Previsione del prezzo di Velas VLX
$0.004446
0.3885%
Add to portfolio
Add to favorites
Sentiment
Rialzista 82.86%
Ribassista 17.14%
SMA 50
$0.004125
SMA 200
$0.002988
RSI (14)
52.06
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.004713
Previsione del prezzo di Velas fino a $0.004585 entro il 2026
| Anno | Prezzo min. | Prezzo max. |
|---|---|---|
| 2026 | $0.001536 | $0.004585 |
| 2027 | $0.001478 | $0.003884 |
| 2028 | $0.002668 | $0.006536 |
| 2029 | $0.005862 | $0.019284 |
| 2030 | $0.004985 | $0.014415 |
| 2031 | $0.005894 | $0.013159 |
| 2032 | $0.008997 | $0.02441 |
| 2033 | $0.0209091 | $0.06502 |
| 2034 | $0.0168099 | $0.037656 |
| 2035 | $0.019874 | $0.044368 |
Calcolatore di profitto dell’investimento
Se apri uno short di $10,000.00 su Velas oggi e lo chiudi il Apr 06, 2026, la nostra previsione suggerisce che potresti guadagnare circa $3,956.43, con un rendimento del 39.56% nei prossimi 90 giorni.
$
≈ $3,956.43
(39.56% ROI)
Previsione a lungo termine del prezzo di Velas per gli anni 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Velas'
'name_with_ticker' => 'Velas <small>VLX</small>'
'name_lang' => 'Velas'
'name_lang_with_ticker' => 'Velas <small>VLX</small>'
'name_with_lang' => 'Velas'
'name_with_lang_with_ticker' => 'Velas <small>VLX</small>'
'image' => '/uploads/coins/velas.png?1717095479'
'price_for_sd' => 0.004446
'ticker' => 'VLX'
'marketcap' => '$12.39M'
'low24h' => '$0.004348'
'high24h' => '$0.004495'
'volume24h' => '$80.78'
'current_supply' => '2.79B'
'max_supply' => '2.79B'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004446'
'change_24h_pct' => '0.3885%'
'ath_price' => '$0.5689'
'ath_days' => 1463
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 gen 2022'
'ath_pct' => '-99.22%'
'fdv' => '$12.39M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.21922'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004484'
'next_week_prediction_price_date' => '13 gennaio 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.003929'
'next_month_prediction_price_date' => '5 febbraio 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.001536'
'current_year_max_price_prediction' => '$0.004585'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.004985'
'grand_prediction_max_price' => '$0.014415'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0045303003088777
107 => 0.004547214805732
108 => 0.0045853240308205
109 => 0.0042596848749431
110 => 0.0044058872956687
111 => 0.0044917675205308
112 => 0.0041037575402547
113 => 0.0044840978107679
114 => 0.004254016221721
115 => 0.004175923074689
116 => 0.0042810652091778
117 => 0.0042400912171135
118 => 0.0042048641848101
119 => 0.0041852068955075
120 => 0.0042624116749622
121 => 0.004258809979721
122 => 0.0041324879757312
123 => 0.0039677060710701
124 => 0.004023012287056
125 => 0.0040029190202897
126 => 0.003930098429446
127 => 0.003979170715283
128 => 0.0037630812033722
129 => 0.0033913104294852
130 => 0.0036369135903618
131 => 0.0036274581358329
201 => 0.0036226902668886
202 => 0.0038072542543146
203 => 0.0037895126855392
204 => 0.0037573115644861
205 => 0.0039295070306054
206 => 0.003866653369116
207 => 0.0040603535436413
208 => 0.0041879370063254
209 => 0.004155577713296
210 => 0.0042755705766149
211 => 0.0040242864305694
212 => 0.0041077529441156
213 => 0.0041249552768779
214 => 0.0039273821652827
215 => 0.0037924154256046
216 => 0.0037834146828015
217 => 0.003549400955762
218 => 0.0036744091998537
219 => 0.0037844112814618
220 => 0.0037317288208779
221 => 0.0037150511277008
222 => 0.0038002538451923
223 => 0.0038068748260534
224 => 0.003655915760762
225 => 0.0036873049306879
226 => 0.0038182029872944
227 => 0.0036840066355113
228 => 0.0034232850448461
301 => 0.0033586224856032
302 => 0.0033499953082327
303 => 0.0031746253191136
304 => 0.0033629435470078
305 => 0.0032807375939173
306 => 0.0035404252147519
307 => 0.0033920930384638
308 => 0.0033856987348118
309 => 0.0033760328070013
310 => 0.0032250846129235
311 => 0.0032581326741683
312 => 0.0033679894631081
313 => 0.0034071876030272
314 => 0.0034030989158927
315 => 0.0033674511049102
316 => 0.0033837704902316
317 => 0.0033312000640604
318 => 0.0033126363524205
319 => 0.0032540441721339
320 => 0.0031679298536156
321 => 0.0031799045777754
322 => 0.0030092895797533
323 => 0.0029163294736076
324 => 0.002890599341421
325 => 0.0028561919333248
326 => 0.0028944857497201
327 => 0.0030088062489006
328 => 0.002870911472442
329 => 0.0026345005503978
330 => 0.0026487092496373
331 => 0.0026806319782277
401 => 0.0026211441846894
402 => 0.0025648439805375
403 => 0.0026137924402676
404 => 0.0025136220160474
405 => 0.0026927370954248
406 => 0.0026878925344919
407 => 0.0027546555596816
408 => 0.0027964038494479
409 => 0.0027001875577059
410 => 0.0026759894205293
411 => 0.0026897737792091
412 => 0.0024619490352702
413 => 0.0027360374176071
414 => 0.0027384077453194
415 => 0.0027181115603797
416 => 0.0028640551624447
417 => 0.0031720416837529
418 => 0.0030561647657076
419 => 0.0030112937206421
420 => 0.002925993831172
421 => 0.0030396508692847
422 => 0.0030309237820836
423 => 0.0029914565841109
424 => 0.0029675866996319
425 => 0.0030115676936751
426 => 0.0029621369677538
427 => 0.0029532578511128
428 => 0.0028994600648427
429 => 0.0028802567027875
430 => 0.0028660392980298
501 => 0.0028503873323649
502 => 0.0028849116683949
503 => 0.0028066749808962
504 => 0.0027123292054098
505 => 0.0027044853750136
506 => 0.0027261428803743
507 => 0.0027165610464638
508 => 0.0027044395008792
509 => 0.0026812961692517
510 => 0.0026744300371369
511 => 0.0026967416355363
512 => 0.0026715531417903
513 => 0.0027087201364008
514 => 0.0026986127704104
515 => 0.0026421538456117
516 => 0.0025717851215413
517 => 0.0025711586922937
518 => 0.0025559978661205
519 => 0.0025366882745436
520 => 0.0025313167879105
521 => 0.0026096701375175
522 => 0.0027718592262857
523 => 0.0027400176273046
524 => 0.0027630264458268
525 => 0.0028762070602913
526 => 0.0029121837741698
527 => 0.002886648354814
528 => 0.0028516938978438
529 => 0.0028532317165536
530 => 0.0029726816774546
531 => 0.0029801316249957
601 => 0.0029989552389879
602 => 0.0030231489025205
603 => 0.00289076864033
604 => 0.0028469966181092
605 => 0.0028262550056016
606 => 0.0027623788670926
607 => 0.0028312638061483
608 => 0.0027911275021078
609 => 0.0027965432607742
610 => 0.0027930162408379
611 => 0.0027949422322192
612 => 0.0026926870291098
613 => 0.0027299434507476
614 => 0.0026679974237729
615 => 0.0025850586474217
616 => 0.0025847806075613
617 => 0.0026050797555739
618 => 0.0025930050280303
619 => 0.0025605122466798
620 => 0.0025651276929091
621 => 0.0025246915273403
622 => 0.0025700373755295
623 => 0.0025713377322003
624 => 0.0025538771106424
625 => 0.0026237386462991
626 => 0.0026523609744593
627 => 0.0026408680193071
628 => 0.0026515545980879
629 => 0.0027413407894984
630 => 0.0027559798563445
701 => 0.0027624815628351
702 => 0.0027537701374488
703 => 0.0026531957248441
704 => 0.0026576566277185
705 => 0.0026249254822814
706 => 0.0025972711135102
707 => 0.002598377143233
708 => 0.0026125950835977
709 => 0.0026746856630415
710 => 0.0028053516270415
711 => 0.0028103103048598
712 => 0.0028163203670303
713 => 0.0027918744237675
714 => 0.0027845012933633
715 => 0.0027942283555329
716 => 0.0028432996215213
717 => 0.0029695242403622
718 => 0.002924908029805
719 => 0.0028886343561293
720 => 0.0029204561472551
721 => 0.0029155574319387
722 => 0.0028742073447757
723 => 0.0028730467855498
724 => 0.0027936827478613
725 => 0.0027643436701596
726 => 0.0027398257408402
727 => 0.0027130528020801
728 => 0.0026971809065461
729 => 0.0027215673517338
730 => 0.0027271448202802
731 => 0.002673823431675
801 => 0.0026665559234375
802 => 0.0027100993203945
803 => 0.0026909374948552
804 => 0.0027106459076128
805 => 0.0027152184284282
806 => 0.0027144821472629
807 => 0.0026944750006781
808 => 0.0027072269592895
809 => 0.0026770647756317
810 => 0.0026442679311174
811 => 0.0026233455876328
812 => 0.0026050880679964
813 => 0.002615218401024
814 => 0.0025791056135065
815 => 0.0025675524059728
816 => 0.0027029068826401
817 => 0.0028028946898601
818 => 0.0028014408275436
819 => 0.002792590814595
820 => 0.0027794414905129
821 => 0.0028423376665626
822 => 0.0028204258964756
823 => 0.0028363685400036
824 => 0.0028404266118921
825 => 0.0028527091732855
826 => 0.0028570991332618
827 => 0.0028438296251901
828 => 0.0027992955353675
829 => 0.0026883208177039
830 => 0.0026366617870609
831 => 0.0026196134464995
901 => 0.0026202331212995
902 => 0.0026031397239655
903 => 0.0026081744955527
904 => 0.0026013888358751
905 => 0.0025885384380731
906 => 0.0026144249251712
907 => 0.0026174081016599
908 => 0.0026113658862507
909 => 0.002612789046711
910 => 0.0025627620837869
911 => 0.0025665655251252
912 => 0.0025453874804357
913 => 0.0025414168523616
914 => 0.0024878805995701
915 => 0.0023930333675459
916 => 0.0024455879411309
917 => 0.0023821094065316
918 => 0.0023580691236221
919 => 0.0024718720838847
920 => 0.0024604494230771
921 => 0.0024408987930858
922 => 0.0024119793366203
923 => 0.0024012528289069
924 => 0.0023360819636399
925 => 0.0023322313212468
926 => 0.0023645317618346
927 => 0.0023496262198936
928 => 0.0023286931938384
929 => 0.0022528758954131
930 => 0.0021676321497382
1001 => 0.002170205122597
1002 => 0.00219731957208
1003 => 0.0022761584908332
1004 => 0.0022453547613492
1005 => 0.0022230063021764
1006 => 0.0022188211075656
1007 => 0.0022712075804186
1008 => 0.002345345414811
1009 => 0.0023801292279674
1010 => 0.0023456595255296
1011 => 0.0023060625873495
1012 => 0.002308472669502
1013 => 0.0023245058663266
1014 => 0.0023261907286157
1015 => 0.0023004171924915
1016 => 0.0023076722919411
1017 => 0.0022966511324569
1018 => 0.0022290142970462
1019 => 0.0022277909611723
1020 => 0.0022111917909712
1021 => 0.0022106891746945
1022 => 0.0021824498453253
1023 => 0.0021784989679373
1024 => 0.0021224280654701
1025 => 0.0021593341032724
1026 => 0.0021345794707686
1027 => 0.0020972684005579
1028 => 0.0020908359579902
1029 => 0.0020906425909992
1030 => 0.0021289527175029
1031 => 0.0021588864271389
1101 => 0.0021350100881994
1102 => 0.0021295739086462
1103 => 0.0021876180840684
1104 => 0.0021802314336615
1105 => 0.002173834642048
1106 => 0.0023387071848921
1107 => 0.002208197702066
1108 => 0.002151288118333
1109 => 0.0020808517016265
1110 => 0.0021037861540774
1111 => 0.002108618780186
1112 => 0.0019392318951254
1113 => 0.0018705116569521
1114 => 0.0018469294608786
1115 => 0.001833357573635
1116 => 0.0018395424530769
1117 => 0.001777686178641
1118 => 0.0018192546180703
1119 => 0.0017656923129894
1120 => 0.0017567124182358
1121 => 0.0018524884548167
1122 => 0.0018658151307914
1123 => 0.0018089593908095
1124 => 0.0018454699799861
1125 => 0.0018322307328155
1126 => 0.0017666104849769
1127 => 0.0017641042741794
1128 => 0.0017311783404772
1129 => 0.0016796556299504
1130 => 0.0016561083687008
1201 => 0.0016438447505953
1202 => 0.0016489049584388
1203 => 0.0016463463625082
1204 => 0.0016296497933602
1205 => 0.0016473033903074
1206 => 0.0016022057450771
1207 => 0.0015842474993699
1208 => 0.0015761361764121
1209 => 0.0015361094205465
1210 => 0.0015998097891078
1211 => 0.0016123595641905
1212 => 0.0016249340662069
1213 => 0.0017343865212825
1214 => 0.0017289185859363
1215 => 0.001778346058473
1216 => 0.0017764253977815
1217 => 0.0017623278819421
1218 => 0.0017028527815443
1219 => 0.0017265584965212
1220 => 0.0016535959905086
1221 => 0.0017082644609813
1222 => 0.0016833160540675
1223 => 0.0016998293795079
1224 => 0.0016701369314195
1225 => 0.0016865699581627
1226 => 0.0016153355814285
1227 => 0.0015488179227288
1228 => 0.0015755865703611
1229 => 0.0016046871517035
1230 => 0.0016677846267442
1231 => 0.0016302042911528
]
'min_raw' => 0.0015361094205465
'max_raw' => 0.0045853240308205
'avg_raw' => 0.0030607167256835
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001536'
'max' => '$0.004585'
'avg' => '$0.00306'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0029099405794535
'max_diff' => 0.00013927403082048
'year' => 2026
]
1 => [
'items' => [
101 => 0.0016437196009013
102 => 0.0015984455756795
103 => 0.0015050323297609
104 => 0.0015055610385881
105 => 0.0014911914458217
106 => 0.0014787740196767
107 => 0.0016345208447646
108 => 0.001615151265072
109 => 0.0015842883748597
110 => 0.0016255995798513
111 => 0.0016365229181481
112 => 0.001636833890233
113 => 0.0016669734789984
114 => 0.0016830589829253
115 => 0.001685894122711
116 => 0.0017333194168422
117 => 0.0017492157498803
118 => 0.0018146904959307
119 => 0.0016816942403003
120 => 0.0016789552699362
121 => 0.0016261809132243
122 => 0.001592710581868
123 => 0.0016284726554473
124 => 0.0016601529706288
125 => 0.0016271653089255
126 => 0.0016314728011364
127 => 0.0015871895604907
128 => 0.0016030187353014
129 => 0.0016166529530685
130 => 0.0016091249393998
131 => 0.0015978551385777
201 => 0.0016575555460615
202 => 0.0016541870151034
203 => 0.0017097814070587
204 => 0.001753121211181
205 => 0.0018307938880847
206 => 0.0017497384005674
207 => 0.0017467844164359
208 => 0.0017756600851554
209 => 0.0017492113291658
210 => 0.0017659260299712
211 => 0.0018281008913767
212 => 0.0018294145482243
213 => 0.0018074091034752
214 => 0.0018060700701624
215 => 0.0018102964565396
216 => 0.00183505053356
217 => 0.0018264006984331
218 => 0.0018364105066289
219 => 0.0018489279250535
220 => 0.0019007052749327
221 => 0.0019131886186972
222 => 0.0018828605652212
223 => 0.0018855988488812
224 => 0.0018742553243575
225 => 0.0018632976218015
226 => 0.0018879289369034
227 => 0.0019329431493819
228 => 0.0019326631183023
301 => 0.001943105540646
302 => 0.0019496110832565
