 0.00019896220170083
118 => 0.0002064095389609
119 => 0.00019128205806553
120 => 0.0001909705175514
121 => 0.00018496776905942
122 => 0.00018116073106611
123 => 0.00018522844020789
124 => 0.00018883187520983
125 => 0.00018507973782947
126 => 0.0001855696877594
127 => 0.00018053274988715
128 => 0.00018233321816652
129 => 0.00018388402399799
130 => 0.00018302776017001
131 => 0.00018174589177588
201 => 0.0001885364346327
202 => 0.00018815328559237
203 => 0.00019447679521455
204 => 0.00019940642316355
205 => 0.00020824119772457
206 => 0.00019902164990294
207 => 0.00019868565293593
208 => 0.000201970077184
209 => 0.00019896169887259
210 => 0.00020086289011971
211 => 0.00020793488642235
212 => 0.00020808430656032
213 => 0.00020558132673237
214 => 0.00020542902018236
215 => 0.00020590974483792
216 => 0.00020872536416068
217 => 0.00020774150025407
218 => 0.00020888005247519
219 => 0.00021030382946183
220 => 0.00021619317474753
221 => 0.00021761307595762
222 => 0.00021416345215146
223 => 0.00021447491455736
224 => 0.00021318466055956
225 => 0.00021193829136453
226 => 0.00021473994729736
227 => 0.0002198600285813
228 => 0.00021982817682137
301 => 0.00022101593615909
302 => 0.00022175590038655
303 => 0.00021857943223534
304 => 0.00021651166827087
305 => 0.00021730458055009
306 => 0.00021857246455194
307 => 0.0002168934228564
308 => 0.00020652959970378
309 => 0.0002096733216047
310 => 0.00020915005256024
311 => 0.00020840485380924
312 => 0.0002115658904903
313 => 0.00021126100079101
314 => 0.00020212837059433
315 => 0.00020271301194878
316 => 0.00020216392457149
317 => 0.00020393813822022
318 => 0.00019886588551308
319 => 0.00020042607628365
320 => 0.00020140461330908
321 => 0.00020198097913453
322 => 0.0002040632077138
323 => 0.00020381888222301
324 => 0.00020404802009824
325 => 0.00020713541539333
326 => 0.00022275040132979
327 => 0.00022360029056179
328 => 0.00021941512515105
329 => 0.0002210870161839
330 => 0.0002178773510032
331 => 0.00022003202074189
401 => 0.00022150619105443
402 => 0.00021484469887873
403 => 0.00021445024854482
404 => 0.00021122733593418
405 => 0.00021295914661603
406 => 0.0002102037112996
407 => 0.00021087979874522
408 => 0.00020898939930703
409 => 0.000212391741921
410 => 0.000216196089634
411 => 0.00021715721810454
412 => 0.00021462890289036
413 => 0.00021279823605119
414 => 0.00020958418814076
415 => 0.00021492922144553
416 => 0.00021649227207079
417 => 0.00021492101140601
418 => 0.00021455691597726
419 => 0.00021386695579768
420 => 0.00021470329429101
421 => 0.0002164837593614
422 => 0.00021564412491423
423 => 0.00021619871825904
424 => 0.0002140851803228
425 => 0.00021858048377847
426 => 0.00022572010751977
427 => 0.00022574306257755
428 => 0.00022490342360444
429 => 0.00022455986142691
430 => 0.00022542138196688
501 => 0.00022588872151839
502 => 0.00022867472096879
503 => 0.00023166420937819
504 => 0.00024561484736886
505 => 0.00024169756404546
506 => 0.00025407539999795
507 => 0.00026386466117553
508 => 0.00026680003257017
509 => 0.000264099629007
510 => 0.0002548616942903
511 => 0.00025440843714121
512 => 0.00026821381176338
513 => 0.0002643131611064
514 => 0.00026384919112252
515 => 0.0002589133343837
516 => 0.00026183103703409
517 => 0.00026119289266434
518 => 0.00026018555055758
519 => 0.00026575232396561
520 => 0.00027617282683615
521 => 0.00027454869374092
522 => 0.0002733363537267
523 => 0.00026802423269124
524 => 0.00027122331605977
525 => 0.00027008418374665
526 => 0.00027497861907507
527 => 0.00027207926401153
528 => 0.00026428360984128
529 => 0.00026552509346271
530 => 0.00026533744571085
531 => 0.00026919922314726
601 => 0.00026804001341606
602 => 0.00026511109140618
603 => 0.00027613721069019
604 => 0.00027542123583439
605 => 0.00027643632448528
606 => 0.00027688319790206
607 => 0.00028359460240823
608 => 0.00028634405009342
609 => 0.00028696822285381
610 => 0.00028957998550482
611 => 0.00028690323981979
612 => 0.00029761213104724
613 => 0.00030473291883236
614 => 0.00031300408027717
615 => 0.00032509047022665
616 => 0.00032963506465301
617 => 0.00032881412434698
618 => 0.00033797788726661
619 => 0.00035444496553419
620 => 0.00033214259167664
621 => 0.00035562704550303
622 => 0.00034819213856266
623 => 0.00033056410795529
624 => 0.000329429070605
625 => 0.00034136697759795
626 => 0.00036784410632736
627 => 0.00036121188588175
628 => 0.00036785495426408
629 => 0.00036010546212874
630 => 0.00035972063452638
701 => 0.00036747857872826
702 => 0.00038560543821949
703 => 0.00037699404675037
704 => 0.00036464750547958
705 => 0.00037376399942047
706 => 0.00036586644867719
707 => 0.00034807105646729
708 => 0.00036120681434777
709 => 0.00035242330713794
710 => 0.00035498680149869
711 => 0.00037344842720566
712 => 0.0003712270755572
713 => 0.00037410171028194
714 => 0.00036902805523506
715 => 0.00036428846137932
716 => 0.00035544165748071
717 => 0.00035282255498849
718 => 0.0003535463806919
719 => 0.00035282219629642
720 => 0.00034787249082147
721 => 0.00034680360239542
722 => 0.00034502207485626
723 => 0.00034557424473464
724 => 0.00034222445175676
725 => 0.00034854620320857
726 => 0.00034971957598511
727 => 0.00035432001950142
728 => 0.00035479765280866
729 => 0.00036760982251836
730 => 0.00036055309474203
731 => 0.00036528735698296
801 => 0.00036486388000752
802 => 0.00033094616083141
803 => 0.00033561972327531
804 => 0.00034289031979333
805 => 0.00033961492591702
806 => 0.00033498428530005
807 => 0.00033124479472261
808 => 0.00032557908411524
809 => 0.00033355346299478
810 => 0.00034403892324072
811 => 0.00035506358138415
812 => 0.00036830898577926
813 => 0.00036535276571177
814 => 0.00035481596776229
815 => 0.00035528864082117
816 => 0.00035821051968116
817 => 0.00035442642107678
818 => 0.00035331041652397
819 => 0.00035805719779302
820 => 0.00035808988626683
821 => 0.00035373582349891
822 => 0.00034889707951743
823 => 0.00034887680500347
824 => 0.00034801579724869
825 => 0.00036025863349558
826 => 0.00036699095554101
827 => 0.00036776280541384
828 => 0.00036693900389479
829 => 0.00036725605240396
830 => 0.00036333866254232
831 => 0.00037229265410015
901 => 0.00038050972221161
902 => 0.00037830737242569
903 => 0.00037500573701411
904 => 0.00037237582538049
905 => 0.0003776878488246
906 => 0.00037745131278253
907 => 0.00038043795329007
908 => 0.00038030246202498
909 => 0.00037929816715552
910 => 0.00037830740829222
911 => 0.00038223565519492
912 => 0.00038110438317266
913 => 0.00037997135397248
914 => 0.00037769889045343
915 => 0.00037800775598729
916 => 0.00037470669064962
917 => 0.00037317946677794
918 => 0.00035021368407034
919 => 0.00034407647650227
920 => 0.00034600736693757
921 => 0.00034664306620441
922 => 0.00034397214560574
923 => 0.00034780155964103
924 => 0.00034720474951998
925 => 0.00034952658857873
926 => 0.00034807600433736
927 => 0.00034813553682061
928 => 0.00035240139577731
929 => 0.00035363979278071
930 => 0.00035300993406969
1001 => 0.00035345106552059
1002 => 0.00036361675361668
1003 => 0.00036217151784982
1004 => 0.00036140376515329
1005 => 0.00036161643789715
1006 => 0.00036421398916051
1007 => 0.00036494116169321
1008 => 0.00036186008057465
1009 => 0.00036331313624168
1010 => 0.00036950006285167
1011 => 0.00037166513701545
1012 => 0.00037857501445167
1013 => 0.00037563957570348
1014 => 0.00038102770056859
1015 => 0.0003975889594568
1016 => 0.00041081923900865
1017 => 0.00039865212716834
1018 => 0.00042294785069937
1019 => 0.00044186555648282
1020 => 0.00044113946342577
1021 => 0.000437840723848
1022 => 0.00041630341876677
1023 => 0.00039648446952789
1024 => 0.00041306386212325
1025 => 0.00041310612640456
1026 => 0.00041168194187708
1027 => 0.00040283645409192
1028 => 0.00041137413807587
1029 => 0.0004120518284262
1030 => 0.00041167250204242
1031 => 0.00040489068729688
1101 => 0.00039453610966931
1102 => 0.00039655936935238
1103 => 0.00039987350998663
1104 => 0.00039359915036384
1105 => 0.0003915941122875
1106 => 0.00039532185954551
1107 => 0.00040733343791782
1108 => 0.00040506271860487
1109 => 0.00040500342094692
1110 => 0.00041471852110256
1111 => 0.00040776460604095
1112 => 0.00039658488913636
1113 => 0.0003937618631756
1114 => 0.00038374202283306
1115 => 0.0003906627622471
1116 => 0.00039091182733786
1117 => 0.00038712140908903
1118 => 0.00039689246068707
1119 => 0.00039680241872643
1120 => 0.00040607857798966
1121 => 0.00042381111053465
1122 => 0.00041856672809617
1123 => 0.0004124680819074
1124 => 0.00041313117384523
1125 => 0.00042040365575293
1126 => 0.00041600654717692
1127 => 0.00041758777807858
1128 => 0.00042040126237058
1129 => 0.00042209870729883
1130 => 0.00041288693764225
1201 => 0.00041073923348543
1202 => 0.00040634578452229
1203 => 0.00040519961569542
1204 => 0.00040877798820357
1205 => 0.00040783521347344
1206 => 0.00039089089438141
1207 => 0.00038912011875899
1208 => 0.00038917442591924
1209 => 0.00038472172642088
1210 => 0.00037793029091555
1211 => 0.00039577777792802
1212 => 0.00039434437494549
1213 => 0.00039276200898937
1214 => 0.00039295583979014
1215 => 0.00040070282899479
1216 => 0.00039620918402376
1217 => 0.00040815627567318
1218 => 0.0004057003127925
1219 => 0.00040318136373114
1220 => 0.00040283316824179
1221 => 0.0004018635877598
1222 => 0.00039853853552205
1223 => 0.0003945233351403
1224 => 0.00039187215205757
1225 => 0.00036148134598953
1226 => 0.00036712170282057
1227 => 0.00037361041921998
1228 => 0.00037585029811916
1229 => 0.00037201883026722
1230 => 0.00039868982522592
1231 => 0.00040356287301297
]
'min_raw' => 0.00016820116946293
'max_raw' => 0.00044186555648282
'avg_raw' => 0.00030503336297288
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000168'
'max' => '$0.000441'
'avg' => '$0.000305'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -6.5215383484004E-6
'max_diff' => -7.9685981539968E-5
'year' => 2027
]
2 => [
'items' => [
101 => 0.00038880209340494
102 => 0.00038604095421893
103 => 0.00039887084505127
104 => 0.00039113285248901
105 => 0.00039461727006599
106 => 0.00038708586513906
107 => 0.00040238909850057
108 => 0.00040227251350228
109 => 0.00039631921008546
110 => 0.00040135090136689
111 => 0.0004004765211829
112 => 0.00039375525628764
113 => 0.00040260217458625
114 => 0.00040260656254735
115 => 0.00039687663744463
116 => 0.00039018533936655
117 => 0.0003889890933116
118 => 0.00038808788260224
119 => 0.00039439562747671
120 => 0.00040005113180735
121 => 0.00041057462324826
122 => 0.00041322047902849
123 => 0.00042354743028334
124 => 0.00041739823362121
125 => 0.0004201240928561
126 => 0.00042308339865191
127 => 0.00042450219867529
128 => 0.0004221903401742
129 => 0.00043823234621569
130 => 0.00043958678303996
131 => 0.0004400409139913
201 => 0.00043463163981344
202 => 0.00043943634133977
203 => 0.00043718838061059
204 => 0.00044303694992643
205 => 0.00044395408027344
206 => 0.00044317730349739
207 => 0.00044346841514544
208 => 0.00042977939299282
209 => 0.00042906954497886
210 => 0.00041939071694002
211 => 0.00042333491090813
212 => 0.00041596142933489
213 => 0.00041829963629704
214 => 0.0004193302956467
215 => 0.00041879193769184
216 => 0.00042355790971727
217 => 0.0004195058598719
218 => 0.00040881183411129
219 => 0.00039811489477052
220 => 0.00039798060341063
221 => 0.00039516428809887
222 => 0.00039312860796234
223 => 0.00039352075217627
224 => 0.00039490271953432
225 => 0.00039304828550721
226 => 0.00039344402302909
227 => 0.00040001590267754
228 => 0.00040133384627254
229 => 0.00039685495898294
301 => 0.00037887158021483
302 => 0.00037445841395724
303 => 0.0003776305103463
304 => 0.0003761144525815
305 => 0.00030355371776273
306 => 0.00032060078609981
307 => 0.00031047199695766
308 => 0.00031513980899754
309 => 0.00030480093812064
310 => 0.00030973518920975
311 => 0.00030882401320359
312 => 0.00033623519463018
313 => 0.00033580720673506
314 => 0.00033601206189184
315 => 0.00032623379151132
316 => 0.00034181084173646
317 => 0.00034948465680997
318 => 0.00034806443787184
319 => 0.00034842187638115
320 => 0.00034227989854073
321 => 0.00033607152966303
322 => 0.00032918549311654
323 => 0.00034197889788008
324 => 0.00034055648966108
325 => 0.00034381898234915
326 => 0.00035211641982976
327 => 0.00035333824901768
328 => 0.00035498039983681
329 => 0.00035439180566441
330 => 0.00036841450679442
331 => 0.00036671626516281
401 => 0.00037080853887752
402 => 0.00036239042136481
403 => 0.00035286452234414
404 => 0.00035467508432287
405 => 0.0003545007126447
406 => 0.00035228076104708
407 => 0.00035027668800549
408 => 0.00034694047103532
409 => 0.00035749675519614
410 => 0.00035706818933725
411 => 0.00036400617243937
412 => 0.00036277981653409
413 => 0.00035458991165849
414 => 0.00035488241571334
415 => 0.00035684964605483
416 => 0.00036365825272819
417 => 0.00036567951075414
418 => 0.00036474318350332
419 => 0.00036695940065483
420 => 0.00036871100832893
421 => 0.00036717937561047
422 => 0.00038886406497636
423 => 0.00037985907010037
424 => 0.00038424804194658
425 => 0.00038529478587057
426 => 0.00038261357331991
427 => 0.00038319503231513
428 => 0.00038407578425479
429 => 0.00038942353756348
430 => 0.0004034575896304
501 => 0.00040967317575781
502 => 0.00042837307329375
503 => 0.00040915705785506
504 => 0.00040801685902271
505 => 0.00041138527525174
506 => 0.00042236409469052
507 => 0.00043126139665757
508 => 0.00043421314501771
509 => 0.00043460326729156
510 => 0.00044014094344369
511 => 0.00044331503614255
512 => 0.00043946852390348
513 => 0.00043620900752749
514 => 0.00042453382445474
515 => 0.00042588525868588
516 => 0.00043519530038558
517 => 0.00044834628264513
518 => 0.00045963119355031
519 => 0.00045567961107017
520 => 0.00048582739601119
521 => 0.00048881642574544
522 => 0.00048840343848306
523 => 0.00049521289304494
524 => 0.00048169751246093
525 => 0.0004759194254131
526 => 0.00043691375196506
527 => 0.00044787275518321
528 => 0.00046380230996049
529 => 0.00046169397365296
530 => 0.00045012550517548
531 => 0.0004596224178296
601 => 0.00045648244151023
602 => 0.00045400581190941
603 => 0.00046535173222906
604 => 0.00045287642677288
605 => 0.00046367785924546
606 => 0.00044982491037287
607 => 0.00045569766156608
608 => 0.0004523640039558
609 => 0.00045452128898736
610 => 0.00044190984477343
611 => 0.00044871467394577
612 => 0.00044162674150766
613 => 0.00044162338090481
614 => 0.00044146691440339
615 => 0.00044980583548412
616 => 0.00045007776740118
617 => 0.00044391529212311
618 => 0.00044302718315959
619 => 0.00044631098747449
620 => 0.00044246651265145
621 => 0.00044426531822432
622 => 0.00044252099663978
623 => 0.00044212831311007
624 => 0.00043899934393572
625 => 0.00043765129798261
626 => 0.00043817990153569
627 => 0.00043637550509523
628 => 0.00043528829097197
629 => 0.00044125064014949
630 => 0.00043806519750442
701 => 0.00044076242537845
702 => 0.0004376885937987
703 => 0.0004270333543386
704 => 0.00042090541344798
705 => 0.00040077865384908
706 => 0.00040648657790416
707 => 0.00041027093745795
708 => 0.000409020206648
709 => 0.00041170726039635
710 => 0.00041187222367315
711 => 0.00041099863510829
712 => 0.00040998713146381
713 => 0.00040949478742934
714 => 0.0004131643164924
715 => 0.00041529460162418
716 => 0.00041065074856738
717 => 0.00040956275877057
718 => 0.00041425795060516
719 => 0.00041712201491193
720 => 0.00043826865657443
721 => 0.00043670204505732
722 => 0.00044063393253329
723 => 0.00044019126234322
724 => 0.00044431250681683
725 => 0.00045104899976331
726 => 0.00043735182605006
727 => 0.00043972918179405
728 => 0.00043914630906679
729 => 0.00044550996066562
730 => 0.0004455298272913
731 => 0.00044171450026982
801 => 0.00044378285094478
802 => 0.00044262835434025
803 => 0.0004447146857442
804 => 0.00043668112200539
805 => 0.00044646513546965
806 => 0.00045201204063598
807 => 0.0004520890594196
808 => 0.00045471824844547
809 => 0.00045738965676813
810 => 0.00046251719241283
811 => 0.00045724665258197
812 => 0.00044776546450297
813 => 0.00044844997565822
814 => 0.00044289115855653
815 => 0.00044298460327629
816 => 0.00044248578803881
817 => 0.00044398277011556
818 => 0.00043700962538863
819 => 0.00043864620851832
820 => 0.00043635498255294
821 => 0.00043972420111627
822 => 0.00043609947889391
823 => 0.00043914602798791
824 => 0.00044046081758218
825 => 0.00044531241949043
826 => 0.00043538289334734
827 => 0.00041513591737176
828 => 0.00041939207719269
829 => 0.0004130968825034
830 => 0.00041367952673939
831 => 0.00041485656082323
901 => 0.00041104140825592
902 => 0.00041176921913649
903 => 0.0004117432166103
904 => 0.00041151914088738
905 => 0.00041052667235644
906 => 0.00040908739663266
907 => 0.0004148210281305
908 => 0.00041579528384912
909 => 0.00041796093362688
910 => 0.0004244044383912
911 => 0.00042376058031694
912 => 0.00042481073954947
913 => 0.00042251824784124
914 => 0.00041378586885471
915 => 0.00041426007904642
916 => 0.00040834667035708
917 => 0.00041780971447154
918 => 0.00041556874071915
919 => 0.0004141239703626
920 => 0.00041372975138511
921 => 0.00042018922835142
922 => 0.00042212200509964
923 => 0.00042091762833398
924 => 0.00041844741645031
925 => 0.00042319095351953
926 => 0.0004244601239255
927 => 0.00042474424437419
928 => 0.00043314888257784
929 => 0.00042521397028589
930 => 0.00042712398254081
1001 => 0.00044202535291663
1002 => 0.00042851186623431
1003 => 0.00043567026151665
1004 => 0.00043531989531807
1005 => 0.00043898188811762
1006 => 0.00043501950502294
1007 => 0.00043506862351027
1008 => 0.0004383202250314
1009 => 0.0004337539371244
1010 => 0.00043262326002278
1011 => 0.00043106123770495
1012 => 0.00043447185629049
1013 => 0.00043651636788351
1014 => 0.00045299362979495
1015 => 0.00046363869244418
1016 => 0.00046317656220022
1017 => 0.00046739956755843
1018 => 0.00046549706496626
1019 => 0.00045935338224132
1020 => 0.00046983989951051
1021 => 0.00046652152667202
1022 => 0.000466795089297
1023 => 0.00046678490728244
1024 => 0.00046899133512284
1025 => 0.00046742787878177
1026 => 0.00046434614584802
1027 => 0.0004663919439879
1028 => 0.00047246723307712
1029 => 0.00049132511682268
1030 => 0.00050187823840043
1031 => 0.00049068980565281
1101 => 0.00049840743674303
1102 => 0.00049377960816203
1103 => 0.00049293859404289
1104 => 0.00049778583669601
1105 => 0.00050264156380572
1106 => 0.00050233227498072
1107 => 0.00049880726644341
1108 => 0.00049681607856447
1109 => 0.0005118940202807
1110 => 0.00052300319089119
1111 => 0.00052224561993238
1112 => 0.0005255892917693
1113 => 0.00053540641569836
1114 => 0.00053630397047823
1115 => 0.00053619089920602
1116 => 0.00053396621603396
1117 => 0.00054363244945675
1118 => 0.00055169619143925
1119 => 0.0005334512661569
1120 => 0.00054039869486081
1121 => 0.00054351761943817
1122 => 0.00054809712606095
1123 => 0.00055582352134801
1124 => 0.0005642164359549
1125 => 0.00056540328610394
1126 => 0.00056456115912718
1127 => 0.00055902580633029
1128 => 0.00056820943364144
1129 => 0.00057358898713775
1130 => 0.00057679238813591
1201 => 0.00058491568007214
1202 => 0.00054353688085455
1203 => 0.00051424691010857
1204 => 0.00050967285822429
1205 => 0.00051897437259669
1206 => 0.00052142710775851
1207 => 0.00052043841329025
1208 => 0.00048746988828802
1209 => 0.00050949928576314
1210 => 0.00053320106516202
1211 => 0.00053411154703727
1212 => 0.00054597715338518
1213 => 0.0005498410811997
1214 => 0.00055939444957035
1215 => 0.00055879688377766
1216 => 0.00056112297694863
1217 => 0.00056058824841094
1218 => 0.00057828385161852
1219 => 0.00059780472977898
1220 => 0.00059712878384087
1221 => 0.00059432242664476
1222 => 0.000598490345636
1223 => 0.00061863798388203
1224 => 0.00061678311221166
1225 => 0.00061858496204183
1226 => 0.00064234016300504
1227 => 0.00067322530339515
1228 => 0.00065887605486654
1229 => 0.00069000979528857
1230 => 0.00070960683455557
1231 => 0.00074349788759617
]
'min_raw' => 0.00030355371776273
'max_raw' => 0.00074349788759617
'avg_raw' => 0.00052352580267945
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0003035'
'max' => '$0.000743'
'avg' => '$0.000523'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0001353525482998
'max_diff' => 0.00030163233111334
'year' => 2028
]
3 => [
'items' => [
101 => 0.00073925456083853
102 => 0.0007524480990832
103 => 0.00073165812033334
104 => 0.00068392012677573
105 => 0.00067636540656154
106 => 0.00069149014774633
107 => 0.00072867284809849
108 => 0.00069031913219025
109 => 0.0006980780389665
110 => 0.00069584347329297
111 => 0.00069572440278452
112 => 0.00070026883979729
113 => 0.00069367689688837
114 => 0.00066682013560957
115 => 0.00067912843103576
116 => 0.00067437560707881
117 => 0.00067964921960554
118 => 0.00070810873140904
119 => 0.00069552610285069
120 => 0.0006822713257942
121 => 0.00069889575769353
122 => 0.00072006437227596
123 => 0.00071873967841905
124 => 0.00071616921865757
125 => 0.00073065876574815
126 => 0.00075459125250284
127 => 0.00076106010750412
128 => 0.00076583528401614
129 => 0.00076649370017988
130 => 0.00077327579586976
131 => 0.00073680675803709
201 => 0.00079468405766885
202 => 0.00080467786848712
203 => 0.00080279944625431
204 => 0.00081390714637497
205 => 0.00081063897922431
206 => 0.00080590391778273
207 => 0.00082351198514955
208 => 0.00080332575681126
209 => 0.00077467394706054
210 => 0.00075895499756275
211 => 0.00077965497827293
212 => 0.00079229573416285
213 => 0.00080065046970302
214 => 0.00080317860762941
215 => 0.00073963774563
216 => 0.00070539274515008
217 => 0.00072734339783798
218 => 0.00075412470907034
219 => 0.00073665798650097
220 => 0.00073734264895681
221 => 0.00071243969274683
222 => 0.00075632806811809
223 => 0.00074993390098584
224 => 0.00078310685137906
225 => 0.00077518986053816
226 => 0.00080224111381732
227 => 0.00079511761224269
228 => 0.00082468686900934
301 => 0.00083648284608923
302 => 0.00085629012750359
303 => 0.00087086044434213
304 => 0.00087941641307548
305 => 0.00087890274480536
306 => 0.00091280575549355
307 => 0.0008928143345717
308 => 0.0008677003982777
309 => 0.0008672461664036
310 => 0.00088025302987749
311 => 0.00090751184746003
312 => 0.00091457966225952
313 => 0.0009185296065234
314 => 0.00091248012938471
315 => 0.00089078087477209
316 => 0.00088141124664807
317 => 0.00088939444127399
318 => 0.00087963168025022
319 => 0.00089648494472418
320 => 0.00091962807650998
321 => 0.00091484911131407
322 => 0.00093082447546148
323 => 0.00094735729669672
324 => 0.00097099997359858
325 => 0.00097718104482652
326 => 0.00098739812052121
327 => 0.00099791484754558
328 => 0.0010012925368321
329 => 0.0010077415937154
330 => 0.0010077076040023
331 => 0.0010271422709918
401 => 0.0010485793105228
402 => 0.0010566712966771
403 => 0.0010752783726443
404 => 0.0010434144071202
405 => 0.0010675835909971
406 => 0.001089384799848
407 => 0.0010633924998976
408 => 0.00109921682995
409 => 0.0011006078075062
410 => 0.0011216099171611
411 => 0.0011003202555085
412 => 0.0010876785223783
413 => 0.0011241747322458
414 => 0.0011418340985809
415 => 0.0011365149537241
416 => 0.0010960359987252
417 => 0.0010724755106917
418 => 0.0010108131690295
419 => 0.0010838548763433
420 => 0.0011194313613201
421 => 0.0010959438642237
422 => 0.001107789591573
423 => 0.0011724160390007
424 => 0.0011970216059286
425 => 0.0011919038200135
426 => 0.0011927686415872
427 => 0.0012060453588789
428 => 0.0012649216349719
429 => 0.0012296416055956
430 => 0.0012566118661363
501 => 0.0012709167950785
502 => 0.0012842040103025
503 => 0.00125157480918
504 => 0.0012091246979378
505 => 0.0011956789657729
506 => 0.0010936084955255
507 => 0.0010882952842795
508 => 0.0010853128178003
509 => 0.0010665087885276
510 => 0.0010517339723764
511 => 0.0010399844900192
512 => 0.0010091503396214
513 => 0.0010195559602346
514 => 0.0009704127600879
515 => 0.0010018528380137
516 => 0.00092341910397544
517 => 0.00098874104835351
518 => 0.00095318928385289
519 => 0.00097706133755341
520 => 0.00097697805020693
521 => 0.00093302203070275
522 => 0.00090766911599146
523 => 0.00092382497999569
524 => 0.00094114534866232
525 => 0.00094395552020576
526 => 0.00096641183028991
527 => 0.00097267890373763
528 => 0.00095368937860937
529 => 0.00092179373917313
530 => 0.00092920236875208
531 => 0.0009075189803495
601 => 0.00086951967621347
602 => 0.00089681143984817
603 => 0.0009061300478872
604 => 0.00091024567606662
605 => 0.0008728777246984
606 => 0.00086113590308081
607 => 0.00085488465577503
608 => 0.00091697000589813
609 => 0.00092037118152762
610 => 0.00090297028612935
611 => 0.00098162398335016
612 => 0.00096382222927091
613 => 0.00098371115011308
614 => 0.00092853011327137
615 => 0.00093063810318985
616 => 0.00090451451603364
617 => 0.00091914197926239
618 => 0.00090880375971746
619 => 0.00091796022478492
620 => 0.00092344857219283
621 => 0.00094956787272544
622 => 0.00098903928880958
623 => 0.00094566652022778
624 => 0.00092676838384721
625 => 0.00093849268137056
626 => 0.00096971603068512
627 => 0.0010170210031905
628 => 0.00098901550736603
629 => 0.0010014438708488
630 => 0.0010041589153703
701 => 0.00098350869956918
702 => 0.0010177824061023
703 => 0.0010361499638724
704 => 0.0010549912775141
705 => 0.0010713506622275
706 => 0.0010474656425163
707 => 0.0010730260373904
708 => 0.0010524288711389
709 => 0.0010339510837154
710 => 0.0010339791068917
711 => 0.0010223877209235
712 => 0.00099992795000159
713 => 0.00099578602364888
714 => 0.0010173328476033
715 => 0.0010346113599229
716 => 0.0010360345009561
717 => 0.0010456007731782
718 => 0.0010512619945389
719 => 0.0011067496599304
720 => 0.0011290672579689
721 => 0.0011563567943998
722 => 0.0011669876067937
723 => 0.001198982540742
724 => 0.0011731440330773
725 => 0.0011675537094122
726 => 0.0010899444651166
727 => 0.0011026529745223
728 => 0.0011230005242695
729 => 0.0010902799887175
730 => 0.0011110336372961
731 => 0.0011151308471479
801 => 0.0010891681574401
802 => 0.0011030359517946
803 => 0.0010662072015034
804 => 0.00098984205492457
805 => 0.0010178674223405
806 => 0.0010385035259954
807 => 0.0010090532616667
808 => 0.0010618417205932
809 => 0.0010310037926633
810 => 0.0010212296499911
811 => 0.0009830972346935
812 => 0.0010010942668627
813 => 0.0010254355105643
814 => 0.00101039545193
815 => 0.0010416058318722
816 => 0.0010858080533747
817 => 0.0011173091887052
818 => 0.0011197274547247
819 => 0.0010994743351194
820 => 0.0011319300885406
821 => 0.0011321664932716
822 => 0.0010955562708268
823 => 0.0010731327134259
824 => 0.0010680380340048
825 => 0.0010807655420693
826 => 0.0010962190864873
827 => 0.0011205850188887
828 => 0.00113530884153
829 => 0.0011737007620664
830 => 0.0011840885149809
831 => 0.001195501506064
901 => 0.0012107527817872
902 => 0.0012290658486397
903 => 0.0011889979009299
904 => 0.0011905898751884
905 => 0.0011532791570595
906 => 0.0011134073038405
907 => 0.0011436650703371
908 => 0.0011832230750093
909 => 0.0011741484250297
910 => 0.0011731273415288
911 => 0.0011748445207525
912 => 0.0011680025310183
913 => 0.0011370564650265
914 => 0.001121515544418
915 => 0.0011415672969146
916 => 0.0011522239109657
917 => 0.0011687513900046
918 => 0.0011667140293603
919 => 0.0012092870404428
920 => 0.0012258296252084
921 => 0.0012215973241282
922 => 0.001222376169383
923 => 0.0012523257289243
924 => 0.0012856357987309
925 => 0.0013168350747556
926 => 0.0013485723183681
927 => 0.0013103118324676
928 => 0.001290885517306
929 => 0.0013109285158347
930 => 0.0013002934186897
1001 => 0.0013614058414595
1002 => 0.0013656371330183
1003 => 0.0014267451366643
1004 => 0.0014847439087301
1005 => 0.0014483159191515
1006 => 0.0014826658725714
1007 => 0.0015198181477878
1008 => 0.0015914909144197
1009 => 0.0015673540480964
1010 => 0.0015488655867657
1011 => 0.0015313940801438
1012 => 0.0015677495119005
1013 => 0.0016145201940632
1014 => 0.0016245941510371
1015 => 0.0016409178098824
1016 => 0.0016237554785686
1017 => 0.0016444256162673
1018 => 0.0017174002852627
1019 => 0.001697681885535
1020 => 0.0016696785880306
1021 => 0.0017272850806407
1022 => 0.0017481326463768
1023 => 0.0018944517806673
1024 => 0.002079185731851
1025 => 0.0020027046630324
1026 => 0.001955230395588
1027 => 0.0019663879745422
1028 => 0.0020338465598756
1029 => 0.0020555121164562
1030 => 0.0019966176651048
1031 => 0.0020174201809702
1101 => 0.0021320440886467
1102 => 0.0021935361375398
1103 => 0.0021100216756589
1104 => 0.0018796085875611
1105 => 0.001667157197481
1106 => 0.001723508872941
1107 => 0.00171712034174
1108 => 0.0018402694309146
1109 => 0.0016972116082228
1110 => 0.0016996203350647
1111 => 0.0018253160169863
1112 => 0.0017917825640191
1113 => 0.0017374626648525
1114 => 0.0016675537928589
1115 => 0.0015383207771909
1116 => 0.0014238554912845
1117 => 0.001648348276728
1118 => 0.001638667739606
1119 => 0.0016246488872782
1120 => 0.0016558463261355
1121 => 0.0018073322336792
1122 => 0.0018038399931983
1123 => 0.0017816241410154
1124 => 0.0017984746690946
1125 => 0.0017345086858091
1126 => 0.0017509941761801
1127 => 0.0016671235440954
1128 => 0.0017050365725447
1129 => 0.0017373461187452
1130 => 0.0017438327384959
1201 => 0.0017584474240094
1202 => 0.0016335665364297
1203 => 0.0016896343886428
1204 => 0.0017225689989706
1205 => 0.001573769231338
1206 => 0.0017196277059923
1207 => 0.0016313926380119
1208 => 0.0016014443306931
1209 => 0.0016417657811084
1210 => 0.0016260524726676
1211 => 0.0016125430927867
1212 => 0.0016050046266926
1213 => 0.0016346122497615
1214 => 0.0016332310187565
1215 => 0.0015847872008238
1216 => 0.0015215942151532
1217 => 0.0015428038553833
1218 => 0.0015350981942463
1219 => 0.0015071718842356
1220 => 0.0015259908453473
1221 => 0.0014431216646698
1222 => 0.0013005495464794
1223 => 0.001394737054858
1224 => 0.0013911109382418
1225 => 0.0013892824858125
1226 => 0.0014600617952076
1227 => 0.0014532579977658
1228 => 0.0014409090387858
1229 => 0.0015069450859198
1230 => 0.0014828410404057
1231 => 0.0015571240290527
]
'min_raw' => 0.00066682013560957
'max_raw' => 0.0021935361375398
'avg_raw' => 0.0014301781365747
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000666'
'max' => '$0.002193'
'avg' => '$0.00143'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00036326641784684
'max_diff' => 0.0014500382499437
'year' => 2029
]
4 => [
'items' => [
101 => 0.0016060516096981
102 => 0.001593641992605
103 => 0.0016396586186895
104 => 0.0015432924826568
105 => 0.0015753014475085
106 => 0.001581898450802
107 => 0.0015061302113487
108 => 0.0014543711831712
109 => 0.0014509194460879
110 => 0.0013611764240617
111 => 0.0014091164220477
112 => 0.0014513016363835
113 => 0.0014310981924216
114 => 0.0014247023856239
115 => 0.0014573771754718
116 => 0.0014599162864837
117 => 0.0014020242863309
118 => 0.0014140618663639
119 => 0.0014642605761825
120 => 0.0014127969876731
121 => 0.0013128116417287
122 => 0.0012880138935289
123 => 0.0012847054168059
124 => 0.0012174519569539
125 => 0.0012896709976387
126 => 0.0012581454510298
127 => 0.0013577342750332
128 => 0.001300849672868
129 => 0.0012983974913625
130 => 0.0012946906593601
131 => 0.0012368028282601
201 => 0.0012494765843074
202 => 0.0012916060796762
203 => 0.0013066383582466
204 => 0.0013050703684359
205 => 0.0012913996221653
206 => 0.0012976580198024
207 => 0.0012774975404429
208 => 0.001270378455577
209 => 0.0012479086654816
210 => 0.0012148842814792
211 => 0.0012194765246251
212 => 0.0011540465786163