303 => 0.0019216845320242
304 => 0.0019035053740597
305 => 0.0019104764199931
306 => 0.0019216232742504
307 => 0.0019068616453911
308 => 0.0018157460338198
309 => 0.0018433846898827
310 => 0.0018387842660526
311 => 0.0018322327030879
312 => 0.0018600235854825
313 => 0.0018573430870793
314 => 0.001777051753141
315 => 0.0017821917438351
316 => 0.0017773643329993
317 => 0.0017929626850052
318 => 0.0017483689669681
319 => 0.001762085694293
320 => 0.0017706886970849
321 => 0.0017757559318207
322 => 0.0017940622583218
323 => 0.0017919142221977
324 => 0.0017939287333804
325 => 0.0018210721828904
326 => 0.0019583544360054
327 => 0.0019658264061463
328 => 0.0019290316924281
329 => 0.0019437304548149
330 => 0.0019155120452983
331 => 0.0019344552526537
401 => 0.001947415714021
402 => 0.0018888498812557
403 => 0.0018853819927284
404 => 0.0018570471157979
405 => 0.0018722726736909
406 => 0.0018480477163268
407 => 0.0018539916735109
408 => 0.0018373718510392
409 => 0.0018672842225146
410 => 0.0019007309017366
411 => 0.0019091808537575
412 => 0.0018869526679237
413 => 0.0018708579964711
414 => 0.0018426010553148
415 => 0.0018895929782047
416 => 0.0019033348485107
417 => 0.0018895207980101
418 => 0.0018863197806662
419 => 0.0018802538585835
420 => 0.0018876066947115
421 => 0.0019032600073337
422 => 0.0018958781941724
423 => 0.0019007540118163
424 => 0.0018821724228791
425 => 0.0019216937768746
426 => 0.0019844631983514
427 => 0.0019846650123053
428 => 0.0019772831593532
429 => 0.0019742626641694
430 => 0.0019818368932666
501 => 0.0019859456018407
502 => 0.0020104392698647
503 => 0.0020367219515254
504 => 0.0021593717588031
505 => 0.0021249321837106
506 => 0.0022337543891971
507 => 0.0023198186249421
508 => 0.0023456255261091
509 => 0.002321884391344
510 => 0.0022406672517834
511 => 0.0022366823514498
512 => 0.0023580550469451
513 => 0.002323761701246
514 => 0.0023196826168956
515 => 0.0022762880511294
516 => 0.0023019396140188
517 => 0.0022963292409291
518 => 0.0022874729925383
519 => 0.0023364143876279
520 => 0.0024280283102072
521 => 0.0024137494212233
522 => 0.0024030908929754
523 => 0.0023563883248441
524 => 0.0023845137022554
525 => 0.0023744987940653
526 => 0.0024175291952675
527 => 0.0023920389388354
528 => 0.0023235018954239
529 => 0.0023344166454883
530 => 0.0023327669029735
531 => 0.0023667184870259
601 => 0.0023565270642235
602 => 0.0023307768641048
603 => 0.0024277151837795
604 => 0.0024214205484991
605 => 0.0024303449021728
606 => 0.0024342736786547
607 => 0.0024932783255959
608 => 0.0025174506415096
609 => 0.002522938180418
610 => 0.002545900010982
611 => 0.0025223668691558
612 => 0.0026165162153063
613 => 0.0026791200367298
614 => 0.0027518375968763
615 => 0.002858097496888
616 => 0.0028980522022514
617 => 0.0028908347423482
618 => 0.0029713997858095
619 => 0.0031161733780492
620 => 0.0029200976245752
621 => 0.0031265658690925
622 => 0.0030612004066688
623 => 0.0029062200711368
624 => 0.0028962411646267
625 => 0.0030011956472077
626 => 0.0032339745880777
627 => 0.0031756661035466
628 => 0.0032340699598699
629 => 0.0031659387591653
630 => 0.0031625554707955
701 => 0.0032307609795234
702 => 0.0033901268683549
703 => 0.0033144181083121
704 => 0.0032058710362411
705 => 0.0032860205050788
706 => 0.0032165876176884
707 => 0.0030601358893564
708 => 0.0031756215161474
709 => 0.0030983995663535
710 => 0.003120937036648
711 => 0.0032832460892166
712 => 0.0032637166345951
713 => 0.0032889895572542
714 => 0.0032443835102684
715 => 0.0032027144286558
716 => 0.0031249359934391
717 => 0.003101909633202
718 => 0.0031082732907699
719 => 0.0031019064796893
720 => 0.0030583901600063
721 => 0.003048992814914
722 => 0.0030333301613864
723 => 0.0030381846726433
724 => 0.0030087343017404
725 => 0.0030643132363913
726 => 0.0030746291764225
727 => 0.0031150748901629
728 => 0.0031192740983369
729 => 0.0032319148353953
730 => 0.0031698742102742
731 => 0.0032114964179353
801 => 0.0032077733359187
802 => 0.0029095789649493
803 => 0.0029506675182777
804 => 0.0030145884129583
805 => 0.0029857921365474
806 => 0.0029450809389933
807 => 0.0029122044641721
808 => 0.0028623932430258
809 => 0.0029325015802494
810 => 0.0030246865885081
811 => 0.0031216120622748
812 => 0.0032380616681969
813 => 0.0032120714717779
814 => 0.0031194351178927
815 => 0.0031235907170571
816 => 0.0031492789959234
817 => 0.0031160103407653
818 => 0.0031061987648779
819 => 0.0031479310360635
820 => 0.0031482184232795
821 => 0.0031099388148688
822 => 0.0030673980352148
823 => 0.0030672197877947
824 => 0.0030596500669505
825 => 0.0031672853956873
826 => 0.0032264739433334
827 => 0.0032332598149339
828 => 0.0032260172001076
829 => 0.0032288045951052
830 => 0.0031943640833606
831 => 0.0032730848801922
901 => 0.0033453268680448
902 => 0.0033259644720754
903 => 0.0032969374879904
904 => 0.0032738160970377
905 => 0.0033205178071753
906 => 0.0033184382535382
907 => 0.0033446958973035
908 => 0.0033435046989108
909 => 0.0033346752409124
910 => 0.0033259647874031
911 => 0.0033605007509826
912 => 0.0033505549481023
913 => 0.003340593696643
914 => 0.0033206148818502
915 => 0.0033233303345935
916 => 0.0032943083624266
917 => 0.003280881470147
918 => 0.0030789732258823
919 => 0.0030250167454726
920 => 0.0030419925525949
921 => 0.0030475814290762
922 => 0.0030240994996548
923 => 0.0030577665544324
924 => 0.0030525195796075
925 => 0.0030729324892734
926 => 0.0030601793895397
927 => 0.0030607027812012
928 => 0.0030982069282706
929 => 0.0031090945417189
930 => 0.0031035570136453
1001 => 0.0031074353084927
1002 => 0.0031968089763252
1003 => 0.0031841028987685
1004 => 0.0031773530483079
1005 => 0.0031792228030148
1006 => 0.0032020596913391
1007 => 0.003208452773222
1008 => 0.0031813648360502
1009 => 0.0031941396638139
1010 => 0.0032485332590648
1011 => 0.0032675679389918
1012 => 0.0033283175001539
1013 => 0.0033025100068349
1014 => 0.0033498807777441
1015 => 0.0034954823776332
1016 => 0.003611799010489
1017 => 0.0035048294279267
1018 => 0.0037184301113325
1019 => 0.0038847488825621
1020 => 0.0038783652911038
1021 => 0.0038493637663175
1022 => 0.0036600142670859
1023 => 0.003485772034851
1024 => 0.0036315330608315
1025 => 0.0036319046356627
1026 => 0.0036193836342619
1027 => 0.0035416167699183
1028 => 0.0036166775159522
1029 => 0.0036226355653918
1030 => 0.0036193006420789
1031 => 0.0035596769695207
1101 => 0.0034686426418209
1102 => 0.0034864305315481
1103 => 0.0035155674577842
1104 => 0.0034604051778196
1105 => 0.0034427774869705
1106 => 0.0034755507180644
1107 => 0.0035811528972228
1108 => 0.0035611894169647
1109 => 0.0035606680898164
1110 => 0.0036460803241938
1111 => 0.0035849435974934
1112 => 0.0034866548938022
1113 => 0.0034618356998515
1114 => 0.0033737442815387
1115 => 0.0034345893379382
1116 => 0.0034367790431976
1117 => 0.003403454827629
1118 => 0.0034893589702354
1119 => 0.0034885673484381
1120 => 0.0035701205466986
1121 => 0.0037260196317901
1122 => 0.0036799126010005
1123 => 0.0036262951406228
1124 => 0.0036321248452168
1125 => 0.0036960623156756
1126 => 0.0036574042614857
1127 => 0.0036713059673059
1128 => 0.0036960412737789
1129 => 0.0037109646983171
1130 => 0.0036299775940842
1201 => 0.0036110956260265
1202 => 0.0035724697460508
1203 => 0.0035623929749513
1204 => 0.0035938529482361
1205 => 0.0035855643567728
1206 => 0.0034365950069495
1207 => 0.0034210268810354
1208 => 0.003421504333231
1209 => 0.0033823575403958
1210 => 0.0033226492850153
1211 => 0.0034795590151606
1212 => 0.0034669569678796
1213 => 0.0034530452830025
1214 => 0.003454749385021
1215 => 0.0035228585807129
1216 => 0.0034833518076147
1217 => 0.0035883870389289
1218 => 0.0035667949530188
1219 => 0.0035446491115794
1220 => 0.0035415878817137
1221 => 0.003533063622154
1222 => 0.0035038307643863
1223 => 0.0034685303320095
1224 => 0.0034452219288833
1225 => 0.0031780351156527
1226 => 0.0032276234340341
1227 => 0.0032846702742145
1228 => 0.0033043626148439
1229 => 0.0032706775035288
1230 => 0.0035051608578942
1231 => 0.0035480032262746
]
'min_raw' => 0.0014787740196767
'max_raw' => 0.0038847488825621
'avg_raw' => 0.0026817614511194
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001478'
'max' => '$0.003884'
'avg' => '$0.002681'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.7335400869878E-5
'max_diff' => -0.00070057514825843
'year' => 2027
]
2 => [
'items' => [
101 => 0.0034182308979119
102 => 0.0033939557938445
103 => 0.0035067523296755
104 => 0.0034387222297537
105 => 0.003469356179583
106 => 0.0034031423359268
107 => 0.0035376837543028
108 => 0.0035366587741133
109 => 0.0034843191236093
110 => 0.0035285562378088
111 => 0.0035208689505947
112 => 0.0034617776140825
113 => 0.0035395570550695
114 => 0.0035395956327019
115 => 0.0034892198570539
116 => 0.0034303919797723
117 => 0.0034198749447668
118 => 0.003411951771655
119 => 0.0034674075646968
120 => 0.0035171290553323
121 => 0.003609648422402
122 => 0.0036329099894893
123 => 0.0037237014344412
124 => 0.0036696395495276
125 => 0.0036936044828911
126 => 0.0037196218081041
127 => 0.0037320954705667
128 => 0.0037117703069576
129 => 0.0038528067922174
130 => 0.0038647145928196
131 => 0.0038687071753595
201 => 0.0038211504660627
202 => 0.0038633919547046
203 => 0.0038436285610601
204 => 0.0038950474208942
205 => 0.0039031105546652
206 => 0.0038962813672155
207 => 0.0038988407331423
208 => 0.0037784909735139
209 => 0.0037722502035816
210 => 0.00368715686273
211 => 0.0037218330281053
212 => 0.0036570075990081
213 => 0.0036775644103507
214 => 0.0036866256569181
215 => 0.0036818925759325
216 => 0.0037237935664679
217 => 0.003688169164706
218 => 0.0035941505112624
219 => 0.0035001062424996
220 => 0.003498925593312
221 => 0.003474165397366
222 => 0.0034562683107531
223 => 0.003459715924568
224 => 0.0034718657653311
225 => 0.0034555621399208
226 => 0.0034590413450168
227 => 0.003516819331434
228 => 0.0035284062945562
229 => 0.0034890292665482
301 => 0.0033309248170179
302 => 0.0032921255885282
303 => 0.0033200137045445
304 => 0.0033066849813134
305 => 0.0026687528561013
306 => 0.0028186255463389
307 => 0.0027295762829954
308 => 0.0027706142805037
309 => 0.0026797180418249
310 => 0.0027230984912025
311 => 0.0027150877062028
312 => 0.0029560785570496
313 => 0.0029523158163857
314 => 0.0029541168412217
315 => 0.0028681492332541
316 => 0.0030050979670214
317 => 0.0030725638377923
318 => 0.0030600777006586
319 => 0.0030632201923719
320 => 0.0030092217731645
321 => 0.0029546396639543
322 => 0.0028940997047138
323 => 0.0030065754660175
324 => 0.0029940700813858
325 => 0.0030227529344356
326 => 0.0030957015055745
327 => 0.0031064434597794
328 => 0.0031208807551649
329 => 0.0031157060124859
330 => 0.0032389893771793
331 => 0.0032240589482651
401 => 0.0032600369861707
402 => 0.0031860274325385
403 => 0.0031022785975523
404 => 0.0031181965131274
405 => 0.0031166634898538
406 => 0.0030971463440576
407 => 0.0030795271375033
408 => 0.0030501961227712
409 => 0.0031430037935571
410 => 0.0031392359716099
411 => 0.0032002326293212
412 => 0.0031894508775808
413 => 0.0031174477007163
414 => 0.0031200193082642
415 => 0.0031373146048963
416 => 0.0031971738240141
417 => 0.0032149441157747
418 => 0.0032067122086075
419 => 0.0032261965222784
420 => 0.0032415961293644
421 => 0.0032281304758319
422 => 0.003418775733302
423 => 0.0033396065306594
424 => 0.0033781930491716
425 => 0.0033873957064718
426 => 0.0033638232933084
427 => 0.0033689353056587
428 => 0.0033766786114295
429 => 0.0034236944477747
430 => 0.0035470776064864
501 => 0.0036017231675822
502 => 0.0037661270343036
503 => 0.0035971856144362
504 => 0.0035871613297303
505 => 0.003616775430648
506 => 0.0037132979043301
507 => 0.0037915203033545
508 => 0.0038174711858694
509 => 0.0038209010233961
510 => 0.003869586604176
511 => 0.0038974922711467
512 => 0.0038636748941114
513 => 0.003835018207901
514 => 0.0037323735148939
515 => 0.0037442549176017
516 => 0.0038261060000382
517 => 0.0039417254749844
518 => 0.0040409390126443
519 => 0.0040061978896967
520 => 0.0042712481343765
521 => 0.0042975267835034
522 => 0.0042938959238845
523 => 0.0043537625973828
524 => 0.0042349394421247
525 => 0.0041841402411617
526 => 0.0038412141087269
527 => 0.0039375623641659
528 => 0.0040776102117812
529 => 0.0040590743539968
530 => 0.0039573678635689
531 => 0.0040408618591511
601 => 0.004013256133113
602 => 0.0039914823516241
603 => 0.0040912322656799
604 => 0.0039815531376749
605 => 0.0040765160785791
606 => 0.0039547251246036
607 => 0.00400635658422
608 => 0.003977048070609
609 => 0.0039960142708316
610 => 0.0038851382518734
611 => 0.0039449642603401
612 => 0.0038826492932315
613 => 0.0038826197478235
614 => 0.0038812441414708
615 => 0.0039545574239271
616 => 0.0039569481674359
617 => 0.0039027695409305
618 => 0.0038949615544219
619 => 0.0039238317728757
620 => 0.0038900323081884
621 => 0.0039058468649843
622 => 0.0038905113150032
623 => 0.0038870589596864
624 => 0.003859550005152
625 => 0.0038476983911641
626 => 0.0038523457143872
627 => 0.0038364820043674
628 => 0.003826923545265
629 => 0.0038793427233724
630 => 0.0038513372710932
701 => 0.0038750504861559
702 => 0.0038480262847456
703 => 0.0037543486287737
704 => 0.003700473618201
705 => 0.0035235252099932
706 => 0.0035737075590571
707 => 0.0036069785084039
708 => 0.0035959824598433
709 => 0.0036196062270574
710 => 0.0036210565345001
711 => 0.0036133762069629
712 => 0.0036044833715859
713 => 0.0036001548311289
714 => 0.0036324162253882
715 => 0.0036511450506243
716 => 0.0036103176932787
717 => 0.0036007524146881
718 => 0.0036420311271046
719 => 0.0036672111178328
720 => 0.0038531260219548
721 => 0.0038393528453602
722 => 0.0038739208157632
723 => 0.0038700289927846