213 => 0.0011183968714007
214 => 0.001108529502299
215 => 0.0010953344439505
216 => 0.0011100199192502
217 => 0.0011538612238001
218 => 0.0011009793090613
219 => 0.0010103169754765
220 => 0.0010157659362061
221 => 0.0010280081331544
222 => 0.0010051948801314
223 => 0.00098360405071638
224 => 0.0010023755251734
225 => 0.00096396069925311
226 => 0.0010326503813378
227 => 0.0010307925179381
228 => 0.0010563957836778
301 => 0.0010724060311768
302 => 0.0010355075940708
303 => 0.0010262277369227
304 => 0.0010315139653003
305 => 0.00094414438543803
306 => 0.0010492558250292
307 => 0.0010501648331236
308 => 0.0010423813539443
309 => 0.0010983499505749
310 => 0.0012164611465087
311 => 0.0011720229635866
312 => 0.0011548151560079
313 => 0.0011221031012221
314 => 0.0011656899719746
315 => 0.0011623431803619
316 => 0.0011472077194563
317 => 0.0011380537454751
318 => 0.0011549202232116
319 => 0.0011359638022305
320 => 0.0011325587081347
321 => 0.0011119275426928
322 => 0.0011045631552883
323 => 0.0010991108560388
324 => 0.0010931084102968
325 => 0.0011063483098872
326 => 0.0010763449555615
327 => 0.0010401638515097
328 => 0.0010371557841928
329 => 0.0010454613225268
330 => 0.0010417867400886
331 => 0.0010371381917058
401 => 0.0010282628468861
402 => 0.0010256297216699
403 => 0.001034186101212
404 => 0.0010245264475769
405 => 0.001038779792704
406 => 0.001034903671503
407 => 0.0010132519735625
408 => 0.00098626594144334
409 => 0.00098602570915236
410 => 0.00098021161279826
411 => 0.00097280648693606
412 => 0.00097074655032753
413 => 0.0010007946439525
414 => 0.0010629932984925
415 => 0.0010507822143186
416 => 0.0010596059740765
417 => 0.0011030101388891
418 => 0.0011168070176743
419 => 0.0011070143199095
420 => 0.0010936094712219
421 => 0.0010941992165334
422 => 0.0011400076424227
423 => 0.0011428646577557
424 => 0.001150083413794
425 => 0.0011593615553234
426 => 0.0011085944275318
427 => 0.0010918080893798
428 => 0.0010838537910928
429 => 0.0010593576310697
430 => 0.0010857746395126
501 => 0.001070382579982
502 => 0.0010724594946803
503 => 0.0010711069012584
504 => 0.0010718455087287
505 => 0.0010326311811718
506 => 0.0010469188210892
507 => 0.0010231628485932
508 => 0.00099135626815417
509 => 0.00099124964134371
510 => 0.00099903425684582
511 => 0.00099440366293313
512 => 0.00098194285377755
513 => 0.00098371285290474
514 => 0.00096820579806995
515 => 0.00098559569012597
516 => 0.00098609437000612
517 => 0.00097939831433072
518 => 0.0010061898423857
519 => 0.0010171663532896
520 => 0.0010127588660007
521 => 0.001016857112232
522 => 0.0010512896399958
523 => 0.0010569036444178
524 => 0.0010593970143418
525 => 0.0010560562289519
526 => 0.0010174864756308
527 => 0.0010191972082019
528 => 0.0010066449876844
529 => 0.00099603968406759
530 => 0.00099646384059477
531 => 0.0010019163452468
601 => 0.0010257277528473
602 => 0.0010758374563834
603 => 0.0010777390830029
604 => 0.0010800439099401
605 => 0.0010706690204734
606 => 0.0010678414641046
607 => 0.0010715717408093
608 => 0.0010903903108144
609 => 0.0011387967820595
610 => 0.001121686702162
611 => 0.001107775940871
612 => 0.0011199794288375
613 => 0.0011181007975191
614 => 0.0011022432586046
615 => 0.0011017981903025
616 => 0.0010713625031636
617 => 0.0010601111226155
618 => 0.0010507086268782
619 => 0.0010404413469915
620 => 0.0010343545593123
621 => 0.001043706631583
622 => 0.0010458455611618
623 => 0.0010253970916955
624 => 0.001022610040867
625 => 0.001039308702444
626 => 0.0010319602440728
627 => 0.0010395183157406
628 => 0.0010412718531995
629 => 0.0010409894932812
630 => 0.0010333168587766
701 => 0.0010382071672086
702 => 0.0010266401298958
703 => 0.001014062714131
704 => 0.0010060391064738
705 => 0.0009990374446157
706 => 0.0010029223735535
707 => 0.00098907331125017
708 => 0.00098464271749277
709 => 0.0010365504407472
710 => 0.0010748952340174
711 => 0.001074337685537
712 => 0.0010709437525527
713 => 0.0010659010565721
714 => 0.0010900214061944
715 => 0.0010816183586876
716 => 0.0010877322778469
717 => 0.0010892885268733
718 => 0.0010939988239641
719 => 0.0010956823503103
720 => 0.0010905935644078
721 => 0.001073514977376
722 => 0.0010309567622763
723 => 0.0010111457982636
724 => 0.0010046078501617
725 => 0.0010048454921579
726 => 0.00099829026502288
727 => 0.0010002210731988
728 => 0.00099761880873504
729 => 0.00099269074939604
730 => 0.0010026180797763
731 => 0.0010037621121231
801 => 0.0010014449545896
802 => 0.0010019907290711
803 => 0.00098280565436455
804 => 0.00098426425392669
805 => 0.0009761425862148
806 => 0.00097461987142699
807 => 0.00095408900268584
808 => 0.00091771559271389
809 => 0.00093786999269069
810 => 0.00091352631165621
811 => 0.00090430699078149
812 => 0.00094794982190385
813 => 0.00094356929212287
814 => 0.00093607172930836
815 => 0.00092498127127669
816 => 0.00092086771251171
817 => 0.00089587503165011
818 => 0.00089439833073404
819 => 0.0009067853782282
820 => 0.00090106918202192
821 => 0.00089304147765552
822 => 0.00086396594619576
823 => 0.00083127542225735
824 => 0.00083226214368975
825 => 0.00084266039112573
826 => 0.00087289469794058
827 => 0.0008610816312092
828 => 0.00085251111575626
829 => 0.00085090611584068
830 => 0.00087099605007917
831 => 0.00089942751599798
901 => 0.00091276692368889
902 => 0.00089954797579103
903 => 0.00088436276020467
904 => 0.0008852870139159
905 => 0.00089143565978374
906 => 0.00089208179552728
907 => 0.00088219778124595
908 => 0.0008849800733702
909 => 0.00088075351721534
910 => 0.00085481514989457
911 => 0.00085434600708118
912 => 0.00084798031342799
913 => 0.00084778756275406
914 => 0.00083695792985328
915 => 0.00083544278934874
916 => 0.00081393989591251
917 => 0.000828093165489
918 => 0.0008185998953371
919 => 0.00080429129798214
920 => 0.00080182449040491
921 => 0.00080175033519038
922 => 0.0008164420653301
923 => 0.00082792148406837
924 => 0.00081876503483581
925 => 0.00081668028883587
926 => 0.00083893992197497
927 => 0.00083610718075696
928 => 0.00083365404513138
929 => 0.000896881790064
930 => 0.00084683209622737
1001 => 0.00082500757297795
1002 => 0.00079799558109223
1003 => 0.0008067908218565
1004 => 0.00080864410831451
1005 => 0.00074368513710686
1006 => 0.00071733129057805
1007 => 0.00070828764357311
1008 => 0.00070308289686337
1009 => 0.00070545476529609
1010 => 0.00068173321242227
1011 => 0.00069767448827175
1012 => 0.00067713362861597
1013 => 0.00067368988664894
1014 => 0.0007104194882377
1015 => 0.00071553019772756
1016 => 0.00069372632327085
1017 => 0.00070772794039869
1018 => 0.0007026507593911
1019 => 0.00067748574269893
1020 => 0.00067652462416262
1021 => 0.00066389770337959
1022 => 0.00064413901740782
1023 => 0.00063510876772239
1024 => 0.000630405735282
1025 => 0.00063234629812718
1026 => 0.00063136509017046
1027 => 0.00062496204453818
1028 => 0.00063173210525096
1029 => 0.00061443739771203
1030 => 0.0006075505058171
1031 => 0.00060443985652284
1101 => 0.00058908980813582
1102 => 0.00061351856131707
1103 => 0.00061833133343911
1104 => 0.00062315358820896
1105 => 0.00066512802368736
1106 => 0.00066303109950938
1107 => 0.0006819862728348
1108 => 0.00068124970965571
1109 => 0.00067584338716985
1110 => 0.00065303500189888
1111 => 0.00066212601774751
1112 => 0.00063414528402297
1113 => 0.00065511035223435
1114 => 0.00064554277062486
1115 => 0.00065187554326806
1116 => 0.00064048864705249
1117 => 0.00064679062557161
1118 => 0.00061947262025131
1119 => 0.00059396345125793
1120 => 0.00060422908551993
1121 => 0.00061538900398041
1122 => 0.00063958655069706
1123 => 0.00062517469149805
1124 => 0.00063035774103874
1125 => 0.00061299539270943
1126 => 0.00057717190879644
1127 => 0.00057737466582497
1128 => 0.00057186400328197
1129 => 0.00056710198627492
1130 => 0.00062683006689315
1201 => 0.00061940193590704
1202 => 0.00060756618135044
1203 => 0.00062340880915864
1204 => 0.00062759785140745
1205 => 0.00062771710755117
1206 => 0.00063927547984263
1207 => 0.00064544418520653
1208 => 0.00064653144626362
1209 => 0.00066471879479939
1210 => 0.00067081495413166
1211 => 0.00069592417166049
1212 => 0.00064492081365475
1213 => 0.00064387043306032
1214 => 0.00062363174742108
1215 => 0.00061079605302771
1216 => 0.00062451061839761
1217 => 0.00063665985109047
1218 => 0.0006240092579467
1219 => 0.00062566115834268
1220 => 0.00060867877063861
1221 => 0.0006147491751472
1222 => 0.0006199778252818
1223 => 0.00061709087200332
1224 => 0.00061276896321533
1225 => 0.00063566375255768
1226 => 0.00063437193881758
1227 => 0.00065569209300211
1228 => 0.0006723126778078
1229 => 0.00070209973706451
1230 => 0.00067101538789561
1231 => 0.0006698825506628
]
'min_raw' => 0.00056710198627492
'max_raw' => 0.0016396586186895
'avg_raw' => 0.0011033803024822
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.000567'
'max' => '$0.001639'
'avg' => '$0.0011033'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -9.9718149334649E-5
'max_diff' => -0.00055387751885034
'year' => 2030
]
5 => [
'items' => [
101 => 0.00068095621632635
102 => 0.00067081325881114
103 => 0.00067722325783776
104 => 0.00070106698712312
105 => 0.00070157076755047
106 => 0.00069313179630805
107 => 0.00069261828414101
108 => 0.00069423908088035
109 => 0.00070373213800731
110 => 0.00070041497215497
111 => 0.00070425368045966
112 => 0.00070905404397506
113 => 0.00072891038278673
114 => 0.00073369767885091
115 => 0.00072206703134339
116 => 0.00072311714859048
117 => 0.00071876696715425
118 => 0.00071456474639447
119 => 0.0007240107249774
120 => 0.00074127343649887
121 => 0.00074116604606643
122 => 0.00074517065960025
123 => 0.00074766550065581
124 => 0.00073695581651008
125 => 0.0007299842059372
126 => 0.00073265756504595
127 => 0.00073693232447902
128 => 0.00073127131817557
129 => 0.00069632896483748
130 => 0.00070692824271408
131 => 0.0007051640045972
201 => 0.00070265151498009
202 => 0.00071330917084681
203 => 0.00071228121393894
204 => 0.00068148991361098
205 => 0.00068346107275584
206 => 0.00068160978632726
207 => 0.00068759167151558
208 => 0.0006704902173801
209 => 0.00067575050949212
210 => 0.00067904971539261
211 => 0.00068099297301369
212 => 0.00068801335204525
213 => 0.00068718959159481
214 => 0.00068796214593904
215 => 0.0006983715147315
216 => 0.00075101853001977
217 => 0.00075388399090282
218 => 0.00073977341352161
219 => 0.00074541031086657
220 => 0.00073458870061818
221 => 0.00074185332007641
222 => 0.00074682358820841
223 => 0.00072436390224752
224 => 0.00072303398540707
225 => 0.00071216771052373
226 => 0.00071800663114877
227 => 0.00070871648860108
228 => 0.00071099596462689
301 => 0.00070462235093757
302 => 0.00071609358660452
303 => 0.00072892021052998
304 => 0.00073216072227227
305 => 0.00072363633100631
306 => 0.00071746410994499
307 => 0.00070662772301733
308 => 0.00072464887598266
309 => 0.00072991881029441
310 => 0.0007246211952612
311 => 0.00072339362210283
312 => 0.0007210673731859
313 => 0.00072388714680745
314 => 0.00072989010910037
315 => 0.00072705922294034
316 => 0.00072892907312284
317 => 0.00072180313240829
318 => 0.00073695936186116
319 => 0.00076103110177757
320 => 0.00076110849635753
321 => 0.00075827759493796
322 => 0.0007571192510697
323 => 0.00076002392771964
324 => 0.00076159959564615
325 => 0.00077099278730545
326 => 0.00078107205619715
327 => 0.00082810760618514
328 => 0.0008149002119643
329 => 0.00085663295007104
330 => 0.00088963812759564
331 => 0.00089953493719377
401 => 0.00089043033804436
402 => 0.00085928399617502
403 => 0.00085775580805144
404 => 0.00090430159245059
405 => 0.00089115027642585
406 => 0.00088958596923185
407 => 0.00087294438362638
408 => 0.00088278162181968
409 => 0.00088063007352323
410 => 0.00087723374927993
411 => 0.00089600251448481
412 => 0.00093113596744911
413 => 0.00092566008932519
414 => 0.00092157260032436
415 => 0.00090366241337287
416 => 0.00091444834630275
417 => 0.00091060768217735
418 => 0.00092710961260571
419 => 0.00091733423458247
420 => 0.00089105064227228
421 => 0.00089523639097953
422 => 0.00089460372348299
423 => 0.00090762397573055
424 => 0.00090371561918836
425 => 0.00089384055414125
426 => 0.00093101588512637
427 => 0.00092860192591225
428 => 0.00093202436816997
429 => 0.00093353103309436
430 => 0.0009561590019622
501 => 0.00096542895679311
502 => 0.00096753339883312
503 => 0.00097633913895845
504 => 0.00096731430399696
505 => 0.0010034200784412
506 => 0.0010274283116163
507 => 0.0010553151099015
508 => 0.001096065217461
509 => 0.0011113876348629
510 => 0.0011086197773049
511 => 0.0011395160437819
512 => 0.0011950359478558
513 => 0.001119841937293
514 => 0.0011990214130009
515 => 0.0011739541051628
516 => 0.0011145199692202
517 => 0.001110693111548
518 => 0.0011509425984528
519 => 0.0012402120865381
520 => 0.0012178510922589
521 => 0.0012402486611141
522 => 0.0012141207073275
523 => 0.0012128232341984
524 => 0.0012389796847174
525 => 0.001300095657069
526 => 0.0012710617495027
527 => 0.0012294345236002
528 => 0.0012601714194152
529 => 0.0012335442756949
530 => 0.0011735458684246
531 => 0.001217833993228
601 => 0.0011882197854251
602 => 0.0011968627856399
603 => 0.0012591074456605
604 => 0.0012516180034878
605 => 0.0012613100351629
606 => 0.0012442038529411
607 => 0.0012282239813485
608 => 0.0011983963643403
609 => 0.0011895658774278
610 => 0.0011920063063228
611 => 0.0011895646680725
612 => 0.0011728763904863
613 => 0.0011692725585305
614 => 0.0011632660140499
615 => 0.0011651276933461
616 => 0.0011538336324461
617 => 0.0011751478588365
618 => 0.0011791039670749
619 => 0.0011946146835828
620 => 0.0011962250576255
621 => 0.0012394221823189
622 => 0.0012156299319359
623 => 0.0012315918276169
624 => 0.001230164045428
625 => 0.0011158080871662
626 => 0.0011315653292435
627 => 0.0011560786530208
628 => 0.0011450354338862
629 => 0.0011294229057451
630 => 0.0011168149521803
701 => 0.0010977126133003
702 => 0.001124598788446
703 => 0.0011599512497367
704 => 0.0011971216543843
705 => 0.001241779460067
706 => 0.0012318123577128
707 => 0.0011962868077703
708 => 0.0011978804579893
709 => 0.0012077317765649
710 => 0.0011949734239229
711 => 0.0011912107366561
712 => 0.0012072148411144
713 => 0.0012073250525861
714 => 0.0011926450259731
715 => 0.0011763308628092
716 => 0.0011762625058699
717 => 0.001173359558111
718 => 0.0012146371352849
719 => 0.0012373356290968
720 => 0.0012399379748319
721 => 0.0012371604704944
722 => 0.0012382294216787
723 => 0.0012250216682568
724 => 0.0012552106759417
725 => 0.0012829150947769
726 => 0.0012754897187105
727 => 0.0012643580244075
728 => 0.0012554910937202
729 => 0.0012734009516357
730 => 0.0012726034538554
731 => 0.0012826731208472
801 => 0.0012822163025872
802 => 0.0012788302523172
803 => 0.001275489839637
804 => 0.0012887341983309
805 => 0.001284920035725
806 => 0.001281099948671
807 => 0.0012734381792582
808 => 0.0012744795409699
809 => 0.0012633497687109
810 => 0.0012582006268002
811 => 0.0011807698869818
812 => 0.0011600778631799
813 => 0.0011665879950929
814 => 0.0011687312995542
815 => 0.0011597261042781
816 => 0.0011726372410592
817 => 0.0011706250540681
818 => 0.0011784532965603
819 => 0.001173562550514
820 => 0.0011737632684377
821 => 0.001188145909743
822 => 0.001192321251702
823 => 0.0011901976390825
824 => 0.001191684944568
825 => 0.0012259592717297
826 => 0.0012210865584386
827 => 0.0012184980266194
828 => 0.0012192150676237
829 => 0.0012279728930633
830 => 0.0012304246060269
831 => 0.0012200365259215
901 => 0.001224935604552
902 => 0.001245795259575
903 => 0.0012530949582788
904 => 0.0012763920924873
905 => 0.001266495055802
906 => 0.0012846614949715
907 => 0.0013404989355833
908 => 0.001385105746801
909 => 0.0013440834797508
910 => 0.0014259982079089