724 => 0.0039062617328765
725 => 0.0039654869498283
726 => 0.0038450655241342
727 => 0.0038659665197751
728 => 0.0038608420783184
729 => 0.0039167893864416
730 => 0.0039169640478307
731 => 0.0038834208418355
801 => 0.0039016051579819
802 => 0.0038914551715696
803 => 0.0039097975688695
804 => 0.0038391688961897
805 => 0.0039251869956197
806 => 0.0039739537151126
807 => 0.0039746308410601
808 => 0.0039977458790631
809 => 0.0040212320964069
810 => 0.0040663118453799
811 => 0.0040199748466751
812 => 0.0039366190968211
813 => 0.0039426371127232
814 => 0.0038937656670825
815 => 0.003894587204913
816 => 0.0038902017715884
817 => 0.0039033627871157
818 => 0.0038420569989898
819 => 0.0038564453449267
820 => 0.003836301576357
821 => 0.0038659227311562
822 => 0.0038340552651446
823 => 0.0038608396071576
824 => 0.0038723988412554
825 => 0.0039150526639288
826 => 0.0038277552608549
827 => 0.0036497499464727
828 => 0.0036871688216617
829 => 0.003631823366068
830 => 0.0036369457986982
831 => 0.0036472939278403
901 => 0.0036137522555935
902 => 0.0036201509496387
903 => 0.0036199223432605
904 => 0.0036179523369962
905 => 0.003609226852604
906 => 0.0035965731739508
907 => 0.0036469815351083
908 => 0.0036555468979403
909 => 0.003674586638492
910 => 0.0037312359915944
911 => 0.0037255753853357
912 => 0.0037348080689999
913 => 0.0037146531724003
914 => 0.0036378807265458
915 => 0.0036420498397191
916 => 0.0035900609316428
917 => 0.0036732571652255
918 => 0.0036535551989765
919 => 0.0036408532131669
920 => 0.0036373873586557
921 => 0.0036941771345472
922 => 0.0037111695255646
923 => 0.0037005810077995
924 => 0.0036788636489468
925 => 0.0037205673981047
926 => 0.0037317255620394
927 => 0.0037342234634471
928 => 0.0038081145110541
929 => 0.0037383531521812
930 => 0.0037551454046302
1001 => 0.0038861537646773
1002 => 0.0037673472600325
1003 => 0.0038302817152441
1004 => 0.0038272014011566
1005 => 0.003859396538857
1006 => 0.0038245604601595
1007 => 0.0038249922951056
1008 => 0.003853579396296
1009 => 0.0038134339683849
1010 => 0.0038034933958677
1011 => 0.003789760566131
1012 => 0.0038197456974557
1013 => 0.0038377204275741
1014 => 0.0039825835513434
1015 => 0.0040761717358594
1016 => 0.0040721088259483
1017 => 0.0041092362170872
1018 => 0.0040925099873312
1019 => 0.0040384965792925
1020 => 0.0041306908805811
1021 => 0.00410151674608
1022 => 0.0041039218262817
1023 => 0.0041038323090765
1024 => 0.0041232305580726
1025 => 0.0041094851208355
1026 => 0.0040823914531008
1027 => 0.0041003774941516
1028 => 0.0041537896059451
1029 => 0.004319582439836
1030 => 0.0044123623061443
1031 => 0.0043139969753865
1101 => 0.0043818480633789
1102 => 0.0043411615883981
1103 => 0.0043337676455763
1104 => 0.0043763831429916
1105 => 0.0044190732331938
1106 => 0.0044163540590022
1107 => 0.0043853632456758
1108 => 0.0043678573215905
1109 => 0.0045004180436792
1110 => 0.0045980865256012
1111 => 0.0045914261899119
1112 => 0.0046208227455871
1113 => 0.0047071319422509
1114 => 0.0047150229735317
1115 => 0.0047140288849636
1116 => 0.00469447014059
1117 => 0.0047794527533709
1118 => 0.0048503467440795
1119 => 0.004689942856374
1120 => 0.0047510225569712
1121 => 0.0047784432024343
1122 => 0.0048187048453131
1123 => 0.0048866329854844
1124 => 0.0049604209627598
1125 => 0.0049708553917905
1126 => 0.0049634516650598
1127 => 0.0049147865105194
1128 => 0.0049955261957278
1129 => 0.0050428216097443
1130 => 0.0050709849464548
1201 => 0.0051424024824202
1202 => 0.0047786125430056
1203 => 0.0045211039423548
1204 => 0.0044808902558939
1205 => 0.0045626663686372
1206 => 0.0045842300774154
1207 => 0.0045755377734455
1208 => 0.0042856884317553
1209 => 0.0044793642590956
1210 => 0.0046877431645876
1211 => 0.0046957478469974
1212 => 0.0048000666840841
1213 => 0.0048340371736132
1214 => 0.0049180275108506
1215 => 0.0049127738923883
1216 => 0.0049332242029274
1217 => 0.0049285230306845
1218 => 0.0050840974441647
1219 => 0.0052557191252572
1220 => 0.0052497764121645
1221 => 0.0052251037649719
1222 => 0.0052617468533644
1223 => 0.005438878820349
1224 => 0.005422571347311
1225 => 0.0054384126683002
1226 => 0.0056472612400952
1227 => 0.0059187940917917
1228 => 0.0057926398207261
1229 => 0.0060663582890248
1230 => 0.0062386495556263
1231 => 0.0065366094859641
]
'min_raw' => 0.0026687528561013
'max_raw' => 0.0065366094859641
'avg_raw' => 0.0046026811710327
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002668'
'max' => '$0.006536'
'avg' => '$0.0046026'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0011899788364246
'max_diff' => 0.0026518606034021
'year' => 2028
]
3 => [
'items' => [
101 => 0.0064993034352023
102 => 0.0066152970495518
103 => 0.0064325178183307
104 => 0.0060128197576699
105 => 0.0059464009330307
106 => 0.0060793731019509
107 => 0.0064062722040068
108 => 0.006069077885892
109 => 0.0061372918572838
110 => 0.006117646228934
111 => 0.0061165993968878
112 => 0.0061565527183183
113 => 0.0060985983417582
114 => 0.0058624817858593
115 => 0.0059706926119842
116 => 0.0059289072153067
117 => 0.0059752712282281
118 => 0.0062254786839911
119 => 0.0061148560035975
120 => 0.0059983239960596
121 => 0.0061444809940348
122 => 0.0063305890774506
123 => 0.0063189427680588
124 => 0.0062963440600591
125 => 0.0064237317938237
126 => 0.0066341390088989
127 => 0.0066910112336491
128 => 0.0067329931472582
129 => 0.0067387817438546
130 => 0.0067984078863909
131 => 0.0064777830902509
201 => 0.0069866228759538
202 => 0.0070744854505293
203 => 0.0070579709280397
204 => 0.007155626481858
205 => 0.0071268937406424
206 => 0.0070852645066499
207 => 0.0072400693313839
208 => 0.0070625980919316
209 => 0.0068107000105367
210 => 0.0066725037411044
211 => 0.0068544917366679
212 => 0.0069656254550528
213 => 0.0070390777734732
214 => 0.0070613044006461
215 => 0.0065026722804735
216 => 0.0062016005508582
217 => 0.0063945840777472
218 => 0.0066300372995633
219 => 0.0064764751357154
220 => 0.0064824944818066
221 => 0.0062635551915862
222 => 0.0066494085686588
223 => 0.006593192977157
224 => 0.0068848395653119
225 => 0.0068152357664386
226 => 0.0070530622374236
227 => 0.0069904345571802
228 => 0.0072503985564038
301 => 0.0073541052339385
302 => 0.0075282448861746
303 => 0.0076563427232353
304 => 0.0077315642232786
305 => 0.0077270482065647
306 => 0.0080251132649386
307 => 0.0078493547136155
308 => 0.0076285605500437
309 => 0.0076245670802213
310 => 0.0077389195062127
311 => 0.0079785708200345
312 => 0.0080407089189237
313 => 0.0080754356391675
314 => 0.0080222504582684
315 => 0.007831477147536
316 => 0.0077491021992044
317 => 0.0078192880418149
318 => 0.0077334567874405
319 => 0.0078816256124873
320 => 0.0080850930564299
321 => 0.0080430778338533
322 => 0.0081835284236529
323 => 0.0083288800082626
324 => 0.0085367393024025
325 => 0.0085910814188981
326 => 0.0086809068710196
327 => 0.0087733667673766
328 => 0.0088030623942224
329 => 0.0088597605598829
330 => 0.0088594617325628
331 => 0.0090303254710074
401 => 0.0092187934657212
402 => 0.0092899357706815
403 => 0.0094535235781283
404 => 0.0091733851906762
405 => 0.0093858733755565
406 => 0.0095775430372427
407 => 0.0093490265649677
408 => 0.0096639832844894
409 => 0.0096762123402012
410 => 0.009860856562445
411 => 0.0096736842696481
412 => 0.0095625419596605
413 => 0.0098834056441468
414 => 0.010038661473958
415 => 0.0099918971545054
416 => 0.009636018374428
417 => 0.009428881660064
418 => 0.0088867649248853
419 => 0.0095289256154046
420 => 0.0098417033556725
421 => 0.0096352083556422
422 => 0.0097393524225607
423 => 0.01030752868284
424 => 0.010523853416066
425 => 0.010478859383779
426 => 0.010486462634571
427 => 0.010603187534048
428 => 0.011120810019906
429 => 0.010810638627985
430 => 0.011047753035208
501 => 0.01117351766182
502 => 0.011290334855956
503 => 0.011003468747612
504 => 0.010630260155556
505 => 0.010512049328221
506 => 0.0096146764974609
507 => 0.0095679643445271
508 => 0.0095417433975623
509 => 0.0093764240359758
510 => 0.009246528302553
511 => 0.0091432303926158
512 => 0.0088721458295735
513 => 0.0089636289118294
514 => 0.0085315766980855
515 => 0.0088079883934486
516 => 0.0081184226280477
517 => 0.0086927134880309
518 => 0.0083801530827433
519 => 0.0085900289886088
520 => 0.0085892967513447
521 => 0.0082028486674299
522 => 0.0079799534775935
523 => 0.0081219909677678
524 => 0.0082742664321846
525 => 0.0082989726139701
526 => 0.0084964017283828
527 => 0.0085514999504908
528 => 0.0083845497652136
529 => 0.0081041329102661
530 => 0.0081692673500429
531 => 0.0079786335302504
601 => 0.0076445550936879
602 => 0.007884496059277
603 => 0.0079664224543886
604 => 0.0080026058177137
605 => 0.0076740780445222
606 => 0.0075708474855005
607 => 0.0075158884020656
608 => 0.0080617241002222
609 => 0.0080916262119216
610 => 0.0079386427807348
611 => 0.0086301423961836
612 => 0.0084736347362123
613 => 0.0086484921377079
614 => 0.0081633570823401
615 => 0.0081818898947761
616 => 0.0079522191849308
617 => 0.0080808194358418
618 => 0.0079899289234775
619 => 0.0080704298064207
620 => 0.0081186817037392
621 => 0.0083483147268809
622 => 0.0086953355282906
623 => 0.00831401521081
624 => 0.0081478684878762
625 => 0.0082509449803397
626 => 0.0085254512630313
627 => 0.0089413423330272
628 => 0.0086951264490018
629 => 0.0088043928773155
630 => 0.0088282627309769
701 => 0.0086467122535041
702 => 0.0089480363580925
703 => 0.0091095183936941
704 => 0.0092751655482224
705 => 0.0094189923311714
706 => 0.0092090024320448
707 => 0.0094337217249799
708 => 0.0092526376431694
709 => 0.0090901865016571
710 => 0.0090904328729819
711 => 0.0089885248988787
712 => 0.0087910653578228
713 => 0.0087546507888792
714 => 0.0089440839751769
715 => 0.0090959914511981
716 => 0.0091085032785109
717 => 0.0091926070625242
718 => 0.0092423788155654
719 => 0.0097302096567863
720 => 0.0099264192566737
721 => 0.010166340641358
722 => 0.010259803541921
723 => 0.010541093364312
724 => 0.010313928987489
725 => 0.010264780545633
726 => 0.0095824634457134
727 => 0.009694192832601
728 => 0.0098730823612905
729 => 0.0095854132681523
730 => 0.0097678730954507
731 => 0.0098038945303869
801 => 0.0095756383824454
802 => 0.0096975598534269
803 => 0.0093737725736969
804 => 0.0087023932061802
805 => 0.0089487837952526
806 => 0.0091302102029853
807 => 0.0088712923494359
808 => 0.0093353925804186
809 => 0.0090642748064519
810 => 0.0089783434880527
811 => 0.0086430947782504
812 => 0.0088013192643709
813 => 0.0090153201474052
814 => 0.0088830924819629
815 => 0.0091574847418394
816 => 0.0095460973595673
817 => 0.0098230458532417
818 => 0.0098443065197029
819 => 0.0096662471923783
820 => 0.0099515884007754
821 => 0.0099536667999645
822 => 0.0096318007512395
823 => 0.009434659588553
824 => 0.0093898687016021
825 => 0.0095017651189762
826 => 0.0096376280268864
827 => 0.0098518459655341
828 => 0.0099812933793766
829 => 0.010318823581074
830 => 0.010410149575905
831 => 0.010510489155911
901 => 0.010644573778381
902 => 0.010805576746247
903 => 0.01045331141846
904 => 0.010467307576638
905 => 0.010139282980847
906 => 0.0097887416567603
907 => 0.01005475882615
908 => 0.010402540888345
909 => 0.010322759299012
910 => 0.010313782240422
911 => 0.010328879162942
912 => 0.010268726450009
913 => 0.0099966579587729
914 => 0.0098600268657133
915 => 0.01003631583407
916 => 0.010130005575032
917 => 0.01027531019266
918 => 0.010257398331529
919 => 0.010631687421962
920 => 0.01077712484459
921 => 0.010739915728264
922 => 0.010746763101155
923 => 0.011010070607826
924 => 0.011302922708563
925 => 0.011577217346142
926 => 0.011856241632715
927 => 0.011519866964747
928 => 0.011349076653059
929 => 0.011525288659166
930 => 0.011431788088362
1001 => 0.011969070102274
1002 => 0.012006270343193
1003 => 0.0125435135055
1004 => 0.013053421240255
1005 => 0.012733157328001
1006 => 0.013035151772253
1007 => 0.01336178338568
1008 => 0.013991908762049
1009 => 0.013779704703366
1010 => 0.013617159720076
1011 => 0.013463555496279
1012 => 0.013783181502017
1013 => 0.014194375252249
1014 => 0.014282942447684
1015 => 0.014426455139562
1016 => 0.01427556909195
1017 => 0.014457294716746
1018 => 0.015098866026561
1019 => 0.014925507795343
1020 => 0.014679311238286
1021 => 0.015185770170222
1022 => 0.01536905568888
1023 => 0.016655449446196
1024 => 0.018279574703083
1025 => 0.01760717618215
1026 => 0.017189796722043
1027 => 0.017287890795541
1028 => 0.017880966359247
1029 => 0.018071443407032
1030 => 0.017553661129777
1031 => 0.017736550583541
1101 => 0.018744289455078
1102 => 0.019284909027524
1103 => 0.018550675033247
1104 => 0.016524952563181
1105 => 0.014657143932017
1106 => 0.015152570889521
1107 => 0.015096404847428
1108 => 0.01617909454691
1109 => 0.014921373258861
1110 => 0.014942550059746
1111 => 0.016047628635625
1112 => 0.015752812617423
1113 => 0.01527524842512
1114 => 0.014660630679125
1115 => 0.013524452930394
1116 => 0.012518108613682
1117 => 0.014491781566009
1118 => 0.014406673199413
1119 => 0.014283423672229
1120 => 0.014557702157985
1121 => 0.01588952062951
1122 => 0.015858817903065
1123 => 0.015663502822095
1124 => 0.015811647589583
1125 => 0.01524927793111
1126 => 0.015394213397017
1127 => 0.014656848061587
1128 => 0.014990167988298
1129 => 0.015274223786848
1130 => 0.015331252193925
1201 => 0.015459740107012
1202 => 0.014361824957571
1203 => 0.014854756626575
1204 => 0.015144307800663
1205 => 0.013836105062171
1206 => 0.015118448838716
1207 => 0.01434271269746
1208 => 0.014079416199953
1209 => 0.014433910247171
1210 => 0.014295763572213
1211 => 0.01417699317333
1212 => 0.014110717250018
1213 => 0.014371018554215
1214 => 0.014358875187247
1215 => 0.013932971731274
1216 => 0.013377398035004
1217 => 0.013563866803558
1218 => 0.013496120951788
1219 => 0.013250601245587
1220 => 0.013416051883404
1221 => 0.012687491007109
1222 => 0.011434039886743
1223 => 0.012262108091103
1224 => 0.012230228366
1225 => 0.012214153162972
1226 => 0.012836423532425
1227 => 0.012776606594622
1228 => 0.012668038266781
1229 => 0.013248607303106
1230 => 0.013036691795092
1231 => 0.013689765457218
]
'min_raw' => 0.0058624817858593
'max_raw' => 0.019284909027524
'avg_raw' => 0.012573695406691
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005862'
'max' => '$0.019284'
'avg' => '$0.012573'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.003193728929758
'max_diff' => 0.012748299541559
'year' => 2029
]
4 => [
'items' => [
101 => 0.014119922009251
102 => 0.014010820393548
103 => 0.014415384709862
104 => 0.013568162667371
105 => 0.013849575845238
106 => 0.013907574711175
107 => 0.013241443171317
108 => 0.012786393385415
109 => 0.012756046752643
110 => 0.011967053133613
111 => 0.012388527156365
112 => 0.012759406854606
113 => 0.012581784260576
114 => 0.01252555425363
115 => 0.012812821164317
116 => 0.012835144263552
117 => 0.012326175235296
118 => 0.012432006013224
119 => 0.012873337950083
120 => 0.012420885580756
121 => 0.011541844534828
122 => 0.011323830201745
123 => 0.01129474307091
124 => 0.010703470908653
125 => 0.011338398961958
126 => 0.011061235851676
127 => 0.011936790796131
128 => 0.011436678507554
129 => 0.011415119666355
130 => 0.011382530315889
131 => 0.010873597940689
201 => 0.010985021786518
202 => 0.011355411620384
203 => 0.011487570885848
204 => 0.011473785591711
205 => 0.011353596508133
206 => 0.011408618455127
207 => 0.011231373592941
208 => 0.01116878474307
209 => 0.010971237116459
210 => 0.010680896679264
211 => 0.010721270297817
212 => 0.010146029920027
213 => 0.0098326084318899
214 => 0.0097458574948022
215 => 0.0096298505161574
216 => 0.0097589607917229
217 => 0.010144400336312
218 => 0.0096794784699765
219 => 0.0088824025406208
220 => 0.0089303081621264
221 => 0.0090379378703427
222 => 0.0088373706211233
223 => 0.0086475505520705
224 => 0.008812583701523
225 => 0.0084748521225886
226 => 0.0090787511181252
227 => 0.0090624173427034
228 => 0.009287513543376
301 => 0.0094282708170957
302 => 0.0091038708718804
303 => 0.0090222851629295
304 => 0.0090687600906116
305 => 0.0083006330602059
306 => 0.0092247411774948
307 => 0.0092327329028676
308 => 0.009164302898309
309 => 0.0096563619421282
310 => 0.010694760001651
311 => 0.010304072882193
312 => 0.010152787020959
313 => 0.0098651924881622
314 => 0.01024839512744
315 => 0.010218971143636
316 => 0.010085904730159
317 => 0.010005425748096
318 => 0.010153710740168
319 => 0.0099870515965807
320 => 0.0099571150349056
321 => 0.0097757320424543
322 => 0.0097109865665495
323 => 0.0096630515937812
324 => 0.0096102798987565
325 => 0.0097266811080939
326 => 0.009462900653881
327 => 0.009144807284817
328 => 0.0091183612629973
329 => 0.0091913810543996
330 => 0.0091590752323882
331 => 0.0091182065951505
401 => 0.0090401772367526
402 => 0.0090170275929493
403 => 0.0090922527046992
404 => 0.0090073279394301
405 => 0.0091326390566761
406 => 0.0090985613665656
407 => 0.0089082061597704
408 => 0.0086709530935797
409 => 0.0086688410436354
410 => 0.0086177252596977
411 => 0.0085526216235433
412 => 0.0085345112813346
413 => 0.0087986850699909
414 => 0.0093455169064534
415 => 0.009238160732379
416 => 0.009315736570451
417 => 0.0096973329141364
418 => 0.0098186309167916
419 => 0.0097325364676076
420 => 0.0096146850754902
421 => 0.0096198699386374
422 => 0.010022603821545
423 => 0.010047721839819
424 => 0.010111186968616
425 => 0.010192757594364
426 => 0.0097464282978938
427 => 0.0095988478689114
428 => 0.0095289160742091
429 => 0.0093135532135364
430 => 0.0095458035949556
501 => 0.0094104812436555
502 => 0.0094287408521157
503 => 0.0094168492581518
504 => 0.0094233428725622
505 => 0.0090785823160485
506 => 0.0092041949427607
507 => 0.008995339587882
508 => 0.0087157057128134
509 => 0.0087147682820119
510 => 0.0087832082767779
511 => 0.0087424974898338
512 => 0.0086329458089373
513 => 0.0086485071081393
514 => 0.0085121737527613
515 => 0.0086650604458773
516 => 0.0086694446891809
517 => 0.0086105749845368
518 => 0.00884611802958
519 => 0.008942620207319
520 => 0.008903870906611
521 => 0.0089399014530836
522 => 0.0092426218660959
523 => 0.0092919785020345
524 => 0.009313899459402
525 => 0.0092845282804998
526 => 0.0089454346265218
527 => 0.0089604748720133
528 => 0.0088501195299565
529 => 0.0087568808948779
530 => 0.0087606099513089
531 => 0.0088085467299134
601 => 0.0090178894535341
602 => 0.0094584388739664
603 => 0.0094751574024344
604 => 0.0094954207466515
605 => 0.0094129995421798
606 => 0.0093881405182465
607 => 0.0094209359874731
608 => 0.0095863831867993
609 => 0.010011958301943
610 => 0.009861531633045
611 => 0.0097392324097003
612 => 0.0098465218002074
613 => 0.0098300054395009
614 => 0.0096905907336598
615 => 0.009686677827202
616 => 0.0094190964331152
617 => 0.0093201776842549
618 => 0.0092375137737672
619 => 0.0091472469415107
620 => 0.0090937337375774
621 => 0.0091759543401352
622 => 0.0091947591647457
623 => 0.0090149823802829
624 => 0.0089904794688587
625 => 0.0091372890718024
626 => 0.0090726836391605
627 => 0.0091391319287703
628 => 0.0091545485019427
629 => 0.0091520660785881
630 => 0.0090846105870234
701 => 0.009127604705795
702 => 0.0090259107977363
703 => 0.0089153339466536
704 => 0.0088447928048441
705 => 0.0087832363026906
706 => 0.0088173914277702
707 => 0.0086956346433407
708 => 0.0086566821975218
709 => 0.0091130392657535
710 => 0.0094501551387215
711 => 0.009445253340416
712 => 0.0094154149038715
713 => 0.0093710810396722
714 => 0.0095831398884946
715 => 0.0095092628258154
716 => 0.0095630145615496
717 => 0.0095766966342472
718 => 0.0096181081475263
719 => 0.0096329092040837
720 => 0.0095881701311724
721 => 0.0094380203380648
722 => 0.0090638613294543
723 => 0.0088896893009233
724 => 0.0088322096304434
725 => 0.0088342989072959
726 => 0.0087766673247612
727 => 0.008793642408684
728 => 0.0087707640833213
729 => 0.0087274380699457
730 => 0.0088147161685338
731 => 0.0088247741563443
801 => 0.0088044024052383
802 => 0.0088092006900919
803 => 0.0086405312918224
804 => 0.0086533548598421
805 => 0.0085819516035679
806 => 0.0085685643537956
807 => 0.0083880631397271
808 => 0.0080682790749354
809 => 0.0082454704890202
810 => 0.0080314481776889
811 => 0.0079503946854206
812 => 0.0083340893114148
813 => 0.0082955770129973
814 => 0.0082296606990003
815 => 0.0081321567324351
816 => 0.0080959915627784
817 => 0.0078762634404461
818 => 0.0078632807307747
819 => 0.007972183921361
820 => 0.0079219288460354
821 => 0.0078513516871929
822 => 0.0075957283721573
823 => 0.0073083231320862
824 => 0.007316998089719
825 => 0.007408416349221
826 => 0.0076742272681551
827 => 0.007570370343552
828 => 0.0074950209531315
829 => 0.0074809102773001
830 => 0.0076575349280309
831 => 0.0079074958128232
901 => 0.0080247718674082
902 => 0.0079085548590412
903 => 0.0077750510173973
904 => 0.0077831767776409
905 => 0.0078372338201371
906 => 0.007842914450978
907 => 0.0077560171744845
908 => 0.0077804782488137
909 => 0.0077433196401401
910 => 0.0075152773272997
911 => 0.0075111527649904
912 => 0.0074551875037403
913 => 0.0074534928978717
914 => 0.0073582820272966
915 => 0.0073449613683415
916 => 0.007155914405928
917 => 0.0072803456890755
918 => 0.0071968837172757
919 => 0.0070710868390846
920 => 0.0070493994098688
921 => 0.0070487474595582
922 => 0.0071779127257932
923 => 0.0072788363177358
924 => 0.0071983355740083
925 => 0.0071800071151029
926 => 0.0073757071050539
927 => 0.0073508024974876
928 => 0.0073292352679527
929 => 0.007885114557185
930 => 0.0074450927239558
1001 => 0.0072532180890997
1002 => 0.0070157367924603
1003 => 0.0070930619001307
1004 => 0.0071093554364591
1005 => 0.0065382557272626
1006 => 0.0063065606463675
1007 => 0.0062270516258492
1008 => 0.0061812930604485
1009 => 0.0062021458133015
1010 => 0.0059935930653735
1011 => 0.0061337439611252
1012 => 0.0059531549099445
1013 => 0.0059228785678264
1014 => 0.0062457941620281
1015 => 0.0062907259805157
1016 => 0.0060990328836257
1017 => 0.0062221308841225
1018 => 0.0061774938379522
1019 => 0.005956250590905
1020 => 0.0059478007262229
1021 => 0.0058367886419308
1022 => 0.005663076226189
1023 => 0.0055836849908686
1024 => 0.0055423373462074
1025 => 0.0055593981902441
1026 => 0.0055507717054287
1027 => 0.005494478056829
1028 => 0.0055539983914715
1029 => 0.0054019485319602
1030 => 0.0053414010527538
1031 => 0.0053140531610872
1101 => 0.0051791001591075
1102 => 0.0053938703991295
1103 => 0.005436182842018
1104 => 0.00547857865349
1105 => 0.0058476052475039
1106 => 0.0058291697217253
1107 => 0.0059958178962986
1108 => 0.005989342254681
1109 => 0.0059418114957713
1110 => 0.0057412870423613
1111 => 0.0058212125154858
1112 => 0.0055752143323848
1113 => 0.0057595328974146
1114 => 0.0056754176016623
1115 => 0.0057310934313084
1116 => 0.0056309832695176
1117 => 0.0056863883664999
1118 => 0.005446216691915
1119 => 0.0052219477614944
1120 => 0.0053122001259138
1121 => 0.0054103147676476
1122 => 0.0056230523100723
1123 => 0.0054963475848508
1124 => 0.0055419153952765
1125 => 0.0053892708583096
1126 => 0.0050743215777904
1127 => 0.0050761041565148
1128 => 0.0050276560712499
1129 => 0.0049857898520449
1130 => 0.0055109011467249
1201 => 0.0054455952564504
1202 => 0.0053415388673214
1203 => 0.005480822479207
1204 => 0.0055176512769178
1205 => 0.0055186997410134
1206 => 0.0056203174688148
1207 => 0.0056745508683584
1208 => 0.0056841097400889
1209 => 0.0058440074303807
1210 => 0.005897603027065
1211 => 0.0061183557046748
1212 => 0.0056699495433148
1213 => 0.0056607149135034
1214 => 0.0054827824852613
1215 => 0.0053699349262697
1216 => 0.0054905092541707
1217 => 0.0055973216486539
1218 => 0.0054861014440963
1219 => 0.0055006244548248
1220 => 0.0053513204172308
1221 => 0.0054046895852627
1222 => 0.0054506583023752
1223 => 0.005425277078702
1224 => 0.0053872801583981
1225 => 0.0055885642503788
1226 => 0.0055772070130705
1227 => 0.0057646473870242
1228 => 0.0059107705625108
1229 => 0.0061726494156249
1230 => 0.005899365180347
1231 => 0.005889405616607
]
'min_raw' => 0.0049857898520449
'max_raw' => 0.014415384709862
'avg_raw' => 0.0097005872809535
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.004985'
'max' => '$0.014415'
'avg' => '$0.00970058'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00087669193381447
'max_diff' => -0.0048695243176615
'year' => 2030
]
5 => [
'items' => [
101 => 0.0059867619497296
102 => 0.0058975881223177
103 => 0.0059539429030661
104 => 0.0061635697892048
105 => 0.0061679988749832
106 => 0.0060938059816405
107 => 0.0060892913373379
108 => 0.0061035408940857
109 => 0.0061870009930343
110 => 0.0061578374699919
111 => 0.0061915862371867
112 => 0.0062337895873432
113 => 0.0064083605374403
114 => 0.0064504490025016
115 => 0.0063481958527699
116 => 0.0063574281673107
117 => 0.0063191826823993
118 => 0.0062822380231895
119 => 0.0063652842217591
120 => 0.0065170527819221
121 => 0.0065161086375861
122 => 0.0065513159935846
123 => 0.0065732498846983
124 => 0.006479093567449
125 => 0.0064178012671434
126 => 0.006441304635211
127 => 0.0064788870325878
128 => 0.0064291171702646
129 => 0.0061219145243631
130 => 0.0062151001829486
131 => 0.0061995895328141
201 => 0.006177500480863
202 => 0.0062711993811541
203 => 0.006262161893641
204 => 0.0059914540555063
205 => 0.0060087838929942
206 => 0.0059925079403221
207 => 0.0060450988731523
208 => 0.0058947480393561
209 => 0.0059409949432035
210 => 0.0059700005677588
211 => 0.0059870851034536
212 => 0.0060488061613589
213 => 0.0060415639075955
214 => 0.0060483559726963
215 => 0.0061398720078147
216 => 0.0066027287089328
217 => 0.0066279209779389
218 => 0.0065038650317133
219 => 0.0065534229353351
220 => 0.0064582825975034
221 => 0.0065221509436747
222 => 0.006565848044045
223 => 0.0063683892499408
224 => 0.006356697021651
225 => 0.0062611640058018
226 => 0.0063124980372525
227 => 0.0062308219021669
228 => 0.006250862368807
301 => 0.0061948274769848
302 => 0.0062956791258291
303 => 0.0064084469399988
304 => 0.006436936543194
305 => 0.0063619926627328
306 => 0.0063077283542364
307 => 0.0062124581042913
308 => 0.006370894653186
309 => 0.0064172263283492
310 => 0.0063706512926204
311 => 0.0063598588391574
312 => 0.0063394071593466
313 => 0.0063641977597106
314 => 0.006416973996096
315 => 0.0063920856976407
316 => 0.0064085248572458
317 => 0.0063458757328189
318 => 0.0064791247371078
319 => 0.0066907562240378
320 => 0.0066914366538735
321 => 0.006666548221261
322 => 0.0066563644108648
323 => 0.0066819014530816
324 => 0.0066957542508999
325 => 0.0067783363627364
326 => 0.0068669502589534
327 => 0.0072804726473264
328 => 0.0071643572154078
329 => 0.0075312588789293
330 => 0.0078214304585565
331 => 0.0079084402276213
401 => 0.0078283953342076
402 => 0.0075545660777797
403 => 0.0075411307080879
404 => 0.0079503472249213
405 => 0.007834724815612
406 => 0.0078209718979321
407 => 0.0076746640897393
408 => 0.0077611501249558
409 => 0.0077422343603804
410 => 0.0077123749006071
411 => 0.0078773842311308
412 => 0.0081862669673867
413 => 0.0081381246962573
414 => 0.0081021887241148
415 => 0.0079447277549909
416 => 0.0080395544285842
417 => 0.0080057884664029
418 => 0.0081508684683428
419 => 0.0080649262891091
420 => 0.0078338488621437
421 => 0.0078706487040291
422 => 0.0078650864819591
423 => 0.0079795566180159
424 => 0.0079451955244951
425 => 0.0078583769269733
426 => 0.008185211239774
427 => 0.0081639884374487
428 => 0.0081940775189379
429 => 0.0082073236631452
430 => 0.0084062619498804