911 => 0.0014897805737498
912 => 0.0014873325003138
913 => 0.0014762105695167
914 => 0.0014035960417487
915 => 0.001336775070675
916 => 0.0013926736503464
917 => 0.0013928161473217
918 => 0.0013880144097539
919 => 0.001358191230114
920 => 0.0013869766277479
921 => 0.0013892615080789
922 => 0.0013879825826923
923 => 0.0013651172207865
924 => 0.0013302060393816
925 => 0.0013370276006626
926 => 0.0013482014571969
927 => 0.0013270470156668
928 => 0.0013202868898051
929 => 0.0013328552499485
930 => 0.0013733531250524
1001 => 0.0013656972363522
1002 => 0.0013654973101584
1003 => 0.0013982524486198
1004 => 0.0013748068384827
1005 => 0.001337113642396
1006 => 0.0013275956132719
1007 => 0.0012938130219941
1008 => 0.0013171467781192
1009 => 0.0013179865184618
1010 => 0.0013052068586973
1011 => 0.0013381506413532
1012 => 0.0013378470585963
1013 => 0.0013691222771931
1014 => 0.0014289087487144
1015 => 0.001411226947172
1016 => 0.0013906649357526
1017 => 0.0013929005965167
1018 => 0.0014174202770169
1019 => 0.0014025951184566
1020 => 0.0014079263488396
1021 => 0.0014174122075612
1022 => 0.0014231352616486
1023 => 0.0013920771371063
1024 => 0.0013848360025936
1025 => 0.0013700231826736
1026 => 0.0013661587944509
1027 => 0.0013782235271961
1028 => 0.001375044896371
1029 => 0.0013179159415376
1030 => 0.0013119456478951
1031 => 0.0013121287482775
1101 => 0.0012971161610412
1102 => 0.0012742183620721
1103 => 0.0013343924106063
1104 => 0.0013295595923738
1105 => 0.0013242245350754
1106 => 0.0013248780491531
1107 => 0.0013509975641341
1108 => 0.001335846926378
1109 => 0.0013761273799933
1110 => 0.0013678469296712
1111 => 0.0013593541170434
1112 => 0.0013581801516409
1113 => 0.0013549111433519
1114 => 0.0013437004975846
1115 => 0.0013301629691652
1116 => 0.0013212243203021
1117 => 0.0012187595958253
1118 => 0.0012377764526783
1119 => 0.0012596536130467
1120 => 0.0012672055211386
1121 => 0.0012542874597712
1122 => 0.0013442105813839
1123 => 0.0013606404022233
1124 => 0.00131087340321
1125 => 0.0013015640296679
1126 => 0.0013448209023635
1127 => 0.0013187317201904
1128 => 0.0013304796773255
1129 => 0.0013050870197884
1130 => 0.0013566829395044
1201 => 0.0013562898650429
1202 => 0.0013362178869267
1203 => 0.0013531825853836
1204 => 0.001350234551546
1205 => 0.0013275733376879
1206 => 0.0013574013404038
1207 => 0.001357416134721
1208 => 0.0013380972921865
1209 => 0.0013155371135448
1210 => 0.0013115038864513
1211 => 0.0013084653916241
1212 => 0.0013297323938611
1213 => 0.0013488003215666
1214 => 0.0013842810076863
1215 => 0.0013932016951771
1216 => 0.0014280197323375
1217 => 0.001407287286468
1218 => 0.0014164777111918
1219 => 0.0014264552172945
1220 => 0.0014312388006308
1221 => 0.0014234442082856
1222 => 0.0014775309516716
1223 => 0.0014820975299883
1224 => 0.0014836286641972
1225 => 0.0014653909186431
1226 => 0.0014815903052926
1227 => 0.0014740111487466
1228 => 0.001493730008529
1229 => 0.001496822177526
1230 => 0.0014942032203927
1231 => 0.0014951847236389
]
'min_raw' => 0.0006704902173801
'max_raw' => 0.001496822177526
'avg_raw' => 0.001083656197453
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00067'
'max' => '$0.001496'
'avg' => '$0.001083'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00010338823110518
'max_diff' => -0.00014283644116351
'year' => 2031
]
6 => [
'items' => [
101 => 0.0014490312297143
102 => 0.0014466379275752
103 => 0.0014140050830881
104 => 0.0014273032084264
105 => 0.0014024430005022
106 => 0.0014103264285235
107 => 0.0014138013684792
108 => 0.0014119862570474
109 => 0.0014280550644807
110 => 0.0014143932955219
111 => 0.001378337641037
112 => 0.0013422721632131
113 => 0.0013418193905173
114 => 0.0013323239868149
115 => 0.0013254605491079
116 => 0.0013267826907038
117 => 0.0013314420901374
118 => 0.0013251897363425
119 => 0.001326523993027
120 => 0.0013486815440958
121 => 0.0013531250829422
122 => 0.0013380242017394
123 => 0.0012773919846633
124 => 0.0012625126865084
125 => 0.0012732076309528
126 => 0.001268096136351
127 => 0.0010234525528808
128 => 0.0010809279339676
129 => 0.0010467780142054
130 => 0.0010625158683941
131 => 0.0010276576433957
201 => 0.001044293815441
202 => 0.00104122172192
203 => 0.0011336404338873
204 => 0.0011321974428177
205 => 0.0011328881262813
206 => 0.0010999200049964
207 => 0.0011524391173854
208 => 0.0011783119206744
209 => 0.0011735235533679
210 => 0.0011747286822576
211 => 0.0011540205751495
212 => 0.0011330886260238
213 => 0.0011098718730396
214 => 0.0011530057304069
215 => 0.0011482099817871
216 => 0.0011592097036649
217 => 0.0011871850934394
218 => 0.0011913045758519
219 => 0.0011968412019899
220 => 0.0011948567156433
221 => 0.0012421352315368
222 => 0.0012364094913084
223 => 0.001250206877851
224 => 0.0012218246069227
225 => 0.0011897073732975
226 => 0.0011958118094182
227 => 0.001195223903131
228 => 0.0011877391813275
229 => 0.0011809823091479
301 => 0.0011697340207058
302 => 0.0012053252697702
303 => 0.0012038803300554
304 => 0.0012272722244787
305 => 0.0012231374799227
306 => 0.0011955246438337
307 => 0.0011965108416766
308 => 0.0012031434961205
309 => 0.0012260991888815
310 => 0.0012329140014357
311 => 0.0012297571087373
312 => 0.001237229239595
313 => 0.0012431349071615
314 => 0.0012379709005161
315 => 0.0013110823446898
316 => 0.0012807213757568
317 => 0.0012955191007645
318 => 0.0012990482709856
319 => 0.0012900083756747
320 => 0.0012919688052732
321 => 0.0012949383219299
322 => 0.0013129686455784
323 => 0.0013602854319483
324 => 0.0013812417145352
325 => 0.0014442897246628
326 => 0.0013795015869919
327 => 0.0013756573270225
328 => 0.0013870141775139
329 => 0.0014240300337685
330 => 0.0014540279085402
331 => 0.0014639799342209
401 => 0.0014652952587046
402 => 0.0014839659204798
403 => 0.001494667595622
404 => 0.0014816988110531
405 => 0.0014707091240193
406 => 0.0014313454291543
407 => 0.0014359018840187
408 => 0.0014672913396156
409 => 0.0015116307944759
410 => 0.00154967865948
411 => 0.0015363556232576
412 => 0.0016380009850373
413 => 0.0016480787074737
414 => 0.0016466862920848
415 => 0.0016696448435611
416 => 0.0016240767943084
417 => 0.0016045955704134
418 => 0.0014730852190942
419 => 0.0015100342635774
420 => 0.001563741869675
421 => 0.0015566334666148
422 => 0.0015176295674583
423 => 0.001549649071525
424 => 0.0015390624221381
425 => 0.0015307122925261
426 => 0.0015689658550307
427 => 0.0015269044916872
428 => 0.0015633222754004
429 => 0.0015166160910945
430 => 0.0015364164817648
501 => 0.0015251768223832
502 => 0.0015324502594839
503 => 0.0014899298948137
504 => 0.0015128728514662
505 => 0.0014889753923875
506 => 0.0014889640618804
507 => 0.0014884365241467
508 => 0.0015165517787753
509 => 0.0015174686162193
510 => 0.001496691400569
511 => 0.0014936970791927
512 => 0.0015047686547083
513 => 0.0014918067394298
514 => 0.0014978715380073
515 => 0.0014919904360004
516 => 0.0014906664760637
517 => 0.0014801169380347
518 => 0.0014755719069862
519 => 0.0014773541307714
520 => 0.0014712704821934
521 => 0.00146760486387
522 => 0.0014877073403999
523 => 0.0014769673981216
524 => 0.0014860612902133
525 => 0.0014756976524341
526 => 0.0014397727686693
527 => 0.0014191119881174
528 => 0.0013512532129242
529 => 0.0013704978773905
530 => 0.0013832571098416
531 => 0.0013790401835926
601 => 0.0013880997729093
602 => 0.0013886559581144
603 => 0.001385710593276
604 => 0.0013823002381177
605 => 0.0013806402658311
606 => 0.0013930123392655
607 => 0.0014001947443191
608 => 0.0013845376695146
609 => 0.0013808694359537
610 => 0.0013966996030318
611 => 0.0014063559958047
612 => 0.0014776533745812
613 => 0.0014723714344739
614 => 0.0014856280676147
615 => 0.0014841355741627
616 => 0.0014980306376415
617 => 0.0015207431939375
618 => 0.0014745622164572
619 => 0.0014825776373297
620 => 0.0014806124412349
621 => 0.0015020679368963
622 => 0.0015021349186118
623 => 0.0014892712771813
624 => 0.0014962448658895
625 => 0.001492352399983
626 => 0.0014993866119744
627 => 0.0014723008909435
628 => 0.0015052883754363
629 => 0.0015239901534771
630 => 0.0015242498276833
701 => 0.0015331143220482
702 => 0.0015421211617198
703 => 0.001559409006139
704 => 0.0015416390131219
705 => 0.0015096725255582
706 => 0.0015119804027091
707 => 0.0014932384627466
708 => 0.0014935535181434
709 => 0.001491871727744
710 => 0.0014969189073317
711 => 0.0014734084630355
712 => 0.0014789263173198
713 => 0.0014712012890092
714 => 0.0014825608446268
715 => 0.0014703398405841
716 => 0.0014806114935578
717 => 0.0014850443984706
718 => 0.0015014019130323
719 => 0.0014679238223835
720 => 0.0013996597292831
721 => 0.0014140096692749
722 => 0.0013927849808635
723 => 0.0013947494065841
724 => 0.0013987178591757
725 => 0.0013858548059295
726 => 0.0013883086711275
727 => 0.001388221001795
728 => 0.0013874655148507
729 => 0.0013841193379067
730 => 0.001379266719317
731 => 0.0013985980582213
801 => 0.001401882829397
802 => 0.0014091844688235
803 => 0.0014309091950076
804 => 0.0014287383825575
805 => 0.0014322790677297
806 => 0.0014245497718788
807 => 0.0013951079464505
808 => 0.0013967067792201
809 => 0.001376769308963
810 => 0.0014086746228835
811 => 0.0014011190234176
812 => 0.0013962478792898
813 => 0.0013949187424837
814 => 0.0014166973200619
815 => 0.0014232138118107
816 => 0.0014191531714583
817 => 0.0014108246796279
818 => 0.00142681784604
819 => 0.0014310969426743
820 => 0.0014320548746037
821 => 0.0014603916991004
822 => 0.0014336385883102
823 => 0.0014400783279805
824 => 0.001490319338583
825 => 0.0014447576747521
826 => 0.0014688927042297
827 => 0.0014677114201294
828 => 0.0014800580845253
829 => 0.0014666986332768
830 => 0.0014668642396862
831 => 0.0014778272412342
901 => 0.0014624316827477
902 => 0.0014586195259583
903 => 0.0014533530586568
904 => 0.0014648521973397
905 => 0.0014717454109188
906 => 0.0015272996498589
907 => 0.0015631902217954
908 => 0.0015616321174129
909 => 0.001575870274819
910 => 0.001569455854501
911 => 0.0015487419992556
912 => 0.0015840980243739
913 => 0.0015729098986676
914 => 0.0015738322341572
915 => 0.0015737979047842
916 => 0.001581237030296
917 => 0.0015759657280851
918 => 0.0015655754503392
919 => 0.0015724730016009
920 => 0.0015929562629283
921 => 0.0016565369345919
922 => 0.0016921175207867
923 => 0.0016543949386267
924 => 0.0016804154706751
925 => 0.0016648124235096
926 => 0.0016619768856892
927 => 0.0016783197027179
928 => 0.0016946911256843
929 => 0.0016936483368169
930 => 0.0016817635244252
1001 => 0.001675050095471
1002 => 0.0017258864286756
1003 => 0.0017633417730064
1004 => 0.0017607875696268
1005 => 0.0017720609926727
1006 => 0.0018051601114092
1007 => 0.0018081862800148
1008 => 0.0018078050523262
1009 => 0.0018003043776892
1010 => 0.001832894758549
1011 => 0.0018600822276355
1012 => 0.001798568188226
1013 => 0.0018219919291552
1014 => 0.0018325076011242
1015 => 0.0018479477274338
1016 => 0.0018739978085838
1017 => 0.0019022951061555
1018 => 0.0019062966542963
1019 => 0.0019034573643987
1020 => 0.001884794535978
1021 => 0.0019157577766379
1022 => 0.0019338953168391
1023 => 0.0019446958069588
1024 => 0.0019720840528719
1025 => 0.0018325725423343
1026 => 0.0017338193610038
1027 => 0.0017183976257258
1028 => 0.0017497583308434
1029 => 0.0017580278986859
1030 => 0.0017546944462577
1031 => 0.0016435387624238
1101 => 0.0017178124140546
1102 => 0.0017977246181033
1103 => 0.0018007943713135
1104 => 0.0018408000915457
1105 => 0.0018538275939432
1106 => 0.0018860374423997
1107 => 0.001884022707609
1108 => 0.0018918652931375
1109 => 0.0018900624185391
1110 => 0.001949724380221
1111 => 0.0020155403838432
1112 => 0.0020132613849199
1113 => 0.0020037995556996
1114 => 0.0020178519855733
1115 => 0.002085781154583
1116 => 0.0020795273252434
1117 => 0.0020856023877469
1118 => 0.0021656947063295
1119 => 0.0022698261134864
1120 => 0.0022214466202397
1121 => 0.0023264161997609
1122 => 0.0023924889858712
1123 => 0.0025067550373953
1124 => 0.0024924483649723
1125 => 0.0025369313003076
1126 => 0.0024668364354425
1127 => 0.0023058844572028
1128 => 0.0022804131905469
1129 => 0.0023314073114272
1130 => 0.0024567713816777
1201 => 0.0023274591507221
1202 => 0.0023536188466278
1203 => 0.0023460848524471
1204 => 0.0023456833979146
1205 => 0.0023610052845857
1206 => 0.0023387800888335
1207 => 0.0022482306431028
1208 => 0.00228972892047
1209 => 0.0022737044426675
1210 => 0.0022914847954933
1211 => 0.0023874380265184
1212 => 0.0023450148158429
1213 => 0.002300325409578
1214 => 0.0023563758424073
1215 => 0.0024277473044175
1216 => 0.0024232810065917
1217 => 0.0024146145220421
1218 => 0.0024634670416859
1219 => 0.0025441570916922
1220 => 0.00256596728797
1221 => 0.0025820671289725
1222 => 0.0025842870250377
1223 => 0.0026071533341669
1224 => 0.0024841954269271
1225 => 0.0026793327834996
1226 => 0.002713027614419
1227 => 0.0027066943827138
1228 => 0.0027441447691855
1229 => 0.0027331259154609
1230 => 0.0027171613252192
1231 => 0.0027765281537024
]
'min_raw' => 0.0010234525528808
'max_raw' => 0.0027765281537024
'avg_raw' => 0.0018999903532916
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.001023'
'max' => '$0.002776'
'avg' => '$0.001899'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00035296233550073
'max_diff' => 0.0012797059761765
'year' => 2032
]
7 => [
'items' => [
101 => 0.0027084688755024
102 => 0.0026118672985224
103 => 0.0025588697628286
104 => 0.0026286611930195
105 => 0.0026712803840517
106 => 0.0026994489582344
107 => 0.0027079727517622
108 => 0.0024937402992499
109 => 0.0023782808892223
110 => 0.0024522890473051
111 => 0.0025425841079365
112 => 0.0024836938333062
113 => 0.0024860022205777
114 => 0.0024020401650469
115 => 0.0025500128867996
116 => 0.0025284545058867
117 => 0.0026402994241989
118 => 0.0026136067368321
119 => 0.002704811925921
120 => 0.0026807945430152
121 => 0.0027804893566635
122 => 0.0028202603169572
123 => 0.0028870419491459
124 => 0.0029361667896341
125 => 0.0029650138355772
126 => 0.0029632819671413
127 => 0.0030775883347092
128 => 0.0030101858633147
129 => 0.0029255124737005
130 => 0.0029239809992235
131 => 0.0029678345475359
201 => 0.0030597395541653
202 => 0.0030835691852209
203 => 0.0030968866980829
204 => 0.0030764904635488
205 => 0.0030033299116287
206 => 0.0029717395562421
207 => 0.0029986554542922
208 => 0.0029657396238864
209 => 0.0030225615817177
210 => 0.0031005902663353
211 => 0.0030844776515206
212 => 0.0031383397071079
213 => 0.0031940812681873
214 => 0.0032737942040409
215 => 0.0032946341172345
216 => 0.0033290817012726
217 => 0.0033645395806897
218 => 0.0033759276959418
219 => 0.0033976711414827
220 => 0.0033975565427919
221 => 0.0034630818794322
222 => 0.0035353583548972
223 => 0.003562641051181
224 => 0.0036253761069089
225 => 0.0035179445224734
226 => 0.0035994326133528
227 => 0.0036729369111053
228 => 0.0035853020570983
301 => 0.0037060862870447
302 => 0.0037107760649906
303 => 0.0037815861440123
304 => 0.0037098065633541
305 => 0.0036671840774877
306 => 0.0037902335971401
307 => 0.0038497733836764
308 => 0.0038318395154208
309 => 0.0036953618924916
310 => 0.0036159260621462
311 => 0.0034080271721049
312 => 0.0036542923879225
313 => 0.0037742409908924
314 => 0.0036950512545874
315 => 0.0037349899513878
316 => 0.0039528825309649
317 => 0.0040358419177681
318 => 0.0040185869452429
319 => 0.0040215027515586
320 => 0.0040662661308582
321 => 0.004264771606316
322 => 0.0041458225241008
323 => 0.0042367546405172
324 => 0.0042849847071844
325 => 0.0043297834809956
326 => 0.004219771851313
327 => 0.0040766483374878
328 => 0.004031315112743
329 => 0.0036871773959709
330 => 0.0036692635332986
331 => 0.003659207939335
401 => 0.0035958088417867