501 => 0.0084877606006407
502 => 0.0085062622211979
503 => 0.0085836796360883
504 => 0.0085043360053898
505 => 0.0088217670992338
506 => 0.0090328402540222
507 => 0.0092780125850342
508 => 0.0096362752567527
509 => 0.0097709853354339
510 => 0.0097466511654633
511 => 0.010018281834365
512 => 0.010506396108371
513 => 0.009845313015961
514 => 0.010541435117503
515 => 0.010321050897271
516 => 0.0097985238756435
517 => 0.0097648792956396
518 => 0.010118740661349
519 => 0.010903571112599
520 => 0.010706979986035
521 => 0.010903892665256
522 => 0.010674183565311
523 => 0.010662776572359
524 => 0.010892736206992
525 => 0.011430049427758
526 => 0.011174792057457
527 => 0.010808818025455
528 => 0.011079047555498
529 => 0.010844949728012
530 => 0.01031746180283
531 => 0.010706829656505
601 => 0.010446470461311
602 => 0.010522457115924
603 => 0.011069693418716
604 => 0.011003848498956
605 => 0.0110890579222
606 => 0.010938665520493
607 => 0.010798175302594
608 => 0.010535939877944
609 => 0.010458304896755
610 => 0.010479760412542
611 => 0.010458294264467
612 => 0.010311575954443
613 => 0.010279892149363
614 => 0.010227084419463
615 => 0.010243451743097
616 => 0.010144157761439
617 => 0.010331546020012
618 => 0.010366326932062
619 => 0.010502692479768
620 => 0.010516850403306
621 => 0.010896626512623
622 => 0.01068745221349
623 => 0.010827784392589
624 => 0.010815231761632
625 => 0.0098098486206427
626 => 0.0099483815469005
627 => 0.010163895306131
628 => 0.010066806649719
629 => 0.0099295460048009
630 => 0.0098187006745789
701 => 0.0096507586647758
702 => 0.0098871338185331
703 => 0.010197942010029
704 => 0.010524733011954
705 => 0.010917350988572
706 => 0.010829723226768
707 => 0.01051739329198
708 => 0.010531404184698
709 => 0.010618014010394
710 => 0.010505846416785
711 => 0.010472766003658
712 => 0.010613469269614
713 => 0.010614438215678
714 => 0.010485375843325
715 => 0.010341946634619
716 => 0.010341345660997
717 => 0.01031582381867
718 => 0.010678723844364
719 => 0.010878282165165
720 => 0.010901161205041
721 => 0.010876742223491
722 => 0.010886140120335
723 => 0.010770021530428
724 => 0.011035434193057
725 => 0.011279003098876
726 => 0.011213721429026
727 => 0.011115854925584
728 => 0.011037899541703
729 => 0.011195357618041
730 => 0.011188346257764
731 => 0.011276875736969
801 => 0.011272859528421
802 => 0.011243090394327
803 => 0.011213722492176
804 => 0.011330162904608
805 => 0.011296629935803
806 => 0.011263044881036
807 => 0.011195684912085
808 => 0.011204840250596
809 => 0.011106990645186
810 => 0.01106172094043
811 => 0.010380973198108
812 => 0.010199055157285
813 => 0.010256290276211
814 => 0.010275133563471
815 => 0.010195962598971
816 => 0.010309473424712
817 => 0.010291782882758
818 => 0.01036060643288
819 => 0.010317608466735
820 => 0.010319373118264
821 => 0.010445820968564
822 => 0.010482529317454
823 => 0.010463859154936
824 => 0.010476935096788
825 => 0.010778264657756
826 => 0.010735425230163
827 => 0.010712667638076
828 => 0.010718971646612
829 => 0.010795967810018
830 => 0.010817522531937
831 => 0.010726193660543
901 => 0.010769264884258
902 => 0.010952656688286
903 => 0.011016833440619
904 => 0.011221654827476
905 => 0.011134643061929
906 => 0.011294356923371
907 => 0.011785262882977
908 => 0.012177432531618
909 => 0.011816777115631
910 => 0.012536946732857
911 => 0.013097702082064
912 => 0.013076179357774
913 => 0.012978398692135
914 => 0.012339993635516
915 => 0.011752523784332
916 => 0.012243967260135
917 => 0.012245220050621
918 => 0.01220300462021
919 => 0.011940808207566
920 => 0.012193880753394
921 => 0.012213968733057
922 => 0.01220272480627
923 => 0.012001699431448
924 => 0.011694770839795
925 => 0.011754743951921
926 => 0.011852981133001
927 => 0.011666997654793
928 => 0.011607564664369
929 => 0.011718061901156
930 => 0.012074107021098
1001 => 0.012006798753602
1002 => 0.012005041062723
1003 => 0.012293014374218
1004 => 0.012086887631718
1005 => 0.011755500404925
1006 => 0.011671820759699
1007 => 0.011374814392511
1008 => 0.011579957748229
1009 => 0.011587340492391
1010 => 0.011474985572979
1011 => 0.011764617387412
1012 => 0.011761948379253
1013 => 0.012036910681051
1014 => 0.012562535330964
1015 => 0.012407082257566
1016 => 0.012226307246452
1017 => 0.012245962502507
1018 => 0.012461532148131
1019 => 0.01233119381941
1020 => 0.012378064391169
1021 => 0.012461461203907
1022 => 0.012511776571658
1023 => 0.012238722895397
1024 => 0.012175061021794
1025 => 0.012044831170683
1026 => 0.012010856633383
1027 => 0.012116926129778
1028 => 0.012088980564969
1029 => 0.011586720001332
1030 => 0.01153423097788
1031 => 0.011535840741292
1101 => 0.011403854596107
1102 => 0.011202544044394
1103 => 0.011731576154666
1104 => 0.011689087472412
1105 => 0.011642183255566
1106 => 0.011647928754498
1107 => 0.011877563663005
1108 => 0.01174436381923
1109 => 0.012098497434931
1110 => 0.012025698209774
1111 => 0.011951031959188
1112 => 0.011940710808967
1113 => 0.011911970672717
1114 => 0.011813410051781
1115 => 0.011694392179425
1116 => 0.011615806270944
1117 => 0.010714967275749
1118 => 0.010882157753318
1119 => 0.011074495157869
1120 => 0.011140889259177
1121 => 0.011027317554559
1122 => 0.011817894554907
1123 => 0.01196234059106
1124 => 0.01152480412557
1125 => 0.011442958917373
1126 => 0.01182326031313
1127 => 0.011593892081534
1128 => 0.011697176582177
1129 => 0.011473931985388
1130 => 0.011927547770824
1201 => 0.011924091978553
1202 => 0.011747625192641
1203 => 0.011896773711702
1204 => 0.01187085548615
1205 => 0.011671624919474
1206 => 0.011933863735149
1207 => 0.01193399380233
1208 => 0.011764148357608
1209 => 0.011565806062122
1210 => 0.011530347144325
1211 => 0.011503633613001
1212 => 0.011690606691041
1213 => 0.011858246168162
1214 => 0.012170181673733
1215 => 0.012248609671239
1216 => 0.01255471936675
1217 => 0.012372445947284
1218 => 0.012453245393297
1219 => 0.012540964621725
1220 => 0.0125830204456
1221 => 0.012514492737435
1222 => 0.012990007094341
1223 => 0.013030155075448
1224 => 0.013043616346234
1225 => 0.012883275580536
1226 => 0.013025695708699
1227 => 0.012959062047191
1228 => 0.013132424323072
1229 => 0.01315960974153
1230 => 0.013136584659245
1231 => 0.013145213740157
]
'min_raw' => 0.0058947480393561
'max_raw' => 0.01315960974153
'avg_raw' => 0.0095271788904433
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005894'
'max' => '$0.013159'
'avg' => '$0.009527'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00090895818731125
'max_diff' => -0.0012557749683317
'year' => 2031
]
6 => [
'items' => [
101 => 0.012739446123018
102 => 0.012718404931474
103 => 0.012431506791766
104 => 0.012548419904341
105 => 0.012329856444173
106 => 0.012399165168845
107 => 0.012429715794283
108 => 0.012413757881287
109 => 0.012555029996311
110 => 0.012434919838554
111 => 0.012117929384296
112 => 0.011800852566201
113 => 0.011796871925035
114 => 0.011713391195702
115 => 0.011653049918652
116 => 0.011664673789333
117 => 0.011705637825741
118 => 0.011650669014387
119 => 0.011662399397279
120 => 0.011857201912415
121 => 0.011896268167557
122 => 0.011763505768412
123 => 0.01123044557832
124 => 0.011099631270591
125 => 0.011193658000826
126 => 0.011148719279871
127 => 0.0089978865807198
128 => 0.009503192819633
129 => 0.0092029570110493
130 => 0.00934131948483
131 => 0.0090348564699517
201 => 0.0091811166837544
202 => 0.0091541077628329
203 => 0.0099666252419067
204 => 0.0099539388990522
205 => 0.0099600111800303
206 => 0.0096701653877008
207 => 0.010131897605053
208 => 0.010359363498674
209 => 0.010317265615573
210 => 0.010327860745786
211 => 0.010145801305379
212 => 0.0099617739133757
213 => 0.0097576592140313
214 => 0.010136879096074
215 => 0.01009471631869
216 => 0.01019142256032
217 => 0.010437373761022
218 => 0.010473591009603
219 => 0.010522267358975
220 => 0.010504820352743
221 => 0.010920478824177
222 => 0.010870139840683
223 => 0.010991442307389
224 => 0.010741913930135
225 => 0.010459548885822
226 => 0.010513217249538
227 => 0.010508048554538
228 => 0.010442245134843
229 => 0.010382840749811
301 => 0.010283949185816
302 => 0.010596856727495
303 => 0.010584153252739
304 => 0.010789807742864
305 => 0.010753456314113
306 => 0.010510692576213
307 => 0.010519362930605
308 => 0.010577675230719
309 => 0.010779494767212
310 => 0.010839408546565
311 => 0.010811654096817
312 => 0.01087734682071
313 => 0.010929267671166
314 => 0.01088386728014
315 => 0.011526641076127
316 => 0.011259716582
317 => 0.011389813723189
318 => 0.011420841124786
319 => 0.011341365088032
320 => 0.01135860059458
321 => 0.011384707690607
322 => 0.011543224865385
323 => 0.011959219799319
324 => 0.012143461123785
325 => 0.012697760238747
326 => 0.012128162446551
327 => 0.012094364870792
328 => 0.012194210879626
329 => 0.01251964313863
330 => 0.012783375418254
331 => 0.012870870630485
401 => 0.01288243456717
402 => 0.013046581401889
403 => 0.013140667306392
404 => 0.013026649658663
405 => 0.012930031640359
406 => 0.012583957891462
407 => 0.012624016870225
408 => 0.012899983509319
409 => 0.013289802641394
410 => 0.013624308010483
411 => 0.013507175888917
412 => 0.014400811294072
413 => 0.01448941159432
414 => 0.014477169897617
415 => 0.014679014567074
416 => 0.014278394003153
417 => 0.01410712095042
418 => 0.012950921552577
419 => 0.013275766422611
420 => 0.013747947518674
421 => 0.013685452580022
422 => 0.013342542046624
423 => 0.013624047882094
424 => 0.013530973249386
425 => 0.013457561424899
426 => 0.013793875224455
427 => 0.013424084386834
428 => 0.013744258572193
429 => 0.013333631867692
430 => 0.013507710938582
501 => 0.013408895238688
502 => 0.013472841106916
503 => 0.013099014867882
504 => 0.013300722432346
505 => 0.013090623170047
506 => 0.013090523555641
507 => 0.013085885602781
508 => 0.013333066453152
509 => 0.013341127011809
510 => 0.013158459989915
511 => 0.013132134818265
512 => 0.013229472775436
513 => 0.01311551552044
514 => 0.013168835402814
515 => 0.013117130525359
516 => 0.013105490668373
517 => 0.013012742307546
518 => 0.012972783763533
519 => 0.012988452538245
520 => 0.012934966932345
521 => 0.01290273992013
522 => 0.01307947483891
523 => 0.012985052501272
524 => 0.01306500326146
525 => 0.012973889279636
526 => 0.012658048522161
527 => 0.012476405162582
528 => 0.011879811250166
529 => 0.012049004543655
530 => 0.012161179872281
531 => 0.012124105926839
601 => 0.012203755107361
602 => 0.012208644920161
603 => 0.012182750159646
604 => 0.012152767344294
605 => 0.012138173367935
606 => 0.012246944911098
607 => 0.012310090452987
608 => 0.012172438167221
609 => 0.012140188162626
610 => 0.012279362223526
611 => 0.012364258320277
612 => 0.012991083399689
613 => 0.012944646173187
614 => 0.01306119449886
615 => 0.013048072945969
616 => 0.013170234158878
617 => 0.013369916112804
618 => 0.01296390686852
619 => 0.013034376034585
620 => 0.013017098622436
621 => 0.01320572887789
622 => 0.013206317760958
623 => 0.013093224500033
624 => 0.013154534191509
625 => 0.013120312803671
626 => 0.013182155476793
627 => 0.012944025975716
628 => 0.013234042003536
629 => 0.01339846240309
630 => 0.013400745380498
701 => 0.013478679344965
702 => 0.013557864766495
703 => 0.013709854287525
704 => 0.013553625861246
705 => 0.013272586130901
706 => 0.013292876291679
707 => 0.013128102800606
708 => 0.01313087267276
709 => 0.013116086878124
710 => 0.013160460160848
711 => 0.012953763415948
712 => 0.013002274728836
713 => 0.01293435860671
714 => 0.013034228398199
715 => 0.012926785011625
716 => 0.013017090290745
717 => 0.013056063055546
718 => 0.013199873396684
719 => 0.012905544107311
720 => 0.012305386761937
721 => 0.012431547112139
722 => 0.012244946044508
723 => 0.012262216683758
724 => 0.012297106123644
725 => 0.012184018033859
726 => 0.012205591677575
727 => 0.01220482091521
728 => 0.012198178901548
729 => 0.012168760321726
730 => 0.012126097560695
731 => 0.012296052869737
801 => 0.01232493158854
802 => 0.012389125403122
803 => 0.012580122652238
804 => 0.012561037523026
805 => 0.012592166160606
806 => 0.01252421251955
807 => 0.012265368858271
808 => 0.012279425314413
809 => 0.012104141081084
810 => 0.012384642991183
811 => 0.012318216436427
812 => 0.012275390804446
813 => 0.012263705433983
814 => 0.012455176128337
815 => 0.012512467161023
816 => 0.012476767234111
817 => 0.012403545642482
818 => 0.01254415274443
819 => 0.012581773273175
820 => 0.012590195122169
821 => 0.012839323948084
822 => 0.012604118656061
823 => 0.012660734907591
824 => 0.013102438740201
825 => 0.012701874314986
826 => 0.012914062224675
827 => 0.012903676730668
828 => 0.013012224885218
829 => 0.012894772613712
830 => 0.012896228575383
831 => 0.012992611982934
901 => 0.012857258869867
902 => 0.012823743535597
903 => 0.012777442341344
904 => 0.0128785393051
905 => 0.01293914236265
906 => 0.013427558498458
907 => 0.013743097596672
908 => 0.013729399212244
909 => 0.01385457680362
910 => 0.01379818315221
911 => 0.013616073175912
912 => 0.013926912699507
913 => 0.013828550068163
914 => 0.013836658963981
915 => 0.013836357150473
916 => 0.013901759701306
917 => 0.013855415999986
918 => 0.013764067807599
919 => 0.013824709000747
920 => 0.014004791664773
921 => 0.014563773779522
922 => 0.014876587576464
923 => 0.014544941996166
924 => 0.014773706676544
925 => 0.014636529385507
926 => 0.014611600191055
927 => 0.01475528131591
928 => 0.014899213935553
929 => 0.01489004604992
930 => 0.01478555835908
1001 => 0.014726535913802
1002 => 0.015173473643418
1003 => 0.015502769749214
1004 => 0.015480313962428
1005 => 0.015579426502289
1006 => 0.015870423984756
1007 => 0.015897029147654
1008 => 0.015893677508641
1009 => 0.015827733836438
1010 => 0.016114258648725
1011 => 0.01635328268806
1012 => 0.015812469781619
1013 => 0.016018404256631
1014 => 0.016110854877258
1015 => 0.016246599817202
1016 => 0.016475624284381
1017 => 0.016724405601477
1018 => 0.016759586007462
1019 => 0.016734623825878
1020 => 0.016570545859653
1021 => 0.016842765345397
1022 => 0.017002225135814
1023 => 0.017097179791835
1024 => 0.017337969000556
1025 => 0.016111425820817
1026 => 0.015243217595046
1027 => 0.015107634343513
1028 => 0.015383348217054
1029 => 0.015456051766729
1030 => 0.015426745057017
1031 => 0.014449497764874
1101 => 0.015102489338766
1102 => 0.015805053367183
1103 => 0.015832041712797
1104 => 0.016183759955344
1105 => 0.016298293832535
1106 => 0.016581473118549
1107 => 0.016563760177107
1108 => 0.016632709826885
1109 => 0.016616859496442
1110 => 0.017141389493349
1111 => 0.017720023973396
1112 => 0.017699987701297
1113 => 0.017616802148698
1114 => 0.017740346879552
1115 => 0.0183375596732
1116 => 0.018282577889301
1117 => 0.018335988009021
1118 => 0.01904013555017
1119 => 0.019955627517483
1120 => 0.019530289584775
1121 => 0.020453150511058
1122 => 0.021034042545397
1123 => 0.022038635253429
1124 => 0.02191285529866
1125 => 0.022303935867855
1126 => 0.021687682928554
1127 => 0.020272641614654
1128 => 0.020048705910168
1129 => 0.020497030861503
1130 => 0.021599194007451
1201 => 0.020462319821772
1202 => 0.020692307988866
1203 => 0.020626071381271
1204 => 0.02062254191394
1205 => 0.020757247326594
1206 => 0.020561850099777
1207 => 0.019765766646432
1208 => 0.020130607001751
1209 => 0.01998972461949
1210 => 0.020146044126086
1211 => 0.020989636032118
1212 => 0.020616663941742
1213 => 0.020223768142323
1214 => 0.020716546665352
1215 => 0.02134402306224
1216 => 0.021304756717006
1217 => 0.021228563595193
1218 => 0.021658060233508
1219 => 0.022367462849297
1220 => 0.022559211525734
1221 => 0.022700756478551
1222 => 0.022720273136123
1223 => 0.022921306838648
1224 => 0.021840297953154
1225 => 0.02355588681671
1226 => 0.023852121621261
1227 => 0.02379644175568
1228 => 0.024125694273471
1229 => 0.024028819830407
1230 => 0.023888463961541
1231 => 0.024410399236259
]
'min_raw' => 0.0089978865807198
'max_raw' => 0.024410399236259
'avg_raw' => 0.01670414290849
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008997'
'max' => '$0.02441'
'avg' => '$0.0167041'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0031031385413637
'max_diff' => 0.011250789494729
'year' => 2032
]
7 => [
'items' => [
101 => 0.0238120425618
102 => 0.022962750593414
103 => 0.022496812222468
104 => 0.023110397455507
105 => 0.02348509254615
106 => 0.023732742165981
107 => 0.023807680791308
108 => 0.021924213595697
109 => 0.020909129239142
110 => 0.021559786673728
111 => 0.0223536336499
112 => 0.021835888093119
113 => 0.021856182738723
114 => 0.021118013635891
115 => 0.022418945236114
116 => 0.022229410444519
117 => 0.023212717278597
118 => 0.022978043211114
119 => 0.023779891762554
120 => 0.023568738166088
121 => 0.024445224939578
122 => 0.024794879243455
123 => 0.025382003239011
124 => 0.025813894040167
125 => 0.02606750857936
126 => 0.026052282513711
127 => 0.027057229668256
128 => 0.0264646474414
129 => 0.025720224503562
130 => 0.02570676024124
131 => 0.026092307429302
201 => 0.026900308565772
202 => 0.027109811504521
203 => 0.027226895066365
204 => 0.027047577515693
205 => 0.026404371979191
206 => 0.026126639089656
207 => 0.026363275558237
208 => 0.026073889491566
209 => 0.026573451030029
210 => 0.027259455722925
211 => 0.027117798466598
212 => 0.027591337436055
213 => 0.02808140045169
214 => 0.028782212574155
215 => 0.028965430813965
216 => 0.029268283597206
217 => 0.029580018593117
218 => 0.02968013947231
219 => 0.029871301296374
220 => 0.029870293779201
221 => 0.030446372802692
222 => 0.031081805805285
223 => 0.031321667053456
224 => 0.031873214767599
225 => 0.030928708635666
226 => 0.031645127386441
227 => 0.032291355032765
228 => 0.031520895791979
301 => 0.032582794361423
302 => 0.03262402547656
303 => 0.033246566363303
304 => 0.032615501910186
305 => 0.032240777852355
306 => 0.033322592166588
307 => 0.033846048036413
308 => 0.033688378868397
309 => 0.032488508714703
310 => 0.031790132820401
311 => 0.029962348398364
312 => 0.032127438000678
313 => 0.033181989989435
314 => 0.032485777679813
315 => 0.032836906672535
316 => 0.034752552602868
317 => 0.03548190654425
318 => 0.035330206023011
319 => 0.035355840913898
320 => 0.035749387061957
321 => 0.037494587412274
322 => 0.036448822908937
323 => 0.03724827068769
324 => 0.037672294906917
325 => 0.038066152232862
326 => 0.037098963120228
327 => 0.035840664295521
328 => 0.035442108237944
329 => 0.032416553086466
330 => 0.032259059801511
331 => 0.032170654048132
401 => 0.031613268278313
402 => 0.031175315744048
403 => 0.030827039628665
404 => 0.029913059097848
405 => 0.030221500696819
406 => 0.028764806493259
407 => 0.029696747822624
408 => 0.02737182870063
409 => 0.029308090430771
410 => 0.028254271202073
411 => 0.028961882471767
412 => 0.028959413682708
413 => 0.027656476986845
414 => 0.026904970292267
415 => 0.02738385960713
416 => 0.027897266966945
417 => 0.027980565583765
418 => 0.028646211627068
419 => 0.02883197912974
420 => 0.028269094923988
421 => 0.027323649919453
422 => 0.027543255230702
423 => 0.026900519997643
424 => 0.025774151224162
425 => 0.026583128941788
426 => 0.026859349502825
427 => 0.026981344238518
428 => 0.025873689914126
429 => 0.025525640877057
430 => 0.025340342490135
501 => 0.027180665655502
502 => 0.027281482712795
503 => 0.026765688393587
504 => 0.029097127626034
505 => 0.028569451123425
506 => 0.029158995060721
507 => 0.0275233283505
508 => 0.027585813021548
509 => 0.026811462188208
510 => 0.027245046912737
511 => 0.026938603204528
512 => 0.027210017551763
513 => 0.027372702192412
514 => 0.0281469259624
515 => 0.029316930822572
516 => 0.028031282749252
517 => 0.027471107472886
518 => 0.027818637063798
519 => 0.028744154161309
520 => 0.030146359940388
521 => 0.029316225897152
522 => 0.02968462528895
523 => 0.02976510416711
524 => 0.02915299405686
525 => 0.030168929313257
526 => 0.030713377270604
527 => 0.031271868217211
528 => 0.031756790257589
529 => 0.031048794651657
530 => 0.031806451437188
531 => 0.031195913812477
601 => 0.030648198446891
602 => 0.030649029105014
603 => 0.030305439255338
604 => 0.029639690626483
605 => 0.029516916364905
606 => 0.030155603578311
607 => 0.030667770239557
608 => 0.030709954738891
609 => 0.03099351651863
610 => 0.031161325458961
611 => 0.032806081199399
612 => 0.033467615564336
613 => 0.034276527263577
614 => 0.034591643958197
615 => 0.035540032233414
616 => 0.034774131676846
617 => 0.034608424273692
618 => 0.032307944533456
619 => 0.032684647962044
620 => 0.033287786497689
621 => 0.032317890065759
622 => 0.032933066112433
623 => 0.033054514895257
624 => 0.032284933356137
625 => 0.032696000107837
626 => 0.031604328688121
627 => 0.029340726276328
628 => 0.030171449349827
629 => 0.030783141150285
630 => 0.029910181529976
701 => 0.031474927861177
702 => 0.03056083535741
703 => 0.030271111917894
704 => 0.029140797486479
705 => 0.029674262388314
706 => 0.030395781306529
707 => 0.02994996650065
708 => 0.030875099162279
709 => 0.032185333735015
710 => 0.033119084917365
711 => 0.033190766738711
712 => 0.032590427284931
713 => 0.033552475090929
714 => 0.033559482558904
715 => 0.032474288703658
716 => 0.031809613509704
717 => 0.031658597907149
718 => 0.032035864490684
719 => 0.032493935770349
720 => 0.033216186506718
721 => 0.033652627500218
722 => 0.034790634140848
723 => 0.035098546108596
724 => 0.035436848008074
725 => 0.03588892367422
726 => 0.036431756421249
727 => 0.035244069274235
728 => 0.035291258298711
729 => 0.034185300472059
730 => 0.033003425923885
731 => 0.033900321383207
801 => 0.035072892887267
802 => 0.034803903688659
803 => 0.034773636908865
804 => 0.034824537237174
805 => 0.03462172816579
806 => 0.033704430252373
807 => 0.033243768982845
808 => 0.033838139547761
809 => 0.034154021050623
810 => 0.034643925713801
811 => 0.034583534623431
812 => 0.035845476423857
813 => 0.036335828848364
814 => 0.036210375714812
815 => 0.036233462110584
816 => 0.037121221752868
817 => 0.038108593056783
818 => 0.039033396578019
819 => 0.039974146441056
820 => 0.038840035763073
821 => 0.038264204303016
822 => 0.038858315384337
823 => 0.038543071681869
824 => 0.040354555503605
825 => 0.040479978713102
826 => 0.042291331543939
827 => 0.044010521072287
828 => 0.042930728932012
829 => 0.043948924285385
830 => 0.045050185574744
831 => 0.047174697275122
901 => 0.046459236475658
902 => 0.045911204715968
903 => 0.045393317351132
904 => 0.046470958745053
905 => 0.04785732718259
906 => 0.048155937665564
907 => 0.048639800725966
908 => 0.048131077881914
909 => 0.048743778513592
910 => 0.050906880977714
911 => 0.050322391597675
912 => 0.049492322716662
913 => 0.051199884365518
914 => 0.051817844288261
915 => 0.056155010654196
916 => 0.061630862350595
917 => 0.059363823791905
918 => 0.057956599801649
919 => 0.058287330819158
920 => 0.060286926489405
921 => 0.060929133154695
922 => 0.059183394056526
923 => 0.059800018618827
924 => 0.063197680582294
925 => 0.065020417215647
926 => 0.062544896041363
927 => 0.055715031302108
928 => 0.049417584095907
929 => 0.051087950672735
930 => 0.050898582940433
1001 => 0.054548946853216
1002 => 0.050308451719264
1003 => 0.050379850781964
1004 => 0.054105700354661
1005 => 0.053111707565898
1006 => 0.05150156654908
1007 => 0.049429339907219
1008 => 0.045598637301974
1009 => 0.042205677177464
1010 => 0.048860053333678
1011 => 0.048573104533624
1012 => 0.048157560147717
1013 => 0.049082309211955
1014 => 0.053572628173296
1015 => 0.053469111787493
1016 => 0.052810593355538
1017 => 0.05331007378226
1018 => 0.051414005215323
1019 => 0.051902665257701
1020 => 0.049416586548095
1021 => 0.050540397952655
1022 => 0.051498111909609
1023 => 0.051690387165665
1024 => 0.052123593135376
1025 => 0.04842189555505
1026 => 0.050083849092486
1027 => 0.051060091091741
1028 => 0.046649394223116
1029 => 0.05097290579612
1030 => 0.048357457235711
1031 => 0.047469734711589
1101 => 0.04866493614177
1102 => 0.048199164982057
1103 => 0.047798722289935
1104 => 0.047575268387253
1105 => 0.04845289240801
1106 => 0.048411950198454
1107 => 0.046975986961014
1108 => 0.045102831455122
1109 => 0.045731523927133
1110 => 0.045503114058028
1111 => 0.044675327226933
1112 => 0.045233155603728
1113 => 0.042776761742803
1114 => 0.038550663777324
1115 => 0.041342553542201
1116 => 0.041235068823245
1117 => 0.041180870153904
1118 => 0.043278898150043
1119 => 0.043077221167955
1120 => 0.04271117547064
1121 => 0.044668604510645
1122 => 0.043954116579907
1123 => 0.046156000027913
1124 => 0.047606302875662
1125 => 0.047238459161091
1126 => 0.048602475999321
1127 => 0.045746007731908
1128 => 0.046694811908727
1129 => 0.046890359134584
1130 => 0.044644450140135
1201 => 0.043110218016406
1202 => 0.04300790222528
1203 => 0.040347755152944
1204 => 0.041768784247029
1205 => 0.043019231043645
1206 => 0.042420364066657
1207 => 0.042230780672385
1208 => 0.0431993211181
1209 => 0.04327458500572
1210 => 0.041558560391875
1211 => 0.041915376248525
1212 => 0.043403357686458
1213 => 0.041877882934056
1214 => 0.038914134675025
1215 => 0.03817908412976
1216 => 0.038081014837352
1217 => 0.036087499460999
1218 => 0.038228203721976
1219 => 0.037293728944752
1220 => 0.040245723569275
1221 => 0.038559560071612
1222 => 0.03848687293332
1223 => 0.038376995662907
1224 => 0.036661094627397
1225 => 0.037036767902974
1226 => 0.038285563087647
1227 => 0.038731147278224
1228 => 0.038684669196583
1229 => 0.038279443309965
1230 => 0.038464953645766
1231 => 0.037867360218064
]
'min_raw' => 0.020909129239142
'max_raw' => 0.065020417215647
'avg_raw' => 0.042964773227395
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0209091'
'max' => '$0.06502'
'avg' => '$0.042964'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.011911242658422
'max_diff' => 0.040610017979388
'year' => 2033
]
8 => [
'items' => [
101 => 0.037656337540911
102 => 0.036990291925455
103 => 0.036011388870532
104 => 0.03614751134428
105 => 0.03420804824856
106 => 0.033151325818915
107 => 0.032858838977767
108 => 0.032467713349917
109 => 0.032903017658178
110 => 0.034202553993291
111 => 0.032635037461132
112 => 0.029947640315245
113 => 0.030109157462814
114 => 0.030472038538532
115 => 0.029795812054631
116 => 0.029155820439005
117 => 0.029712241224631
118 => 0.028573555626588
119 => 0.030609643252921
120 => 0.030554572788698
121 => 0.031313500344981
122 => 0.031788073320686
123 => 0.030694336256511
124 => 0.030419264342651
125 => 0.030575957806107
126 => 0.027986163894178
127 => 0.031101858930786
128 => 0.031128803590845
129 => 0.030898087052845
130 => 0.032557098473547
131 => 0.036058130029865
201 => 0.03474090112971
202 => 0.034230830286116
203 => 0.033261185239583
204 => 0.034553179692262
205 => 0.034453974676549
206 => 0.034005331973112
207 => 0.033733991466223
208 => 0.034233944669921
209 => 0.033672041731548
210 => 0.033571108523756
211 => 0.03295956310095
212 => 0.032741269208553
213 => 0.032579653101151
214 => 0.032401729646974
215 => 0.032794184451128
216 => 0.031904830233186
217 => 0.030832356230816
218 => 0.030743191621849
219 => 0.030989382946641
220 => 0.030880461612209
221 => 0.030742670148405
222 => 0.03047958871873
223 => 0.030401538078391
224 => 0.030655164794706
225 => 0.030368835019343
226 => 0.030791330200081
227 => 0.030676434888645
228 => 0.030034639018759
301 => 0.029234723741617
302 => 0.029227602817771
303 => 0.029055262383435
304 => 0.02883576092875
305 => 0.028774700645569
306 => 0.029665381018049
307 => 0.031509062733262
308 => 0.031147103897001