402 => 0.0035459945175881
403 => 0.003506380317498
404 => 0.0034024208266602
405 => 0.0034375041030551
406 => 0.0032718143726917
407 => 0.0033778167904947
408 => 0.0031133719801162
409 => 0.0033336094762194
410 => 0.0032137442200606
411 => 0.0032942305158055
412 => 0.0032939497067019
413 => 0.0031457489180323
414 => 0.0030602697959992
415 => 0.0031147404194559
416 => 0.0031731372516849
417 => 0.0031826119412435
418 => 0.0032583249585418
419 => 0.0032794548342238
420 => 0.0032154303244476
421 => 0.0031078919492059
422 => 0.0031328706610853
423 => 0.0030597636032002
424 => 0.0029316462962789
425 => 0.0030236623828233
426 => 0.0030550807204314
427 => 0.0030689568481823
428 => 0.0029429681911973
429 => 0.0029033798198258
430 => 0.0028823033030862
501 => 0.0030916283956869
502 => 0.0031030956967843
503 => 0.0030444273630572
504 => 0.003309613794663
505 => 0.003249593937906
506 => 0.0033166508231255
507 => 0.0031306041047967
508 => 0.003137711339982
509 => 0.0030496338419943
510 => 0.0030989513555269
511 => 0.0030640953265397
512 => 0.0030949669877986
513 => 0.0031134713342686
514 => 0.0032015343796056
515 => 0.0033346150147395
516 => 0.003188380697276
517 => 0.0031246643110431
518 => 0.0031641935987074
519 => 0.0032694653008661
520 => 0.0034289573183958
521 => 0.0033345348339422
522 => 0.0033764379291449
523 => 0.0033855918913078
524 => 0.0033159682469821
525 => 0.0034315244414722
526 => 0.0034934519448762
527 => 0.0035569767492776
528 => 0.0036121335570147
529 => 0.0035316035454593
530 => 0.0036177822013473
531 => 0.0035483374172822
601 => 0.003486038266906
602 => 0.0034861327490012
603 => 0.0034470515819248
604 => 0.0033713268961704
605 => 0.0033573621022922
606 => 0.0034300087236058
607 => 0.0034882644342386
608 => 0.0034930626535924
609 => 0.0035253160082852
610 => 0.0035444032113564
611 => 0.0037314837492489
612 => 0.0038067290892007
613 => 0.0038987376665722
614 => 0.0039345801927778
615 => 0.0040424533463995
616 => 0.0039553370138208
617 => 0.0039364888472799
618 => 0.0036748238616331
619 => 0.003717671488374
620 => 0.0037862746729673
621 => 0.0036759551028789
622 => 0.0037459274780353
623 => 0.0037597415071087
624 => 0.0036722064861016
625 => 0.0037189627229865
626 => 0.0035947920200784
627 => 0.0033373215967435
628 => 0.0034318110796552
629 => 0.0035013871438942
630 => 0.0034020935215583
701 => 0.0035800734964015
702 => 0.0034761012693505
703 => 0.0034431470649224
704 => 0.0033145809644262
705 => 0.0033752592148974
706 => 0.0034573274174885
707 => 0.0034066188097398
708 => 0.0035118467847542
709 => 0.0036608776606504
710 => 0.0037670859377561
711 => 0.0037752392904789
712 => 0.0037069544837018
713 => 0.0038163813223498
714 => 0.0038171783774054
715 => 0.0036937444563886
716 => 0.0036181418670488
717 => 0.0036009647996816
718 => 0.0036438764817273
719 => 0.0036959791856644
720 => 0.003778130627931
721 => 0.0038277730239505
722 => 0.0039572140644771
723 => 0.0039922370986781
724 => 0.0040307167949446
725 => 0.0040821375358554
726 => 0.0041438813193261
727 => 0.0040087894361676
728 => 0.0040141568885283
729 => 0.0038883611974055
730 => 0.0037539304605139
731 => 0.0038559466327867
801 => 0.0039893192073908
802 => 0.003958723391413
803 => 0.0039552807370997
804 => 0.003961070326742
805 => 0.0039380020806607
806 => 0.0038336652585841
807 => 0.0037812679597203
808 => 0.0038488738432312
809 => 0.0038848033615255
810 => 0.0039405269110168
811 => 0.0039336578073606
812 => 0.0040771956865777
813 => 0.0041329701660814
814 => 0.0041187006674998
815 => 0.0041213265986535
816 => 0.0042223036296584
817 => 0.0043346108556462
818 => 0.0044398013930275
819 => 0.0045468057256905
820 => 0.0044178078262151
821 => 0.0043523106483459
822 => 0.0044198870172429
823 => 0.0043840300446999
824 => 0.0045900748448012
825 => 0.0046043409397111
826 => 0.0048103708404282
827 => 0.0050059177497928
828 => 0.0048830982396077
829 => 0.0049989115058
830 => 0.0051241729955812
831 => 0.0053658227323134
901 => 0.0052844436023223
902 => 0.0052221084641226
903 => 0.0051632020597251
904 => 0.0052857769361479
905 => 0.0054434675564845
906 => 0.005477432605763
907 => 0.0055324689612416
908 => 0.0054746049629812
909 => 0.0055442957753755
910 => 0.0057903349668222
911 => 0.0057238530054453
912 => 0.0056294379327815
913 => 0.0058236622445735
914 => 0.0058939512679831
915 => 0.0063872764449192
916 => 0.0070101198590477
917 => 0.0067522585957882
918 => 0.006592195788552
919 => 0.0066298143449931
920 => 0.0068572556752527
921 => 0.0069303026119051
922 => 0.0067317358572948
923 => 0.0068018729919202
924 => 0.007188335499437
925 => 0.007395660235518
926 => 0.007114085396493
927 => 0.0063372315830431
928 => 0.0056209368885058
929 => 0.0058109304966676
930 => 0.0057893911176901
1001 => 0.0062045968698372
1002 => 0.0057222674326535
1003 => 0.0057303886233729
1004 => 0.0061541803907639
1005 => 0.0060411200128542
1006 => 0.0058579766803196
1007 => 0.0056222740375118
1008 => 0.005186555902426
1009 => 0.0048006281992814
1010 => 0.00555752129899
1011 => 0.0055248826922097
1012 => 0.0054776171528215
1013 => 0.0055828014960646
1014 => 0.0060935468097564
1015 => 0.0060817724771545
1016 => 0.0060068701804589
1017 => 0.006063682912344
1018 => 0.0058480171337346
1019 => 0.0059035991155008
1020 => 0.0056208234237665
1021 => 0.0057486498461864
1022 => 0.0058575837369818
1023 => 0.0058794538283528
1024 => 0.0059287282609262
1025 => 0.0055076836295463
1026 => 0.005696720307815
1027 => 0.0058077616459564
1028 => 0.005306072840515
1029 => 0.0057978448713253
1030 => 0.0055003541792538
1031 => 0.0053993813702044
1101 => 0.0055353279554333
1102 => 0.0054823494389572
1103 => 0.005436801621494
1104 => 0.0054113851567386
1105 => 0.0055112093250536
1106 => 0.005506552408286
1107 => 0.0053432206938865
1108 => 0.0051301611307048
1109 => 0.0052016709135503
1110 => 0.0051756907390347
1111 => 0.0050815352350811
1112 => 0.0051449846763669
1113 => 0.0048655854479713
1114 => 0.0043848935974248
1115 => 0.0047024533578854
1116 => 0.0046902276525462
1117 => 0.0046840628975226
1118 => 0.0049227002808016
1119 => 0.0048997608027005
1120 => 0.004858125425323
1121 => 0.0050807705687247
1122 => 0.0049995020963833
1123 => 0.0052499523788792
1124 => 0.0054149151330397
1125 => 0.0053730752425985
1126 => 0.0055282235102206
1127 => 0.0052033183545176
1128 => 0.0053112388143098
1129 => 0.0053334810715017
1130 => 0.0050780231622154
1201 => 0.0049035139850152
1202 => 0.0048918762124462
1203 => 0.004589301348027
1204 => 0.0047509343983008
1205 => 0.0048931647937116
1206 => 0.0048250474718344
1207 => 0.0048034835626751
1208 => 0.0049136488979283
1209 => 0.0049222096879798
1210 => 0.0047270227675746
1211 => 0.0047676083090927
1212 => 0.0049368567640082
1213 => 0.0047633436822756
1214 => 0.0044262361076702
1215 => 0.0043426287682912
1216 => 0.004331474008029
1217 => 0.0041047242726514
1218 => 0.0043482158104925
1219 => 0.0042419252290574
1220 => 0.0045776959022543
1221 => 0.0043859054944985
1222 => 0.0043776377933467
1223 => 0.0043651399504478
1224 => 0.0041699670862947
1225 => 0.0042126975396617
1226 => 0.0043547400746852
1227 => 0.0044054224514053
1228 => 0.0044001358642849
1229 => 0.0043540439887725
1230 => 0.0043751446133535
1231 => 0.0043071721496333
]
'min_raw' => 0.0023782808892223
'max_raw' => 0.007395660235518
'avg_raw' => 0.0048869705623701
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.002378'
'max' => '$0.007395'
'avg' => '$0.004886'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0013548283363414
'max_diff' => 0.0046191320818156
'year' => 2033
]
8 => [
'items' => [
101 => 0.0042831696579692
102 => 0.0042074111918718
103 => 0.0040960671755191
104 => 0.0041115502439055
105 => 0.003890948612764
106 => 0.0037707531359034
107 => 0.0037374846120594
108 => 0.0036929965515877
109 => 0.0037425096568678
110 => 0.0038903236760601
111 => 0.0037120286084207
112 => 0.0034063542208977
113 => 0.0034247257724317
114 => 0.0034660011941658
115 => 0.0033890847188285
116 => 0.0033162897300321
117 => 0.0033795790667464
118 => 0.0032500607991187
119 => 0.0034816528580278
120 => 0.0034753889418636
121 => 0.003561712139868
122 => 0.0036156918071106
123 => 0.0034912861502413
124 => 0.0034599984639674
125 => 0.0034778213520151
126 => 0.0031832487135603
127 => 0.0035376392707882
128 => 0.0035407040550435
129 => 0.0035144615115651
130 => 0.0037031635427081
131 => 0.0041013836860591
201 => 0.0039515572497623
202 => 0.0038935399251002
203 => 0.003783248948507
204 => 0.0039302051263872
205 => 0.0039189211847995
206 => 0.0038678909216321
207 => 0.0038370276592444
208 => 0.0038938941665131
209 => 0.0038299812696801
210 => 0.0038185007571999
211 => 0.0037489413424909
212 => 0.0037241117961915
213 => 0.0037057289886041
214 => 0.0036854913237078
215 => 0.0037301305695572
216 => 0.0036289721656806
217 => 0.0035069850472861
218 => 0.0034968431383105
219 => 0.0035248458406778
220 => 0.0035124567294363
221 => 0.0034967838240123
222 => 0.003466859979296
223 => 0.0034579822137905
224 => 0.0034868306448039
225 => 0.0034542624481578
226 => 0.0035023185963907
227 => 0.0034892499831393
228 => 0.0034162497718596
301 => 0.0033252644804653
302 => 0.0033244545205238
303 => 0.0033048518887387
304 => 0.0032798849898849
305 => 0.0032729397697891
306 => 0.0033742490153366
307 => 0.0035839561216895
308 => 0.0035427855988467
309 => 0.0035725355209255
310 => 0.0037188756929733
311 => 0.0037653928330648
312 => 0.0037323760688467
313 => 0.0036871806855997
314 => 0.0036891690530921
315 => 0.0038436153592201
316 => 0.0038532479858856
317 => 0.0038775865258662
318 => 0.0039088684278119
319 => 0.0037377035120148
320 => 0.0036811072009506
321 => 0.0036542887289246
322 => 0.0035716982151394
323 => 0.0036607650034813
324 => 0.0036088696001346
325 => 0.0036158720630455
326 => 0.0036113116998885
327 => 0.0036138019665426
328 => 0.0034815881233275
329 => 0.0035297598988401
330 => 0.0034496649789809
331 => 0.0033424268723661
401 => 0.0033420673726302
402 => 0.0033683137473001
403 => 0.0033527013766257
404 => 0.0033106888885718
405 => 0.0033166565642065
406 => 0.003264373446163
407 => 0.0033230046813534
408 => 0.003324686015386
409 => 0.0033021097961727
410 => 0.0033924393035348
411 => 0.0034294473764029
412 => 0.0034145872252873
413 => 0.0034284047485865
414 => 0.0035444964199446
415 => 0.0035634244278107
416 => 0.0035718309985908
417 => 0.0035605673074027
418 => 0.0034305266912264
419 => 0.0034362945455293
420 => 0.0033939738576867
421 => 0.0033582173361039
422 => 0.003359647409449
423 => 0.0033780309095649
424 => 0.0034583127327495
425 => 0.0036272610967693
426 => 0.0036336725636842
427 => 0.0036414434486208
428 => 0.00360983535425
429 => 0.003600302050539
430 => 0.0036128789388882
501 => 0.0036763270615311
502 => 0.0038395328589659
503 => 0.0037818450300037
504 => 0.0037349439270929
505 => 0.0037760888387922
506 => 0.0037697549021406
507 => 0.0037162901025523
508 => 0.0037147895236979
509 => 0.0036121734795575
510 => 0.0035742386644931
511 => 0.0035425374936536
512 => 0.0035079206426768
513 => 0.0034873986130505
514 => 0.0035189297776522
515 => 0.0035261413280624
516 => 0.0034571978855902
517 => 0.003447801149136
518 => 0.0035041018525064
519 => 0.0034793260120549
520 => 0.0035048085783705
521 => 0.0035107207523412
522 => 0.003509768756163
523 => 0.0034838999332445
524 => 0.0035003879495533
525 => 0.0034613888756686
526 => 0.0034189832402905
527 => 0.0033919310868837
528 => 0.0033683244950888
529 => 0.0033814228042398
530 => 0.0033347297237734
531 => 0.0033197916675861
601 => 0.00349480218062
602 => 0.0036240843282782
603 => 0.0036222045146499
604 => 0.0036107616326364
605 => 0.0035937598310683
606 => 0.0036750832738487
607 => 0.0036467518124976
608 => 0.0036673653178033
609 => 0.0036726123200498
610 => 0.0036884934155537
611 => 0.00369416954217
612 => 0.003677012345212
613 => 0.0036194306966456
614 => 0.003475942703117
615 => 0.003409148654791
616 => 0.0033871055063005
617 => 0.0033879067328823
618 => 0.0033658053269252
619 => 0.0033723151814951
620 => 0.0033635414651712
621 => 0.0033469261690436
622 => 0.0033803968565246
623 => 0.0033842540414557
624 => 0.0033764415830528
625 => 0.0033782816998218
626 => 0.0033135978809896
627 => 0.0033185156512496
628 => 0.0032911328815222
629 => 0.0032859989423025
630 => 0.0032167776849223
701 => 0.0030941421936915
702 => 0.0031620941603485
703 => 0.0030800177401192
704 => 0.0030489341561177
705 => 0.0031960790082919
706 => 0.0031813097462965
707 => 0.0031560311898042
708 => 0.0031186389362394
709 => 0.0031047697856638
710 => 0.0030205052172057
711 => 0.0030155264169672
712 => 0.0030572902124297
713 => 0.0030380176578282
714 => 0.0030109516920805
715 => 0.0029129215077751
716 => 0.0028027031239373
717 => 0.0028060299241373
718 => 0.0028410883413502
719 => 0.0029430254176683
720 => 0.0029031968384215
721 => 0.0028743007471976
722 => 0.0028688893779247
723 => 0.0029366239938442
724 => 0.003032482666211
725 => 0.0030774574105686
726 => 0.0030328888048135
727 => 0.0029816907902662
728 => 0.002984806976183
729 => 0.0030055375650112
730 => 0.0030077160567822
731 => 0.0029743914125529
801 => 0.0029837721047032
802 => 0.0029695219755384
803 => 0.0028820689591574
804 => 0.0028804872114076
805 => 0.0028590248308173
806 => 0.0028583749584628
807 => 0.002821862095037
808 => 0.0028167536930422
809 => 0.0027442551865379
810 => 0.0027919739230647
811 => 0.0027599666999486
812 => 0.002711724264972
813 => 0.0027034072509983
814 => 0.0027031572315152
815 => 0.0027526914254251
816 => 0.0027913950871686
817 => 0.0027605234792982
818 => 0.0027534946126071
819 => 0.0028285445198535
820 => 0.0028189937350613
821 => 0.0028107228170272
822 => 0.0030238995734877
823 => 0.0028551535363595
824 => 0.0027815706324845
825 => 0.0026904978159247
826 => 0.0027201515842256
827 => 0.0027264000689111
828 => 0.002507386362194
829 => 0.0024185325286553
830 => 0.0023880412413708
831 => 0.0023704930744551
901 => 0.0023784899944746
902 => 0.0022985111227746
903 => 0.0023522582472855
904 => 0.002283003304839
905 => 0.0022713924883627
906 => 0.0023952289044982
907 => 0.0024124600183616
908 => 0.0023389467333329
909 => 0.0023861541630411
910 => 0.0023690360927965
911 => 0.0022841904820535
912 => 0.0022809500038052
913 => 0.0022383774588018
914 => 0.0021717596695405
915 => 0.0021413135522542
916 => 0.0021254569500262
917 => 0.0021319996931445
918 => 0.0021286914820126
919 => 0.002107103166617
920 => 0.0021299288989807
921 => 0.0020716185850353
922 => 0.0020483989481841
923 => 0.0020379111769099
924 => 0.0019861574170669
925 => 0.0020685206639786
926 => 0.002084747261205
927 => 0.0021010058298407
928 => 0.0022425255696176
929 => 0.002235455643349
930 => 0.0022993643336236
1001 => 0.0022968809594401
1002 => 0.0022786531657216
1003 => 0.0022017531023499
1004 => 0.0022324040969981
1005 => 0.0021380650996933
1006 => 0.0022087502909023
1007 => 0.0021764925215187
1008 => 0.0021978439066253
1009 => 0.0021594521910268
1010 => 0.0021806997515941
1011 => 0.0020885951893745
1012 => 0.00200258924512
1013 => 0.002037200547758
1014 => 0.0020748269920082
1015 => 0.0021564107101821
1016 => 0.0021078201206888
1017 => 0.0021252951340842
1018 => 0.0020667567644914
1019 => 0.001945975387363
1020 => 0.0019466589968407
1021 => 0.0019280794133349
1022 => 0.0019120239405222
1023 => 0.002113401334408
1024 => 0.0020883568721728
1025 => 0.0020484517993392
1026 => 0.0021018663250915
1027 => 0.0021159899735029
1028 => 0.0021163920539177
1029 => 0.0021553619130781
1030 => 0.0021761601338978
1031 => 0.0021798259104619
1101 => 0.0022411458258504
1102 => 0.0022616994526594
1103 => 0.0023463569326274
1104 => 0.0021743955501703
1105 => 0.0021708541186609
1106 => 0.0021026179770084
1107 => 0.0020593415372016
1108 => 0.0021055811518665
1109 => 0.0021465431381229
1110 => 0.0021038907801024
1111 => 0.0021094602776195
1112 => 0.0020522029718027
1113 => 0.0020726697644256
1114 => 0.0020902985234071
1115 => 0.0020805649588681
1116 => 0.0020659933416433
1117 => 0.0021431847223742
1118 => 0.0021388292821579
1119 => 0.0022107116705166
1120 => 0.0022667491326012
1121 => 0.0023671782825513
1122 => 0.0022623752290884
1123 => 0.0022585557892658
1124 => 0.0022958914261891
1125 => 0.0022616937367679
1126 => 0.002283305496018
1127 => 0.0023636962940196
1128 => 0.0023653948249032
1129 => 0.0023369422441692
1130 => 0.0023352109020458
1201 => 0.0023406755314129
1202 => 0.0023726820363005
1203 => 0.0023614979800322
1204 => 0.0023744404530915
1205 => 0.0023906252138344
1206 => 0.0024575722464632
1207 => 0.0024737129493819
1208 => 0.0024344994092845
1209 => 0.0024380399528999
1210 => 0.0024233730124677
1211 => 0.0024092049317864
1212 => 0.0024410527080759
1213 => 0.0024992551452146
1214 => 0.0024988930708738
1215 => 0.0025123949049963
1216 => 0.0025208064357994
1217 => 0.0024846979879757
1218 => 0.002461192716187
1219 => 0.0024702061330701
1220 => 0.0024846187829529
1221 => 0.002465532304962
1222 => 0.0023477217210854
1223 => 0.0023834579264643
1224 => 0.0023775096744781
1225 => 0.0023690386403175
1226 => 0.002404971671166
1227 => 0.0024015058426814
1228 => 0.0022976908238458
1229 => 0.0023043367245246
1230 => 0.0022980949830779
1231 => 0.0023182633266323
]
'min_raw' => 0.0019120239405222
'max_raw' => 0.0042831696579692
'avg_raw' => 0.0030975967992457
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.001912'
'max' => '$0.004283'
'avg' => '$0.003097'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00046625694870006
'max_diff' => -0.0031124905775488
'year' => 2034
]
9 => [
'items' => [
101 => 0.0022606045800291
102 => 0.0022783400221466
103 => 0.0022894635251833
104 => 0.0022960153539267
105 => 0.0023196850519788
106 => 0.0023169076861071
107 => 0.0023195124070167
108 => 0.0023546083206594
109 => 0.002532111408401
110 => 0.0025417725098283
111 => 0.0024941977130185
112 => 0.0025132029059726
113 => 0.0024767170914795
114 => 0.0025012102631824
115 => 0.0025179678692025
116 => 0.0024422434699002
117 => 0.0024377595624208
118 => 0.0024011231579925
119 => 0.0024208094865402
120 => 0.0023894871223236
121 => 0.0023971725348926
122 => 0.0023756834513476
123 => 0.0024143595232948
124 => 0.0024576053813857
125 => 0.0024685309929702
126 => 0.002439790412663
127 => 0.0024189803384241
128 => 0.0023824447033251
129 => 0.0024432042787444
130 => 0.0024609722302115
131 => 0.0024431109512594
201 => 0.0024389721026495
202 => 0.0024311289920126
203 => 0.002440636055648
204 => 0.002460875462132
205 => 0.0024513309317973
206 => 0.0024576352622363
207 => 0.0024336096555999
208 => 0.0024847099413744
209 => 0.0025658694931378
210 => 0.0025661304343677
211 => 0.0025565858525844
212 => 0.0025526804153595
213 => 0.0025624737354829
214 => 0.0025677862099067
215 => 0.0025994560113978
216 => 0.0026334389701782
217 => 0.0027920226108799
218 => 0.0027474929591536
219 => 0.0028881977993672
220 => 0.0029994770597393
221 => 0.0030328448442726
222 => 0.0030021480525775
223 => 0.0028971359863969
224 => 0.0028919835934435
225 => 0.0030489159552682
226 => 0.0030045753750952
227 => 0.0029993012041742
228 => 0.0029431929364269
301 => 0.0029763598718097
302 => 0.0029691057765119
303 => 0.0029576548322018
304 => 0.0030209350344834
305 => 0.0031393899240919
306 => 0.0031209276186835
307 => 0.0031071463641378
308 => 0.0030467609183816
309 => 0.0030831264443044
310 => 0.0030701773770591
311 => 0.0031258147876263
312 => 0.0030928564181258
313 => 0.0030042394515902
314 => 0.0030183519955963
315 => 0.0030162189129603
316 => 0.0030601176024579
317 => 0.0030469403055032
318 => 0.0030136458342418
319 => 0.0031389850581569
320 => 0.0031308462261293
321 => 0.0031423852291484
322 => 0.003147465055133
323 => 0.0032237568320053
324 => 0.0032550111319252
325 => 0.0032621064051906
326 => 0.0032917955728203
327 => 0.0032613677116538
328 => 0.0033831008510172
329 => 0.0034640462853683
330 => 0.003558068572781
331 => 0.0036954604054994
401 => 0.0037471210055471
402 => 0.0037377889805446
403 => 0.0038419579000804
404 => 0.0040291471329412
405 => 0.0037756252764507
406 => 0.0040425844069343
407 => 0.0039580682284146
408 => 0.0037576818895254
409 => 0.0037447793717007
410 => 0.0038804833269297
411 => 0.0041814616386059
412 => 0.0041060699851987
413 => 0.0041815849523425
414 => 0.0040934927319557
415 => 0.0040891182107139
416 => 0.0041773065098239
417 => 0.0043833632775882
418 => 0.0042854734311458
419 => 0.0041451243326955
420 => 0.0042487559229174
421 => 0.0041589806488163
422 => 0.0039566918297496
423 => 0.0041060123346222
424 => 0.004006165965417
425 => 0.004035306444076
426 => 0.0042451686611189
427 => 0.0042199174839377
428 => 0.0042525948454062
429 => 0.0041949201577298
430 => 0.0041410429049766
501 => 0.0040404770117354
502 => 0.0040107044085853
503 => 0.00401893248499
504 => 0.0040107003311593
505 => 0.0039544346381392
506 => 0.0039422840670885
507 => 0.0039220325830088
508 => 0.0039283093647343
509 => 0.0038902306498838
510 => 0.0039620930522707
511 => 0.003975431347403
512 => 0.0040277268110332
513 => 0.0040331562995508
514 => 0.0041787984213815
515 => 0.0040985811880936
516 => 0.0041523978338058
517 => 0.0041475839664714
518 => 0.0037620248691137
519 => 0.0038151515109129
520 => 0.0038977998934938
521 => 0.0038605669091683
522 => 0.0038079281805087
523 => 0.0037654195848059
524 => 0.0037010147155892
525 => 0.0037916633322258
526 => 0.0039108566236972
527 => 0.0040361792381214
528 => 0.0041867461478891
529 => 0.004153141366421
530 => 0.0040333644944755
531 => 0.0040387375974539
601 => 0.0040719520058284
602 => 0.0040289363291362
603 => 0.0040162501663139
604 => 0.0040702091218659
605 => 0.0040705807075374
606 => 0.0040210859728849
607 => 0.0039660816327594
608 => 0.0039658511625659
609 => 0.0039560636715195
610 => 0.0040952339048698
611 => 0.0041717634615148
612 => 0.0041805374518506
613 => 0.0041711729020577
614 => 0.0041747769456073
615 => 0.0041302460828093
616 => 0.0042320304299484
617 => 0.0043254378123119
618 => 0.0043004026384808
619 => 0.0042628713539483
620 => 0.0042329758780667
621 => 0.004293360214455
622 => 0.0042906713950094
623 => 0.0043246219803137
624 => 0.0043230817856563
625 => 0.0043116654807645
626 => 0.004300403046193
627 => 0.0043450573262211
628 => 0.0043321976106988
629 => 0.0043193179204863
630 => 0.0042934857299834
701 => 0.0042969967537
702 => 0.0042594719494729
703 => 0.0042421112580193
704 => 0.0039810481126799
705 => 0.0039112835097608
706 => 0.0039332328740286
707 => 0.0039404591746606
708 => 0.0039100975300644
709 => 0.0039536283291487
710 => 0.003946844100222
711 => 0.0039732375663348
712 => 0.0039567480745786
713 => 0.003957424809072
714 => 0.0040059168883968
715 => 0.0040199943453248
716 => 0.0040128344371122
717 => 0.004017848991397
718 => 0.0041334072783796
719 => 0.0041169785853166
720 => 0.004108251169563
721 => 0.004110668723371
722 => 0.0041401963432926
723 => 0.0041484624647224
724 => 0.0041134383273744
725 => 0.0041299559130198
726 => 0.0042002856963045
727 => 0.0042248971401331
728 => 0.0043034450546709
729 => 0.0042700765044974
730 => 0.0043313259224979
731 => 0.0045195857519661
801 => 0.0046699807303346
802 => 0.0045316712928915
803 => 0.0048078525179803
804 => 0.0050228992175556
805 => 0.0050146453670469
806 => 0.0049771470008562
807 => 0.004732322050702
808 => 0.0045070304814357
809 => 0.0046954964455123
810 => 0.0046959768840131
811 => 0.0046797874905567
812 => 0.0045792365582128
813 => 0.0046762885360679
814 => 0.004683992169629
815 => 0.0046796801833963
816 => 0.0046025880193224
817 => 0.0044848825337951
818 => 0.00450788190392
819 => 0.004545555341359
820 => 0.0044742316647845
821 => 0.004451439428465
822 => 0.0044938145321834
823 => 0.0046303559455674
824 => 0.0046045435822977
825 => 0.0046038695171768
826 => 0.0047143057533901
827 => 0.0046352572418928
828 => 0.0045081719996314
829 => 0.004476081299912
830 => 0.0043621809347937
831 => 0.0044408523226801
901 => 0.0044436835658742
902 => 0.0044005960507309
903 => 0.0045116683140165
904 => 0.0045106447635564
905 => 0.0046160913466214
906 => 0.0048176656095136
907 => 0.0047580501811093
908 => 0.0046887239240153
909 => 0.00469626161037
910 => 0.0047789314250861
911 => 0.0047289473679405
912 => 0.0047469219833913
913 => 0.0047789042183529
914 => 0.0047981998947794
915 => 0.0046934852594758
916 => 0.0046690712689066
917 => 0.0046191288123481
918 => 0.0046060997576521
919 => 0.0046467768464354
920 => 0.0046360598706838
921 => 0.0044434456108468
922 => 0.0044233163489983
923 => 0.0044239336847212
924 => 0.0043733176987087
925 => 0.0042961161708111
926 => 0.0044989971766623
927 => 0.0044827029925746
928 => 0.0044647154744114
929 => 0.0044669188427511
930 => 0.0045549826111158
1001 => 0.0045039011781374
1002 => 0.0046397095397928
1003 => 0.0046117914234095
1004 => 0.0045831573126856
1005 => 0.0045791992063673
1006 => 0.0045681775166861
1007 => 0.0045303800417793
1008 => 0.0044847373195532
1009 => 0.0044546000408347
1010 => 0.0041091330684028
1011 => 0.0041732497289972
1012 => 0.0042470101025936
1013 => 0.0042724718879829
1014 => 0.0042289177421726
1015 => 0.0045320998249215
1016 => 0.004587494112975
1017 => 0.004419701201181
1018 => 0.0043883139983238
1019 => 0.0045341575647155
1020 => 0.0044461960655304
1021 => 0.0044858051232275
1022 => 0.0044001920054826
1023 => 0.004574151251117
1024 => 0.0045728259731267
1025 => 0.0045051518975272
1026 => 0.0045623495628119
1027 => 0.0045524100609032
1028 => 0.0044760061962253
1029 => 0.0045765733899064
1030 => 0.0045766232699798
1031 => 0.0045114884435765
1101 => 0.0044354252261845
1102 => 0.0044218269194478
1103 => 0.0044115824219971
1104 => 0.0044832856048537
1105 => 0.0045475744543929
1106 => 0.004667200064828
1107 => 0.0046972767855258
1108 => 0.0048146682287299
1109 => 0.0047447673399875
1110 => 0.0047757534985989
1111 => 0.0048093933570314
1112 => 0.0048255215422288
1113 => 0.0047992415299358
1114 => 0.0049815987614775
1115 => 0.0049969952991008
1116 => 0.0050021576249863
1117 => 0.0049406677925319
1118 => 0.0049952851556259
1119 => 0.0049697315001712
1120 => 0.0050362150126545
1121 => 0.005046640476316
1122 => 0.0050378104794913
1123 => 0.0050411196862122
1124 => 0.0048855099591115
1125 => 0.0048774407738546
1126 => 0.0047674168603138
1127 => 0.0048122524183374
1128 => 0.0047284344916365
1129 => 0.0047550140196137
1130 => 0.004766730022287
1201 => 0.0047606102473677
1202 => 0.0048147873535173
1203 => 0.0047687257456386
1204 => 0.0046471615892173
1205 => 0.0045255643127228
1206 => 0.0045240377579674
1207 => 0.0044920233414366
1208 => 0.0044688827820177
1209 => 0.0044733404747173
1210 => 0.0044890499652164
1211 => 0.0044679697178716
1212 => 0.0044724682574383
1213 => 0.0045471739878574
1214 => 0.0045621556893161
1215 => 0.0045112420140309
1216 => 0.0043068162609527
1217 => 0.0042566496683841
1218 => 0.0042927084202756
1219 => 0.0042754746593525
1220 => 0.0034506417372131
1221 => 0.0036444239973501
1222 => 0.0035292851586005
1223 => 0.0035823464327795
1224 => 0.0034648194934739
1225 => 0.0035209095090252
1226 => 0.0035105517312323
1227 => 0.0038221478710986
1228 => 0.0038172827259611
1229 => 0.0038196114134807
1230 => 0.0037084570908077
1231 => 0.0038855289449945
]
'min_raw' => 0.0022606045800291
'max_raw' => 0.005046640476316
'avg_raw' => 0.0036536225281725
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.00226'
'max' => '$0.005046'
'avg' => '$0.003653'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00034858063950689
'max_diff' => 0.00076347081834681
'year' => 2035
]
10 => [
'items' => [
101 => 0.0039727609076648
102 => 0.003956616592978
103 => 0.0039606797691691
104 => 0.00389086094026
105 => 0.0038202874123609
106 => 0.0037420105087327
107 => 0.0038874393203562
108 => 0.0038712701190563
109 => 0.0039083564493433
110 => 0.0040026774291473
111 => 0.0040165665517139
112 => 0.0040352336732932
113 => 0.0040285428390232
114 => 0.0041879456562389
115 => 0.0041686409233004
116 => 0.0042151597753315
117 => 0.0041194669673099
118 => 0.0040111814717887
119 => 0.0040317630043677
120 => 0.0040297808372742
121 => 0.0040045455751473
122 => 0.0039817643088439
123 => 0.0039438399190308
124 => 0.0040638383001531
125 => 0.0040589665850223
126 => 0.0041378339902404
127 => 0.004123893410291
128 => 0.0040307948055503
129 => 0.0040341198404318
130 => 0.0040564822979668
131 => 0.0041338790188257
201 => 0.0041568556351472
202 => 0.0041462119510073
203 => 0.0041714047618814
204 => 0.0041913161324027
205 => 0.0041739053234581
206 => 0.0044204056619679
207 => 0.004318041535475
208 => 0.0043679330984826
209 => 0.0043798319422818
210 => 0.0043493533040959
211 => 0.0043559630293602
212 => 0.0043659749620933
213 => 0.0044267654571112
214 => 0.0045862973059096
215 => 0.0046569528757724
216 => 0.004869523643789
217 => 0.0046510859142683
218 => 0.0046381247233837
219 => 0.0046764151377257
220 => 0.0048012166814524
221 => 0.00490235661063
222 => 0.0049359105600407
223 => 0.0049403452683707
224 => 0.0050032947080895
225 => 0.0050393761529988
226 => 0.004995650990373
227 => 0.004958598493263
228 => 0.0048258810477402
229 => 0.0048412434534371
301 => 0.0049470751945238
302 => 0.0050965687622672
303 => 0.0052248497955459
304 => 0.0051799302487371
305 => 0.0055226346826302
306 => 0.0055566124274286
307 => 0.0055519178017294
308 => 0.0056293241609466
309 => 0.0054756883014314
310 => 0.0054100059949341
311 => 0.0049666096637019
312 => 0.0050911859468768
313 => 0.0052722648905802
314 => 0.0052482984133698
315 => 0.0051167940441984
316 => 0.0052247500376896
317 => 0.0051890564101454
318 => 0.0051609033651713
319 => 0.0052898779219338
320 => 0.0051480650987906
321 => 0.0052708501991882
322 => 0.0051133770378791
323 => 0.0051801354374431
324 => 0.0051422401411101
325 => 0.0051667630421104
326 => 0.0050234026639478
327 => 0.0051007564441279
328 => 0.0050201844923767
329 => 0.0050201462907808
330 => 0.0050183676604802
331 => 0.0051131602044047
401 => 0.005116251385859
402 => 0.0050461995526751
403 => 0.005036103989098
404 => 0.0050734325789416
405 => 0.005029730576608
406 => 0.0050501784684427
407 => 0.005030349922421
408 => 0.0050258860990585
409 => 0.0049903175950486
410 => 0.0049749937055448
411 => 0.0049810025974672
412 => 0.0049604911515398
413 => 0.0049481322634371
414 => 0.0050159091665679
415 => 0.0049796987013376
416 => 0.0050103593934401
417 => 0.0049754176651015
418 => 0.0048542944112932
419 => 0.0047846351471729
420 => 0.0045558445488606
421 => 0.0046207292787281
422 => 0.0046637479217584
423 => 0.0046495302604935
424 => 0.004680075298395
425 => 0.0046819505156456
426 => 0.004672020012454
427 => 0.0046605217619344
428 => 0.0046549250494746
429 => 0.0046966383588495
430 => 0.0047208543389471
501 => 0.0046680654181017
502 => 0.0046556977125431
503 => 0.004709070226074
504 => 0.0047416274284955
505 => 0.0049820115188645
506 => 0.0049642030890195
507 => 0.0050088987532024
508 => 0.0050038667073263
509 => 0.0050507148839676
510 => 0.0051272918532595
511 => 0.0049715894634317
512 => 0.0049986140145223
513 => 0.0049919882186829
514 => 0.0050643269202803
515 => 0.0050645527538107
516 => 0.0050211820886169
517 => 0.0050446940298271
518 => 0.0050315703092599
519 => 0.005055286646102
520 => 0.0049639652465817
521 => 0.0050751848536616
522 => 0.0051382392040427
523 => 0.0051391147137589
524 => 0.0051690019754093
525 => 0.0051993691641996
526 => 0.0052576563386577
527 => 0.0051977435665393
528 => 0.0050899663218892
529 => 0.0050977474908346
530 => 0.0050345577317303
531 => 0.005035619962997