309 => 0.031408656251233
310 => 0.032695234966174
311 => 0.033104199650882
312 => 0.032813926204536
313 => 0.032416582007891
314 => 0.032434063135987
315 => 0.033791908540192
316 => 0.033876595692486
317 => 0.03409057280522
318 => 0.034365593865008
319 => 0.032860763480243
320 => 0.032363185760192
321 => 0.032127405831871
322 => 0.031401294910958
323 => 0.032184343287117
324 => 0.031728094531804
325 => 0.031789658076573
326 => 0.031749564737279
327 => 0.031771458411633
328 => 0.030609074124934
329 => 0.031032585865887
330 => 0.030328415455099
331 => 0.029385610321891
401 => 0.029382449708494
402 => 0.029613199929176
403 => 0.029475940668658
404 => 0.029106579527861
405 => 0.029159045534576
406 => 0.028699388108428
407 => 0.029214856268476
408 => 0.029229638050873
409 => 0.029031154731514
410 => 0.029825304552967
411 => 0.030150668382781
412 => 0.030020022410054
413 => 0.030141501913059
414 => 0.031162144920794
415 => 0.031328554264831
416 => 0.031402462303068
417 => 0.031303435322769
418 => 0.03016015739362
419 => 0.030210866631371
420 => 0.029838795890862
421 => 0.029524435322981
422 => 0.029537008097092
423 => 0.029698630292997
424 => 0.030404443901526
425 => 0.031889787030692
426 => 0.031946154716672
427 => 0.032014473996441
428 => 0.031736585151101
429 => 0.031652771216308
430 => 0.031763343430512
501 => 0.032321160214195
502 => 0.033756016427607
503 => 0.033248842410963
504 => 0.032836502040797
505 => 0.033198235711598
506 => 0.033142549648341
507 => 0.032672503233973
508 => 0.03265931059666
509 => 0.031757141244561
510 => 0.031423629776492
511 => 0.031144922630872
512 => 0.03084058170369
513 => 0.030660158200457
514 => 0.030937370702439
515 => 0.031000772481525
516 => 0.030394642501094
517 => 0.030312029224489
518 => 0.030807008050733
519 => 0.030589186323973
520 => 0.030813221371664
521 => 0.030865199424466
522 => 0.030856829760809
523 => 0.030629398861406
524 => 0.030774356534598
525 => 0.030431488423536
526 => 0.030058670849882
527 => 0.029820836465246
528 => 0.029613294420497
529 => 0.029728450809338
530 => 0.029317939309847
531 => 0.029186608419195
601 => 0.030725248136571
602 => 0.031861857838962
603 => 0.031845331083742
604 => 0.031744728711679
605 => 0.03159525399324
606 => 0.03231022520752
607 => 0.032061143532766
608 => 0.03224237126262
609 => 0.032288501325972
610 => 0.032428123134252
611 => 0.032478025929812
612 => 0.032327185021909
613 => 0.031820944511323
614 => 0.030559441290845
615 => 0.02997220813635
616 => 0.029778411414225
617 => 0.029785455557001
618 => 0.029591146652777
619 => 0.029648379333385
620 => 0.029571243462111
621 => 0.02942516678309
622 => 0.029719430986042
623 => 0.029753342194171
624 => 0.029684657413007
625 => 0.029700835165396
626 => 0.029132154513009
627 => 0.029175390067901
628 => 0.028934649004156
629 => 0.028889512956881
630 => 0.028280940511457
701 => 0.027202766210401
702 => 0.027800179434098
703 => 0.027078588268884
704 => 0.026805310760727
705 => 0.02809896398097
706 => 0.027969117078012
707 => 0.027746875623241
708 => 0.027418134192457
709 => 0.027296200797988
710 => 0.026555372092617
711 => 0.026511599980536
712 => 0.026878774690976
713 => 0.026709336195818
714 => 0.026471380377241
715 => 0.025609528523548
716 => 0.024640521690655
717 => 0.024669769915981
718 => 0.024977992960511
719 => 0.025874193032023
720 => 0.025524032159664
721 => 0.025269986429135
722 => 0.025222411300394
723 => 0.025817913641872
724 => 0.026660674216661
725 => 0.027056078622647
726 => 0.026664244864925
727 => 0.026214127341882
728 => 0.026241523909866
729 => 0.026423781002784
730 => 0.026442933646273
731 => 0.026149953411601
801 => 0.02623242563152
802 => 0.026107142788045
803 => 0.025338282208898
804 => 0.025324375959105
805 => 0.02513568517343
806 => 0.025129971691431
807 => 0.024808961593876
808 => 0.02476405006219
809 => 0.024126665029576
810 => 0.024546193788222
811 => 0.02426479592317
812 => 0.023840662965492
813 => 0.023767542283722
814 => 0.023765344187733
815 => 0.024200833900875
816 => 0.02454110483737
817 => 0.02426969095951
818 => 0.024207895280658
819 => 0.024867711460115
820 => 0.024783743836921
821 => 0.024711028416768
822 => 0.026585214250667
823 => 0.025101649918592
824 => 0.024454731190915
825 => 0.023654046418881
826 => 0.023914753418058
827 => 0.023969688213368
828 => 0.022044185670903
829 => 0.021263009529232
830 => 0.020994939315412
831 => 0.020840661117402
901 => 0.020910967629539
902 => 0.020207817479212
903 => 0.020680346009261
904 => 0.020071477414881
905 => 0.019969398613603
906 => 0.021058131084701
907 => 0.021209621847771
908 => 0.020563315188022
909 => 0.020978348691125
910 => 0.020827851773502
911 => 0.020081914719373
912 => 0.020053425410646
913 => 0.019679140417839
914 => 0.019093456879952
915 => 0.01882578378715
916 => 0.018686377316375
917 => 0.018743899143195
918 => 0.018714814347358
919 => 0.018525016380807
920 => 0.018725693344631
921 => 0.018213046627506
922 => 0.018008906574072
923 => 0.017916701247949
924 => 0.017461697779657
925 => 0.01818581063867
926 => 0.01832846999403
927 => 0.018471410432388
928 => 0.01971560935872
929 => 0.01965345269643
930 => 0.020215318652008
1001 => 0.02019348557418
1002 => 0.020033232302024
1003 => 0.019357150107182
1004 => 0.01962662442004
1005 => 0.01879722437067
1006 => 0.019418667281379
1007 => 0.019135066689008
1008 => 0.019322781635822
1009 => 0.018985253235876
1010 => 0.019172055388612
1011 => 0.018362299819498
1012 => 0.017606161462628
1013 => 0.017910453610488
1014 => 0.018241253975239
1015 => 0.018958513452384
1016 => 0.018531319625058
1017 => 0.018684954679352
1018 => 0.018170302965666
1019 => 0.01710842947734
1020 => 0.017114439565964
1021 => 0.016951093463957
1022 => 0.016809938582901
1023 => 0.018580387975014
1024 => 0.018360204606442
1025 => 0.018009371225509
1026 => 0.018478975647452
1027 => 0.018603146510238
1028 => 0.018606681480138
1029 => 0.018949292744144
1030 => 0.01913214443716
1031 => 0.019164372840579
1101 => 0.019703479067098
1102 => 0.019884180363244
1103 => 0.020628463428265
1104 => 0.019116630748521
1105 => 0.019085495549371
1106 => 0.018485583944707
1107 => 0.018105110520802
1108 => 0.018511635285551
1109 => 0.018871760730955
1110 => 0.018496774046142
1111 => 0.018545739390777
1112 => 0.018042350403954
1113 => 0.01822228828009
1114 => 0.018377275019268
1115 => 0.018291700451593
1116 => 0.018163591181929
1117 => 0.018842234551248
1118 => 0.018803942832726
1119 => 0.01943591114018
1120 => 0.019928575628328
1121 => 0.020811518465399
1122 => 0.019890121586064
1123 => 0.01985654222156
1124 => 0.020184785895885
1125 => 0.019884130110848
1126 => 0.020074134188706
1127 => 0.020780905871005
1128 => 0.020795838842935
1129 => 0.020545692323048
1130 => 0.02053047088458
1201 => 0.020578514260027
1202 => 0.02085990581063
1203 => 0.020761578956561
1204 => 0.020875365281421
1205 => 0.021017656823018
1206 => 0.021606234969425
1207 => 0.021748139167902
1208 => 0.021403385534495
1209 => 0.021434512927548
1210 => 0.021305565604955
1211 => 0.021181004107036
1212 => 0.021461000163613
1213 => 0.021972698460345
1214 => 0.021969515211799
1215 => 0.022088219270647
1216 => 0.022162170915912
1217 => 0.021844716318522
1218 => 0.02163806504875
1219 => 0.021717308295142
1220 => 0.021844019971817
1221 => 0.021676217406174
1222 => 0.020640462237313
1223 => 0.020954644191249
1224 => 0.020902348951402
1225 => 0.02082787417054
1226 => 0.02114378655472
1227 => 0.021113316034592
1228 => 0.020200605658103
1229 => 0.020259034415125
1230 => 0.02020415890434
1231 => 0.020381472906158
]
'min_raw' => 0.016809938582901
'max_raw' => 0.037656337540911
'avg_raw' => 0.027233138061906
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0168099'
'max' => '$0.037656'
'avg' => '$0.027233'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0040991906562415
'max_diff' => -0.027364079674737
'year' => 2034
]
9 => [
'items' => [
101 => 0.019874554572855
102 => 0.020030479238032
103 => 0.020128273726328
104 => 0.020185875431227
105 => 0.020393972287182
106 => 0.02036955452298
107 => 0.020392454444675
108 => 0.020701007146522
109 => 0.022261560829964
110 => 0.022346498323786
111 => 0.021928235039777
112 => 0.02209532297186
113 => 0.021774550680375
114 => 0.021989887268637
115 => 0.022137215093369
116 => 0.021471468982914
117 => 0.02143204781891
118 => 0.021109951586072
119 => 0.021283027857136
120 => 0.021007651065249
121 => 0.021075218897707
122 => 0.020886293347697
123 => 0.021226321723013
124 => 0.021606526281683
125 => 0.021702580967937
126 => 0.021449902442547
127 => 0.021266946537838
128 => 0.020945736238592
129 => 0.021479916124877
130 => 0.021636126602464
131 => 0.021479095617739
201 => 0.021442708107384
202 => 0.021373753841011
203 => 0.021457337080963
204 => 0.021635275846655
205 => 0.021551363210768
206 => 0.021606788985122
207 => 0.021395563088094
208 => 0.021844821409203
209 => 0.022558351743026
210 => 0.022560645859723
211 => 0.022476732771515
212 => 0.022442397343753
213 => 0.022528497264526
214 => 0.022575202939542
215 => 0.022853634295298
216 => 0.023152402233218
217 => 0.024546621836829
218 => 0.024155130551195
219 => 0.025392165126014
220 => 0.026370498865859
221 => 0.02666385837709
222 => 0.026393981430389
223 => 0.025470746974194
224 => 0.025425448687251
225 => 0.02680515074434
226 => 0.026415321718855
227 => 0.026368952796699
228 => 0.025875665806492
301 => 0.026167259512486
302 => 0.026103483691564
303 => 0.026002810438217
304 => 0.026559150916662
305 => 0.027600570627452
306 => 0.027438255599153
307 => 0.027317094960106
308 => 0.026786204309131
309 => 0.027105919059737
310 => 0.026992074760779
311 => 0.027481222116481
312 => 0.027191462058904
313 => 0.026412368380579
314 => 0.026536441616779
315 => 0.026517688196728
316 => 0.026903632252493
317 => 0.026787781426672
318 => 0.026495066463647
319 => 0.027597011168097
320 => 0.027525457008329
321 => 0.027626904447322
322 => 0.027671564747334
323 => 0.028342299070489
324 => 0.028617077461581
325 => 0.028679456967032
326 => 0.028940475186446
327 => 0.028672962595951
328 => 0.029743203691177
329 => 0.030454851569203
330 => 0.031281467200596
331 => 0.032489374811396
401 => 0.032943559246826
402 => 0.032861514893813
403 => 0.033777336658663
404 => 0.035423048012523
405 => 0.033194160211117
406 => 0.03554118447816
407 => 0.034798143692912
408 => 0.033036407357823
409 => 0.03292297230735
410 => 0.034116040607652
411 => 0.036762151269154
412 => 0.036099330560386
413 => 0.036763235406384
414 => 0.035988755138145
415 => 0.035950295664995
416 => 0.036725620628428
417 => 0.038537209666253
418 => 0.037676591620782
419 => 0.036442684620397
420 => 0.037353782347762
421 => 0.036564505178204
422 => 0.034786042810421
423 => 0.036098823713882
424 => 0.035221004509585
425 => 0.035477198820835
426 => 0.037322244222514
427 => 0.037100243478399
428 => 0.037387532997999
429 => 0.036880474515581
430 => 0.036406801937219
501 => 0.03552265689432
502 => 0.035260905134941
503 => 0.035333243904391
504 => 0.035260869287439
505 => 0.034766198261649
506 => 0.034659374100728
507 => 0.034481329152452
508 => 0.034536512726814
509 => 0.034201736135168
510 => 0.034833528731977
511 => 0.034950795005282
512 => 0.03541056097011
513 => 0.035458295397793
514 => 0.036738737065478
515 => 0.036033491311865
516 => 0.036506631051378
517 => 0.036464308979712
518 => 0.033074589526256
519 => 0.033541662959194
520 => 0.034268282645129
521 => 0.033940941461525
522 => 0.03347815761395
523 => 0.033104434844133
524 => 0.032538206632745
525 => 0.033335161966824
526 => 0.034383073484386
527 => 0.035484872163196
528 => 0.036808611083076
529 => 0.036513167966178
530 => 0.035460125784862
531 => 0.035507364487868
601 => 0.035799375562107
602 => 0.035421194688964
603 => 0.035309661766506
604 => 0.035784052651266
605 => 0.035787319520569
606 => 0.035352176721332
607 => 0.034868595130273
608 => 0.034866568905749
609 => 0.034780520232464
610 => 0.036004063005965
611 => 0.036676887817263
612 => 0.036754026097566
613 => 0.036671695796392
614 => 0.036703381461742
615 => 0.03631187952873
616 => 0.037206736851302
617 => 0.038027946422711
618 => 0.03780784471499
619 => 0.037477880965815
620 => 0.037215048946389
621 => 0.037745929844135
622 => 0.037722290553442
623 => 0.038020773873512
624 => 0.038007232945991
625 => 0.037906864231977
626 => 0.037807848299473
627 => 0.038200435279598
628 => 0.038087376534076
629 => 0.037974142177094
630 => 0.037747033338855
701 => 0.03777790120185
702 => 0.037447994425568
703 => 0.037295364455353
704 => 0.035000175913825
705 => 0.03438682653808
706 => 0.034579798737567
707 => 0.034643330196159
708 => 0.034376399761806
709 => 0.034759109435866
710 => 0.034699464538554
711 => 0.034931507942898
712 => 0.034786537298017
713 => 0.034792486943851
714 => 0.035218814699445
715 => 0.035342579460623
716 => 0.035279631704184
717 => 0.035323718155071
718 => 0.036339671808031
719 => 0.036195235686949
720 => 0.036118506876343
721 => 0.036139761281255
722 => 0.036399359221878
723 => 0.036472032471731
724 => 0.036164110805447
725 => 0.036309328443341
726 => 0.036927646714628
727 => 0.037144023115795
728 => 0.037834592721757
729 => 0.037541226479248
730 => 0.038079712913966
731 => 0.039734836630734
801 => 0.041057063981539
802 => 0.039841089066383
803 => 0.042269191211497
804 => 0.044159817022035
805 => 0.044087251654424
806 => 0.043757577313394
807 => 0.041605150092985
808 => 0.039624454473883
809 => 0.04128139046404
810 => 0.041285614334631
811 => 0.041143282063613
812 => 0.040259268552416
813 => 0.041112520309634
814 => 0.041180248335566
815 => 0.04114233865138
816 => 0.040464567565024
817 => 0.039429736389194
818 => 0.039631939923916
819 => 0.03996315343863
820 => 0.039336097156899