601 => 0.0050299496892468
602 => 0.0050469666076095
603 => 0.004967699503218
604 => 0.0049863033341818
605 => 0.0049602578618885
606 => 0.0049985573967521
607 => 0.0049573534283788
608 => 0.0049919850235235
609 => 0.0050069308719324
610 => 0.0050620813743224
611 => 0.0049492076543343
612 => 0.0047190504983996
613 => 0.0047674323229628
614 => 0.0046958718041235
615 => 0.0047024950025922
616 => 0.0047158749175731
617 => 0.004672506235484
618 => 0.0046807796133224
619 => 0.0046804840300471
620 => 0.004677936853068
621 => 0.0046666549838787
622 => 0.0046502940415043
623 => 0.0047154710002913
624 => 0.0047265458356455
625 => 0.0047511638227563
626 => 0.0048244102538578
627 => 0.0048170912081209
628 => 0.004829028875382
629 => 0.0048029690147783
630 => 0.0047037038447841
701 => 0.0047090944210939
702 => 0.0046418738481323
703 => 0.0047494448415732
704 => 0.0047239706104587
705 => 0.0047075472079394
706 => 0.0047030659304003
707 => 0.004776493925237
708 => 0.004798464732135
709 => 0.0047847739996822
710 => 0.004756693907999
711 => 0.0048106159851645
712 => 0.0048250432582242
713 => 0.0048282729926049
714 => 0.0049238125748095
715 => 0.0048336125939378
716 => 0.0048553246258443
717 => 0.0050247157008061
718 => 0.0048711013701863
719 => 0.004952474307124
720 => 0.0049484915253052
721 => 0.0049901191663325
722 => 0.0049450768437212
723 => 0.0049456351972927
724 => 0.0049825977224242
725 => 0.0049306905221035
726 => 0.0049178375693315
727 => 0.0049000813071315
728 => 0.0049388514560453
729 => 0.004962092406896
730 => 0.0051493974021558
731 => 0.0052704049712391
801 => 0.0052651517135304
802 => 0.0053131566553013
803 => 0.0052915299893586
804 => 0.0052216917802036
805 => 0.0053408970873689
806 => 0.0053031755404199
807 => 0.0053062852589187
808 => 0.0053061695150409
809 => 0.0053312510460871
810 => 0.0053134784826523
811 => 0.0052784469358061
812 => 0.0053017025114564
813 => 0.0053707632571175
814 => 0.005585129930692
815 => 0.0057050923612049
816 => 0.0055779080417458
817 => 0.0056656380822428
818 => 0.0056130313193543
819 => 0.0056034711056218
820 => 0.005658572054253
821 => 0.0057137694498006
822 => 0.0057102536143291
823 => 0.0056701831395792
824 => 0.0056475483451436
825 => 0.0058189465918222
826 => 0.0059452299002821
827 => 0.0059366182252592
828 => 0.0059746273581436
829 => 0.0060862233478705
830 => 0.0060964262866046
831 => 0.006095140950836
901 => 0.0060698519026169
902 => 0.0061797326470735
903 => 0.0062713970972669
904 => 0.006063998218625
905 => 0.0061429729965612
906 => 0.0061784273187851
907 => 0.0062304847826333
908 => 0.0063183144499892
909 => 0.0064137207644064
910 => 0.006427212263342
911 => 0.0064176393992195
912 => 0.006354716370202
913 => 0.0064591110978714
914 => 0.0065202630809825
915 => 0.0065566776874869
916 => 0.0066490190707693
917 => 0.0061786462726091
918 => 0.0058456930270264
919 => 0.0057936975698255
920 => 0.0058994323766639
921 => 0.0059273138020079
922 => 0.005916074834412
923 => 0.0055413056857239
924 => 0.0057917244878179
925 => 0.0060611540630601
926 => 0.0060715039503316
927 => 0.0062063860292046
928 => 0.0062503091630888
929 => 0.0063589069159798
930 => 0.0063521140969685
1001 => 0.0063785559216298
1002 => 0.0063724774040487
1003 => 0.0065736318733244
1004 => 0.0067955351246633
1005 => 0.0067878513206785
1006 => 0.0067559501028585
1007 => 0.0068033288512872
1008 => 0.0070323567872665
1009 => 0.0070112715650194
1010 => 0.0070317540623975
1011 => 0.0073017909063659
1012 => 0.007652877215818
1013 => 0.0074897623765883
1014 => 0.0078436746426861
1015 => 0.0080664436541115
1016 => 0.008451699624626
1017 => 0.008403463679692
1018 => 0.0085534410018744
1019 => 0.0083171112711145
1020 => 0.0077744504391709
1021 => 0.0076885722852936
1022 => 0.0078605025241371
1023 => 0.0082831762396266
1024 => 0.0078471910246683
1025 => 0.007935390265826
1026 => 0.0079099888784391
1027 => 0.0079086353464542
1028 => 0.0079602941571055
1029 => 0.0078853603579135
1030 => 0.0075800665796721
1031 => 0.0077199809191326
1101 => 0.0076659532734285
1102 => 0.007725900974365
1103 => 0.008049413992007
1104 => 0.0079063811753204
1105 => 0.0077557077219835
1106 => 0.0079446856695839
1107 => 0.0081853195367474
1108 => 0.008170261101801
1109 => 0.0081410414440673
1110 => 0.0083057511248204
1111 => 0.008577803262016
1112 => 0.0086513378615059
1113 => 0.0087056195995007
1114 => 0.0087131041340727
1115 => 0.0087901994917766
1116 => 0.0083756383228708
1117 => 0.0090335575446103
1118 => 0.0091471620195529
1119 => 0.0091258090866868
1120 => 0.0092520756793785
1121 => 0.0092149248447343
1122 => 0.0091610991141222
1123 => 0.009361258521213
1124 => 0.0091317919130147
1125 => 0.0088060929517198
1126 => 0.0086274080599584
1127 => 0.0088627147395289
1128 => 0.0090064083176711
1129 => 0.0091013806321951
1130 => 0.0091301191971862
1201 => 0.0084078195263087
1202 => 0.008018540064282
1203 => 0.008268063736343
1204 => 0.0085724998374614
1205 => 0.0083739471649578
1206 => 0.00838173005381
1207 => 0.0080986461215443
1208 => 0.0085975464840591
1209 => 0.0085248608976532
1210 => 0.0089019538485056
1211 => 0.0088119575894247
1212 => 0.0091194622521808
1213 => 0.0090384859688736
1214 => 0.0093746139935586
1215 => 0.0095087045629085
1216 => 0.0097338634983775
1217 => 0.0098994913278702
1218 => 0.0099967511573039
1219 => 0.0099909120419571
1220 => 0.010376303940828
1221 => 0.010149051802631
1222 => 0.0098635695578395
1223 => 0.0098584060847162
1224 => 0.010006261384608
1225 => 0.010316125531062
1226 => 0.010396468795898
1227 => 0.010441369720311
1228 => 0.01037260239156
1229 => 0.010125936482855
1230 => 0.0100194273941
1231 => 0.010110176223584
]
'min_raw' => 0.0037420105087327
'max_raw' => 0.010441369720311
'avg_raw' => 0.0070916901145218
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.003742'
'max' => '$0.010441'
'avg' => '$0.007091'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0014814059287036
'max_diff' => 0.005394729243995
'year' => 2036
]
11 => [
'items' => [
101 => 0.0099991982032611
102 => 0.010190777401272
103 => 0.010453856559249
104 => 0.010399531753454
105 => 0.010581131434396
106 => 0.010769067999326
107 => 0.011037825727936
108 => 0.011108088950265
109 => 0.011224231384903
110 => 0.011343780100947
111 => 0.011382175926613
112 => 0.011455485471333
113 => 0.011455099093846
114 => 0.011676022341161
115 => 0.011919707524374
116 => 0.012011693039712
117 => 0.01222320866012
118 => 0.011860995572562
119 => 0.012135738360279
120 => 0.012383563232057
121 => 0.012088096203303
122 => 0.012495328667453
123 => 0.012511140581227
124 => 0.012749881706451
125 => 0.012507871838771
126 => 0.012364167151866
127 => 0.012779037198417
128 => 0.012979779745659
129 => 0.012919314456733
130 => 0.012459170622464
131 => 0.012191347174422
201 => 0.01149040155161
202 => 0.012320701920428
203 => 0.012725117009885
204 => 0.012458123285082
205 => 0.012592779389775
206 => 0.013327419434593
207 => 0.01360712279924
208 => 0.013548946454667
209 => 0.013558777299236
210 => 0.013709700157824
211 => 0.014378975227539
212 => 0.013977930092091
213 => 0.014284514071267
214 => 0.014447125108351
215 => 0.014598167302006
216 => 0.014227255411764
217 => 0.013744704492338
218 => 0.013591860360046
219 => 0.012431576021021
220 => 0.012371178182315
221 => 0.012337275045208
222 => 0.01212352056144
223 => 0.011955568089479
224 => 0.011822006048101
225 => 0.011471499366521
226 => 0.011589785082323
227 => 0.011031150588315
228 => 0.01138854514079
301 => 0.010496950999652
302 => 0.011239497094255
303 => 0.010835363014391
304 => 0.011106728179868
305 => 0.01110578141237
306 => 0.010606112106322
307 => 0.010317913278425
308 => 0.010501564788427
309 => 0.010698453785424
310 => 0.010730398362772
311 => 0.010985670086708
312 => 0.01105691093781
313 => 0.010841047833051
314 => 0.010478474692834
315 => 0.010562692163894
316 => 0.010316206614062
317 => 0.0098842501689124
318 => 0.010194488829055
319 => 0.010300417947859
320 => 0.010347202281371
321 => 0.0099224227280992
322 => 0.0097889477700483
323 => 0.0097178868223454
324 => 0.01042364098666
325 => 0.010462303792931
326 => 0.010264499409678
327 => 0.011158593978562
328 => 0.010956232841054
329 => 0.011182319811333
330 => 0.010555050311121
331 => 0.010579012850759
401 => 0.010282053416919
402 => 0.010448330857033
403 => 0.010330811321733
404 => 0.010434897283058
405 => 0.010497285979113
406 => 0.010794196684833
407 => 0.01124288733758
408 => 0.010749848126498
409 => 0.010535023881778
410 => 0.010668299634984
411 => 0.011023230528648
412 => 0.011560969001126
413 => 0.011242617002424
414 => 0.01138389621348
415 => 0.011414759436022
416 => 0.01118001845821
417 => 0.011569624235809
418 => 0.011778417137176
419 => 0.011992595450376
420 => 0.012178560478587
421 => 0.011907047922202
422 => 0.01219760527733
423 => 0.011963467339374
424 => 0.011753421404293
425 => 0.011753739957273
426 => 0.011621975073915
427 => 0.011366664008966
428 => 0.011319580731415
429 => 0.011564513887199
430 => 0.011760927082881
501 => 0.011777104614433
502 => 0.011885849051637
503 => 0.011950202889418
504 => 0.012580957984469
505 => 0.012834652901578
506 => 0.01314486624402
507 => 0.013265711823567
508 => 0.013629413692466
509 => 0.013335694894908
510 => 0.013272146985479
511 => 0.012389925217505
512 => 0.012534388982588
513 => 0.012765689409165
514 => 0.012393739276346
515 => 0.012629656024501
516 => 0.012676230987986
517 => 0.012381100553161
518 => 0.012538742470235
519 => 0.012120092276058
520 => 0.011252012767774
521 => 0.011570590656456
522 => 0.011805171214683
523 => 0.011470395834518
524 => 0.012070467745867
525 => 0.011719918123256
526 => 0.011608810722237
527 => 0.011175341138216
528 => 0.0113799220961
529 => 0.011656620770954
530 => 0.011485653159568
531 => 0.011840436624111
601 => 0.012342904627199
602 => 0.012700993248686
603 => 0.01272848284664
604 => 0.012498255853098
605 => 0.012867196079538
606 => 0.012869883406306
607 => 0.012453717323717
608 => 0.012198817915353
609 => 0.01214090423346
610 => 0.012285583965475
611 => 0.012461251869494
612 => 0.012738231192726
613 => 0.012905603996827
614 => 0.013342023502248
615 => 0.013460106107287
616 => 0.013589843089816
617 => 0.013763211707878
618 => 0.013971385184663
619 => 0.01351591346878
620 => 0.013534010209157
621 => 0.013109881253762
622 => 0.012656638638678
623 => 0.013000593286037
624 => 0.013450268233091
625 => 0.01334711230339
626 => 0.013335505154014
627 => 0.013355025159709
628 => 0.013277248957473
629 => 0.012925470077277
630 => 0.012748808925895
701 => 0.012976746882244
702 => 0.013097885761693
703 => 0.013285761599296
704 => 0.013262601936734
705 => 0.013746549918009
706 => 0.013934597469706
707 => 0.013886486858973
708 => 0.013895340369195
709 => 0.014235791479219
710 => 0.014614443132677
711 => 0.014969100373627
712 => 0.015329872952004
713 => 0.014894947527577
714 => 0.014674119219524
715 => 0.014901957665292
716 => 0.014781063378909
717 => 0.015475757808039
718 => 0.015523856943055
719 => 0.016218501137871
720 => 0.016877801195443
721 => 0.016463706641869
722 => 0.016854179154661
723 => 0.017276507012936
724 => 0.018091245971774
725 => 0.0178168705533
726 => 0.017606703282759
727 => 0.017408096227619
728 => 0.017821365981383
729 => 0.018353030917456
730 => 0.018467546452462
731 => 0.018653105367474
801 => 0.018458012857404
802 => 0.018692980297048
803 => 0.019522518608918
804 => 0.019298370034514
805 => 0.018980043025178
806 => 0.019634883852693
807 => 0.019871868202542
808 => 0.021535148479446
809 => 0.023635108535719
810 => 0.02276571128334
811 => 0.022226048353515
812 => 0.022352881943
813 => 0.023119716267417
814 => 0.023365999114315
815 => 0.022696517437658
816 => 0.022932989683866
817 => 0.024235975009909
818 => 0.024934984832558
819 => 0.023985635603857
820 => 0.02136641873361
821 => 0.018951381160879
822 => 0.019591957875726
823 => 0.019519336355672
824 => 0.020919231537776
825 => 0.019293024165145
826 => 0.019320405326659
827 => 0.020749248858614
828 => 0.020368057900868
829 => 0.019750577368569
830 => 0.018955889452109
831 => 0.017486835338799
901 => 0.016185653143035
902 => 0.018737571073291
903 => 0.018627527731777
904 => 0.018468168665754
905 => 0.018822805022735
906 => 0.020544818506946
907 => 0.020505120522521
908 => 0.0202525821997
909 => 0.020444130291789
910 => 0.019716998061904
911 => 0.019904396594039
912 => 0.018950998606588
913 => 0.019381974314333
914 => 0.019749252532671
915 => 0.019822989072649
916 => 0.019989121262302
917 => 0.018569539891207
918 => 0.019206890250109
919 => 0.019581273874311
920 => 0.017889795039972
921 => 0.019547838776276
922 => 0.018544828137819
923 => 0.018204391262413
924 => 0.018662744666
925 => 0.018484123898859
926 => 0.018330556252234
927 => 0.018244862866791
928 => 0.018581427019766
929 => 0.018565725899748
930 => 0.018015041621194
1001 => 0.017296696428583
1002 => 0.017537796654101
1003 => 0.017450202681843
1004 => 0.017132750826536
1005 => 0.01734667504773
1006 => 0.016404661042163
1007 => 0.014783974907212
1008 => 0.01585464981092
1009 => 0.015813429991797
1010 => 0.015792645089826
1011 => 0.016597227688681
1012 => 0.01651988563668
1013 => 0.016379509054962
1014 => 0.017130172700528
1015 => 0.016856170372046
1016 => 0.017700580985361
1017 => 0.018256764428345
1018 => 0.018115698316555
1019 => 0.018638791532949
1020 => 0.017543351116343
1021 => 0.017907212481298
1022 => 0.017982203804325
1023 => 0.017120909627665
1024 => 0.016532539752892
1025 => 0.016493302190153
1026 => 0.015473149909661
1027 => 0.016018107023518
1028 => 0.016497646731855
1029 => 0.016267984425346
1030 => 0.016195280200072
1031 => 0.016566710319376
1101 => 0.01659557362073
1102 => 0.015937487291068
1103 => 0.016074324277888
1104 => 0.016644957260186
1105 => 0.016059945790828
1106 => 0.014923364066946
1107 => 0.014641476084952
1108 => 0.014603867031928
1109 => 0.013839364467941
1110 => 0.014660313187809
1111 => 0.014301947071529
1112 => 0.015434021338972
1113 => 0.014787386588845
1114 => 0.014759511457179
1115 => 0.014717374107274
1116 => 0.014059335169247
1117 => 0.014203403876119
1118 => 0.014682310200044
1119 => 0.014853189371686
1120 => 0.014835365274112
1121 => 0.01467996329779
1122 => 0.014751105526764
1123 => 0.014521931619645
1124 => 0.014441005543199
1125 => 0.014185580585464
1126 => 0.01381017646054
1127 => 0.013862378706598
1128 => 0.013118604905291
1129 => 0.012713357463275
1130 => 0.012601190312401
1201 => 0.012451195710463
1202 => 0.01261813260181
1203 => 0.013116497887562
1204 => 0.012515363618852
1205 => 0.011484761079814
1206 => 0.011546702048471
1207 => 0.011685865014606
1208 => 0.011426535747869
1209 => 0.011181102360758
1210 => 0.011394486778211
1211 => 0.010957806896227
1212 => 0.011738635692081
1213 => 0.0117175164614
1214 => 0.012008561150366
1215 => 0.012190557367214
1216 => 0.011771115009354
1217 => 0.011665626390644
1218 => 0.011725717502052
1219 => 0.010732545285096
1220 => 0.011927397791549
1221 => 0.011937730925642
1222 => 0.011849252358109
1223 => 0.012485474430862
1224 => 0.013828101447013
1225 => 0.013322951156491
1226 => 0.013127341695752
1227 => 0.012755487967898
1228 => 0.013250960981774
1229 => 0.013212916384891
1230 => 0.013040864289803
1231 => 0.012936806645859
]
'min_raw' => 0.0097178868223454
'max_raw' => 0.024934984832558
'avg_raw' => 0.017326435827451
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.009717'
'max' => '$0.024934'
'avg' => '$0.017326'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0059758763136127
'max_diff' => 0.014493615112247
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00030503336297288
]
1 => [
'year' => 2028
'avg' => 0.00052352580267945
]
2 => [
'year' => 2029
'avg' => 0.0014301781365747
]
3 => [
'year' => 2030
'avg' => 0.0011033803024822
]
4 => [
'year' => 2031
'avg' => 0.001083656197453
]
5 => [
'year' => 2032
'avg' => 0.0018999903532916
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00030503336297288
'min' => '$0.000305'
'max_raw' => 0.0018999903532916
'max' => '$0.001899'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0018999903532916
]
1 => [
'year' => 2033
'avg' => 0.0048869705623701
]
2 => [
'year' => 2034
'avg' => 0.0030975967992457
]
3 => [
'year' => 2035
'avg' => 0.0036536225281725
]
4 => [
'year' => 2036
'avg' => 0.0070916901145218
]
5 => [
'year' => 2037
'avg' => 0.017326435827451
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0018999903532916
'min' => '$0.001899'
'max_raw' => 0.017326435827451
'max' => '$0.017326'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.017326435827451
]
]
]
]
'prediction_2025_max_price' => '$0.000521'
'last_price' => 0.00050571
'sma_50day_nextmonth' => '$0.000431'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.000456'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.000428'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000391'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000381'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000435'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.000729'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.000463'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000439'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.000411'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.000405'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0005037'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.000797'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.000514'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.000452'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.000449'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.000561'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.000772'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.000324'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.000162'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.000081'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '64.80'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.78
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000342'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000475'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 298.46
'cci_20_action' => 'SELL'
'adx_14' => 25.05
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000019'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.41
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000451'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 6
'buy_signals' => 24
'sell_pct' => 20
'buy_pct' => 80
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767711599
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de VERONICA by Virtuals para 2026
La previsión del precio de VERONICA by Virtuals para 2026 sugiere que el precio medio podría oscilar entre $0.000174 en el extremo inferior y $0.000521 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, VERONICA by Virtuals podría potencialmente ganar 3.13% para 2026 si VERONICA alcanza el objetivo de precio previsto.
Predicción de precio de VERONICA by Virtuals 2027-2032
La predicción del precio de VERONICA para 2027-2032 está actualmente dentro de un rango de precios de $0.000305 en el extremo inferior y $0.001899 en el extremo superior. Considerando la volatilidad de precios en el mercado, si VERONICA by Virtuals alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de VERONICA by Virtuals | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000168 | $0.000305 | $0.000441 |
| 2028 | $0.0003035 | $0.000523 | $0.000743 |
| 2029 | $0.000666 | $0.00143 | $0.002193 |
| 2030 | $0.000567 | $0.0011033 | $0.001639 |
| 2031 | $0.00067 | $0.001083 | $0.001496 |
| 2032 | $0.001023 | $0.001899 | $0.002776 |
Predicción de precio de VERONICA by Virtuals 2032-2037
La predicción de precio de VERONICA by Virtuals para 2032-2037 se estima actualmente entre $0.001899 en el extremo inferior y $0.017326 en el extremo superior. Comparado con el precio actual, VERONICA by Virtuals podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de VERONICA by Virtuals | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.001023 | $0.001899 | $0.002776 |
| 2033 | $0.002378 | $0.004886 | $0.007395 |
| 2034 | $0.001912 | $0.003097 | $0.004283 |
| 2035 | $0.00226 | $0.003653 | $0.005046 |
| 2036 | $0.003742 | $0.007091 | $0.010441 |
| 2037 | $0.009717 | $0.017326 | $0.024934 |
VERONICA by Virtuals Histograma de precios potenciales
Pronóstico de precio de VERONICA by Virtuals basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para VERONICA by Virtuals es Alcista, con 24 indicadores técnicos mostrando señales alcistas y 6 indicando señales bajistas. La predicción de precio de VERONICA 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 VERONICA by Virtuals
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de VERONICA by Virtuals disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para VERONICA by Virtuals alcance $0.000431 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 64.80, lo que sugiere que el mercado de VERONICA está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de VERONICA 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 | $0.000456 | BUY |
| SMA 5 | $0.000428 | BUY |
| SMA 10 | $0.000391 | BUY |
| SMA 21 | $0.000381 | BUY |
| SMA 50 | $0.000435 | BUY |
| SMA 100 | $0.000729 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.000463 | BUY |
| EMA 5 | $0.000439 | BUY |
| EMA 10 | $0.000411 | BUY |
| EMA 21 | $0.000405 | BUY |
| EMA 50 | $0.0005037 | BUY |
| EMA 100 | $0.000797 | SELL |
| EMA 200 | $0.000514 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.000772 | SELL |
| EMA 50 | $0.000324 | BUY |
| EMA 100 | $0.000162 | BUY |
| EMA 200 | $0.000081 | BUY |
Osciladores de VERONICA by Virtuals
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) | 64.80 | NEUTRAL |
| Stoch RSI (14) | 115.78 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 298.46 | SELL |
| Índice Direccional Medio (14) | 25.05 | SELL |
| Oscilador Asombroso (5, 34) | 0.000019 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 78.41 | SELL |
| VWMA (10) | 0.000342 | BUY |
| Promedio Móvil de Hull (9) | 0.000475 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000451 | SELL |
Predicción de precios de VERONICA by Virtuals basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de VERONICA by Virtuals
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 VERONICA by Virtuals por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.00071 | $0.000998 | $0.001403 | $0.001971 | $0.00277 | $0.003892 |
| Amazon.com acción | $0.001055 | $0.0022017 | $0.004594 | $0.009585 | $0.0200011 | $0.041733 |
| Apple acción | $0.000717 | $0.001017 | $0.001443 | $0.002047 | $0.0029035 | $0.004118 |
| Netflix acción | $0.000797 | $0.001259 | $0.001986 | $0.003134 | $0.004945 | $0.0078034 |
| Google acción | $0.000654 | $0.000848 | $0.001098 | $0.001422 | $0.001841 | $0.002385 |
| Tesla acción | $0.001146 | $0.002598 | $0.005891 | $0.013355 | $0.030275 | $0.068631 |
| Kodak acción | $0.000379 | $0.000284 | $0.000213 | $0.000159 | $0.000119 | $0.000089 |
| Nokia acción | $0.000335 | $0.000221 | $0.000147 | $0.000097 | $0.000064 | $0.000042 |
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 VERONICA by Virtuals
Podría preguntarse cosas como: "¿Debo invertir en VERONICA by Virtuals ahora?", "¿Debería comprar VERONICA hoy?", "¿Será VERONICA by Virtuals una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de VERONICA by Virtuals regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como VERONICA by Virtuals, 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 VERONICA by Virtuals a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de VERONICA by Virtuals es de $0.0005057 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 VERONICA by Virtuals basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si VERONICA by Virtuals ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.000518 | $0.000532 | $0.000546 | $0.00056 |
| Si VERONICA by Virtuals ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.000532 | $0.000559 | $0.000588 | $0.000619 |
| Si VERONICA by Virtuals ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.000571 | $0.000645 | $0.000729 | $0.000824 |
| Si VERONICA by Virtuals ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.000637 | $0.0008027 | $0.001011 | $0.001274 |
| Si VERONICA by Virtuals ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.000768 | $0.001168 | $0.001775 | $0.002698 |
| Si VERONICA by Virtuals ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.001162 | $0.002674 | $0.00615 | $0.014143 |
| Si VERONICA by Virtuals ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.00182 | $0.006551 | $0.023581 | $0.084875 |
Cuadro de preguntas
¿Es VERONICA una buena inversión?
La decisión de adquirir VERONICA by Virtuals depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de VERONICA by Virtuals ha experimentado una caída de -2.7905% durante las últimas 24 horas, y VERONICA by Virtuals ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en VERONICA by Virtuals dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede VERONICA by Virtuals subir?
Parece que el valor medio de VERONICA by Virtuals podría potencialmente aumentar hasta $0.000521 para el final de este año. Mirando las perspectivas de VERONICA by Virtuals en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.001639. 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 VERONICA by Virtuals la próxima semana?
Basado en nuestro nuevo pronóstico experimental de VERONICA by Virtuals, el precio de VERONICA by Virtuals aumentará en un 0.86% durante la próxima semana y alcanzará $0.00051 para el 13 de enero de 2026.
¿Cuál será el precio de VERONICA by Virtuals el próximo mes?
Basado en nuestro nuevo pronóstico experimental de VERONICA by Virtuals, el precio de VERONICA by Virtuals disminuirá en un -11.62% durante el próximo mes y alcanzará $0.000446 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de VERONICA by Virtuals este año en 2026?
Según nuestra predicción más reciente sobre el valor de VERONICA by Virtuals en 2026, se anticipa que VERONICA fluctúe dentro del rango de $0.000174 y $0.000521. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de VERONICA by Virtuals no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará VERONICA by Virtuals en 5 años?
El futuro de VERONICA by Virtuals parece estar en una tendencia alcista, con un precio máximo de $0.001639 proyectada después de un período de cinco años. Basado en el pronóstico de VERONICA by Virtuals para 2030, el valor de VERONICA by Virtuals podría potencialmente alcanzar su punto más alto de aproximadamente $0.001639, mientras que su punto más bajo se anticipa que esté alrededor de $0.000567.
¿Cuánto será VERONICA by Virtuals en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de VERONICA by Virtuals, se espera que el valor de VERONICA en 2026 crezca en un 3.13% hasta $0.000521 si ocurre lo mejor. El precio estará entre $0.000521 y $0.000174 durante 2026.
¿Cuánto será VERONICA by Virtuals en 2027?
Según nuestra última simulación experimental para la predicción de precios de VERONICA by Virtuals, el valor de VERONICA podría disminuir en un -12.62% hasta $0.000441 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.000441 y $0.000168 a lo largo del año.
¿Cuánto será VERONICA by Virtuals en 2028?
Nuestro nuevo modelo experimental de predicción de precios de VERONICA by Virtuals sugiere que el valor de VERONICA en 2028 podría aumentar en un 47.02% , alcanzando $0.000743 en el mejor escenario. Se espera que el precio oscile entre $0.000743 y $0.0003035 durante el año.
¿Cuánto será VERONICA by Virtuals en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de VERONICA by Virtuals podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.002193 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.002193 y $0.000666.
¿Cuánto será VERONICA by Virtuals en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de VERONICA by Virtuals, se espera que el valor de VERONICA en 2030 aumente en un 224.23% , alcanzando $0.001639 en el mejor escenario. Se pronostica que el precio oscile entre $0.001639 y $0.000567 durante el transcurso de 2030.
¿Cuánto será VERONICA by Virtuals en 2031?
Nuestra simulación experimental indica que el precio de VERONICA by Virtuals podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.001496 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.001496 y $0.00067 durante el año.
¿Cuánto será VERONICA by Virtuals en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de VERONICA by Virtuals, VERONICA podría experimentar un 449.04% aumento en valor, alcanzando $0.002776 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.002776 y $0.001023 a lo largo del año.
¿Cuánto será VERONICA by Virtuals en 2033?
Según nuestra predicción experimental de precios de VERONICA by Virtuals, se anticipa que el valor de VERONICA aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.007395. A lo largo del año, el precio de VERONICA podría oscilar entre $0.007395 y $0.002378.
¿Cuánto será VERONICA by Virtuals en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de VERONICA by Virtuals sugieren que VERONICA podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.004283 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.004283 y $0.001912.
¿Cuánto será VERONICA by Virtuals en 2035?
Basado en nuestra predicción experimental para el precio de VERONICA by Virtuals, VERONICA podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.005046 en 2035. El rango de precios esperado para el año está entre $0.005046 y $0.00226.
¿Cuánto será VERONICA by Virtuals en 2036?
Nuestra reciente simulación de predicción de precios de VERONICA by Virtuals sugiere que el valor de VERONICA podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.010441 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.010441 y $0.003742.
¿Cuánto será VERONICA by Virtuals en 2037?
Según la simulación experimental, el valor de VERONICA by Virtuals podría aumentar en un 4830.69% en 2037, con un máximo de $0.024934 bajo condiciones favorables. Se espera que el precio caiga entre $0.024934 y $0.009717 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de VERONICA by Virtuals?
Los traders de VERONICA by Virtuals 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 VERONICA by Virtuals
Las medias móviles son herramientas populares para la predicción de precios de VERONICA by Virtuals. Una media móvil simple (SMA) calcula el precio de cierre promedio de VERONICA 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 VERONICA 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 VERONICA.
¿Cómo leer gráficos de VERONICA by Virtuals 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 VERONICA by Virtuals 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 VERONICA 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 VERONICA by Virtuals?
La acción del precio de VERONICA by Virtuals 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 VERONICA. La capitalización de mercado de VERONICA by Virtuals puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de VERONICA, grandes poseedores de VERONICA by Virtuals, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de VERONICA by Virtuals.
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