821 => 0.039135714680206
822 => 0.039508263828704
823 => 0.040708694808863
824 => 0.040481760285687
825 => 0.040475834108172
826 => 0.041446756233533
827 => 0.040751785529884
828 => 0.039634490358034
829 => 0.039352358591829
830 => 0.038350980888532
831 => 0.039042636034984
901 => 0.039067527472375
902 => 0.038688715017208
903 => 0.039665228901016
904 => 0.039656230153665
905 => 0.040583284751431
906 => 0.042355464956552
907 => 0.041831344066206
908 => 0.041221848494924
909 => 0.041288117563002
910 => 0.042014925673813
911 => 0.041575480898601
912 => 0.041733508303685
913 => 0.042014686480409
914 => 0.042184328255688
915 => 0.041263708722178
916 => 0.041049068270594
917 => 0.040609989235215
918 => 0.040495441710683
919 => 0.040853062423314
920 => 0.040758842000462
921 => 0.039065435443447
922 => 0.038888465036214
923 => 0.038893892465948
924 => 0.038448891962476
925 => 0.037770159382323
926 => 0.039553828077949
927 => 0.039410574519263
928 => 0.039252433677418
929 => 0.039271805028205
930 => 0.040046035154835
1001 => 0.039596942581831
1002 => 0.040790928791987
1003 => 0.04054548112169
1004 => 0.040293738644808
1005 => 0.04025894016624
1006 => 0.040162040790299
1007 => 0.039829736775529
1008 => 0.039428459709319
1009 => 0.039163501832183
1010 => 0.036126260265314
1011 => 0.036689954633304
1012 => 0.037338433621317
1013 => 0.037562285969363
1014 => 0.03717937103792
1015 => 0.039844856590917
1016 => 0.040331866486707
1017 => 0.038856681745488
1018 => 0.038580734911802
1019 => 0.039862947619393
1020 => 0.039089616612587
1021 => 0.0394378475176
1022 => 0.038685162773083
1023 => 0.040214560064126
1024 => 0.040202908619209
1025 => 0.039607938529989
1026 => 0.040110803175218
1027 => 0.040023418068219
1028 => 0.039351698302836
1029 => 0.040235854778813
1030 => 0.040236293309394
1031 => 0.039663647534285
1101 => 0.038994922637238
1102 => 0.038875370420222
1103 => 0.038785303884282
1104 => 0.039415696670938
1105 => 0.039980904872266
1106 => 0.041032617207942
1107 => 0.0412970426772
1108 => 0.042329112887513
1109 => 0.041714565327858
1110 => 0.04198698630133
1111 => 0.042282737804333
1112 => 0.042424531950774
1113 => 0.042193485998242
1114 => 0.043796715851905
1115 => 0.043932077573248
1116 => 0.043977463187539
1117 => 0.043436863101355
1118 => 0.043917042506912
1119 => 0.043692382464923
1120 => 0.044276885481823
1121 => 0.044368543018182
1122 => 0.044290912345697
1123 => 0.044320005894453
1124 => 0.042951932043479
1125 => 0.042880990197141
1126 => 0.041913693088525
1127 => 0.042307873810186
1128 => 0.041570971844615
1129 => 0.041804651048829
1130 => 0.041907654615469
1201 => 0.041853851397657
1202 => 0.042330160196764
1203 => 0.041925200414064
1204 => 0.040856444965968
1205 => 0.039787398336164
1206 => 0.039773977326553
1207 => 0.039492516219166
1208 => 0.039289071390698
1209 => 0.039328262082254
1210 => 0.039466375191019
1211 => 0.039281044005741
1212 => 0.03932059381065
1213 => 0.039977384091107
1214 => 0.040109098697838
1215 => 0.039661480999945
1216 => 0.037864231351978
1217 => 0.037423181780307
1218 => 0.037740199466031
1219 => 0.037588685430809
1220 => 0.030337002819277
1221 => 0.032040678083127
1222 => 0.031028412092693
1223 => 0.031494910833204
1224 => 0.030461649381977
1225 => 0.030954775904375
1226 => 0.030863713441786
1227 => 0.033603172850642
1228 => 0.033560399959976
1229 => 0.033580873079246
1230 => 0.03260363775402
1231 => 0.034160400161936
]
'min_raw' => 0.019874554572855
'max_raw' => 0.044368543018182
'avg_raw' => 0.032121548795518
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.019874'
'max' => '$0.044368'
'avg' => '$0.032121'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.003064615989954
'max_diff' => 0.0067122054772712
'year' => 2035
]
10 => [
'items' => [
101 => 0.034927317303441
102 => 0.034785381351387
103 => 0.034821103572629
104 => 0.034207277458312
105 => 0.03358681625779
106 => 0.032898629298118
107 => 0.034177195606711
108 => 0.03403504085905
109 => 0.03436109270452
110 => 0.03519033434945
111 => 0.035312443331648
112 => 0.03547655904203
113 => 0.03541773524241
114 => 0.036819156799195
115 => 0.036649435401791
116 => 0.037058415137356
117 => 0.036217112791932
118 => 0.035265099330933
119 => 0.035446045966204
120 => 0.035428619350147
121 => 0.035206758526396
122 => 0.035006472494781
123 => 0.034673052682381
124 => 0.035728042305661
125 => 0.035685211653593
126 => 0.036378590125385
127 => 0.036256028745377
128 => 0.035437533853823
129 => 0.035466766559
130 => 0.035663370550069
131 => 0.036343819207946
201 => 0.036545822698081
202 => 0.036452246633003
203 => 0.036673734238126
204 => 0.036848789010439
205 => 0.036695718422338
206 => 0.038862875152543
207 => 0.037962920584522
208 => 0.038401552179131
209 => 0.038506163229878
210 => 0.038238204223123
211 => 0.038296314936796
212 => 0.038384336833788
213 => 0.03891878855587
214 => 0.040321344519466
215 => 0.040942527008222
216 => 0.042811385174246
217 => 0.040890946449808
218 => 0.040776995563465
219 => 0.041113633353276
220 => 0.04221085093546
221 => 0.043100042729413
222 => 0.043395038946173
223 => 0.043434027566074
224 => 0.043987460079693
225 => 0.044304677275593
226 => 0.043920258815819
227 => 0.043594504421451
228 => 0.042427692614948
229 => 0.042562754258674
301 => 0.043493195049757
302 => 0.044807497469851
303 => 0.045935305676152
304 => 0.045540386550389
305 => 0.048553340710502
306 => 0.048852062808663
307 => 0.048810789073539
308 => 0.049491322468958
309 => 0.048140602267266
310 => 0.047563143212072
311 => 0.043664936218983
312 => 0.044760173378244
313 => 0.046352164910253
314 => 0.04614145886133
315 => 0.044985312056729
316 => 0.045934428635126
317 => 0.045620621012689
318 => 0.045373107920982
319 => 0.046507013376864
320 => 0.045260237749853
321 => 0.04633972736964
322 => 0.044955270766373
323 => 0.04554219050769
324 => 0.045209026476405
325 => 0.045424624435695
326 => 0.044164243171077
327 => 0.044844314307439
328 => 0.044135949975938
329 => 0.044135614119013
330 => 0.044119976937134
331 => 0.044953364431777
401 => 0.044980541168057
402 => 0.044364666550338
403 => 0.044275909396155
404 => 0.044604091114677
405 => 0.044219876273216
406 => 0.044399647979316
407 => 0.044225321375057
408 => 0.044186076784558
409 => 0.043873369210547
410 => 0.04373864618959
411 => 0.043791474557492
412 => 0.043611144102952
413 => 0.043502488481254
414 => 0.044098362599156
415 => 0.043780011095454
416 => 0.04404957066541
417 => 0.043742373514315
418 => 0.042677494349192
419 => 0.042065071080437
420 => 0.040053613051871
421 => 0.040624060053567
422 => 0.041002267005861
423 => 0.040877269610384
424 => 0.041145812383439
425 => 0.041162298728691
426 => 0.041074992735701
427 => 0.040973903580409
428 => 0.040924698970194
429 => 0.041291429822157
430 => 0.041504329425314
501 => 0.04104022513328
502 => 0.040931491991165
503 => 0.041400727054312
504 => 0.041686960171764
505 => 0.043800344690529
506 => 0.043643778339237
507 => 0.044036729156385
508 => 0.043992488924696
509 => 0.044404363983042
510 => 0.045077605632051
511 => 0.043708717118291
512 => 0.043946308831676
513 => 0.043888056830348
514 => 0.044524036906354
515 => 0.044526022366732
516 => 0.044144720541605
517 => 0.044351430446922
518 => 0.044236050648564
519 => 0.044444557538712
520 => 0.043641687300161
521 => 0.044619496586229
522 => 0.045173851442792
523 => 0.045181548660513
524 => 0.045444308462891
525 => 0.045711287640129
526 => 0.046223730921851
527 => 0.045696995875131
528 => 0.044749450802704
529 => 0.044817860496381
530 => 0.044262315167111
531 => 0.044271653984463
601 => 0.044221802645539
602 => 0.044371410266284
603 => 0.043674517759748
604 => 0.043838077038103
605 => 0.043609093090604
606 => 0.043945811065294
607 => 0.043583558186003
608 => 0.043888028739469
609 => 0.044019428136986
610 => 0.044504294742651
611 => 0.043511942994113
612 => 0.041488470602538
613 => 0.041913829031478
614 => 0.041284690503892
615 => 0.041342919669919
616 => 0.041460551852398
617 => 0.04107926746213
618 => 0.041152004508141
619 => 0.041149405829015
620 => 0.041127011816225
621 => 0.041027825020415
622 => 0.04088398454298
623 => 0.041457000733315
624 => 0.041554367350007
625 => 0.04177080127774
626 => 0.042414761838137
627 => 0.042350414992518
628 => 0.042455367367448
629 => 0.042226256922258
630 => 0.041353547446367
701 => 0.04140093976964
702 => 0.040809956739018
703 => 0.041755688512936
704 => 0.041531726745822
705 => 0.041387337137607
706 => 0.041347939095245
707 => 0.041993495909316
708 => 0.042186656625949
709 => 0.042066291829877
710 => 0.04181942012153
711 => 0.042293486782624
712 => 0.042420327021866
713 => 0.042448721873744
714 => 0.043288677103937
715 => 0.042495666040373
716 => 0.042686551685225
717 => 0.044175786995648
718 => 0.04282525606952
719 => 0.043540662421523
720 => 0.043505647003388
721 => 0.043871624685042
722 => 0.043475626151404
723 => 0.043480535027828
724 => 0.043805498415662
725 => 0.043349145944906
726 => 0.043236146655447
727 => 0.043080038946377
728 => 0.043420894418046
729 => 0.043625221857745
730 => 0.045271950959749
731 => 0.046335813059614
801 => 0.046289628000123
802 => 0.046711672989069
803 => 0.04652153785606
804 => 0.045907541356458
805 => 0.046955558512382
806 => 0.046623922033347
807 => 0.04665126174174
808 => 0.046650244156429
809 => 0.046870753422822
810 => 0.046714502398205
811 => 0.046406515589845
812 => 0.046610971606377
813 => 0.047218132881112
814 => 0.049102780107874
815 => 0.050157453664225
816 => 0.049039287435495
817 => 0.049810583527231
818 => 0.049348080713087
819 => 0.04926403019349
820 => 0.049748461137434
821 => 0.050233740013616
822 => 0.050202829847122
823 => 0.049850542302359
824 => 0.049651544007288
825 => 0.051158425766885
826 => 0.052268670578294
827 => 0.052192959325332
828 => 0.05252712417329
829 => 0.053508242502224
830 => 0.053597943666447
831 => 0.053586643381512
901 => 0.053364309686638
902 => 0.054330348095788
903 => 0.05513623433253
904 => 0.053312845860113
905 => 0.054007168320501
906 => 0.054318872042642
907 => 0.054776545585072
908 => 0.055548717566144
909 => 0.05638750114609
910 => 0.056506114341088
911 => 0.056421952603073
912 => 0.055868752284386
913 => 0.056786559286332
914 => 0.05732418910285
915 => 0.057644335355146
916 => 0.058456172983714
917 => 0.054320797018714
918 => 0.051393572369165
919 => 0.050936443970502
920 => 0.05186603254487
921 => 0.052111157638601
922 => 0.052012348020679
923 => 0.048717490545991
924 => 0.050919097227784
925 => 0.053287840901047
926 => 0.053378833992549
927 => 0.054564676603478
928 => 0.054950835566928
929 => 0.05590559430067
930 => 0.055845873881922
1001 => 0.056078342440059
1002 => 0.056024901944337
1003 => 0.057793391450424
1004 => 0.059744297998871
1005 => 0.059676744308601
1006 => 0.059396278410184
1007 => 0.059812818095876
1008 => 0.061826362725725
1009 => 0.061640987802603
1010 => 0.061821063750217
1011 => 0.064195146347211
1012 => 0.067281791432615
1013 => 0.065847734896345
1014 => 0.068959224941398
1015 => 0.070917742991759
1016 => 0.074304797445312
1017 => 0.073880721546132
1018 => 0.075199276989547
1019 => 0.07312153717929
1020 => 0.068350626594443
1021 => 0.067595611732079
1022 => 0.069107170606553
1023 => 0.07282319060369
1024 => 0.068990139912651
1025 => 0.069765561075272
1026 => 0.069542239728272
1027 => 0.069530339882745
1028 => 0.069984508586342
1029 => 0.069325713193928
1030 => 0.066641662250205
1031 => 0.067871746980502
1101 => 0.067396752192614
1102 => 0.067923794322983
1103 => 0.070768023331875
1104 => 0.069510521889093
1105 => 0.068185846270243
1106 => 0.069847283465333
1107 => 0.071962863946444
1108 => 0.071830474721999
1109 => 0.071573584292175
1110 => 0.073021662194751
1111 => 0.075413462642792
1112 => 0.076059956692865
1113 => 0.076537185383639
1114 => 0.076602987157252
1115 => 0.077280786321041
1116 => 0.073636089389967
1117 => 0.079420317022037
1118 => 0.080419093348032
1119 => 0.080231364793783
1120 => 0.081341462645193
1121 => 0.081014843696844
1122 => 0.080541624085629
1123 => 0.082301365304699
1124 => 0.080283964000829
1125 => 0.077420516833746
1126 => 0.075849573085322
1127 => 0.077918318537665
1128 => 0.079181629196143
1129 => 0.08001659717975
1130 => 0.080269257987087
1201 => 0.073919016837604
1202 => 0.070496589058553
1203 => 0.072690326026711
1204 => 0.075366836531501
1205 => 0.073621221238972
1206 => 0.073689646053552
1207 => 0.071200857386036
1208 => 0.075587039104331
1209 => 0.07494800932157
1210 => 0.078263296964957
1211 => 0.077472076962017
1212 => 0.080175565336474
1213 => 0.079463646243718
1214 => 0.082418782594889
1215 => 0.083597666492494
1216 => 0.085577196035201
1217 => 0.08703334602495
1218 => 0.087888425150642
1219 => 0.087837089407256
1220 => 0.091225338901976
1221 => 0.089227406551361
1222 => 0.086717532642488
1223 => 0.086672136942027
1224 => 0.087972036204621
1225 => 0.09069626844907
1226 => 0.091402622234089
1227 => 0.091797377637358
1228 => 0.091192795995716
1229 => 0.089024183622225
1230 => 0.088087787794466
1231 => 0.088885624169716
]
'min_raw' => 0.032898629298118
'max_raw' => 0.091797377637358
'avg_raw' => 0.062348003467738
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.032898'
'max' => '$0.091797'
'avg' => '$0.062348'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.013024074725263
'max_diff' => 0.047428834619177
'year' => 2036
]
11 => [
'items' => [
101 => 0.087909938841647
102 => 0.089594245446846
103 => 0.091907158164262
104 => 0.091429550834364
105 => 0.093026120531322
106 => 0.094678402203642
107 => 0.097041239203674
108 => 0.097658972291083
109 => 0.098680061594285
110 => 0.099731097897643
111 => 0.10006866243206
112 => 0.10071317786838
113 => 0.10070978095389
114 => 0.10265207160214
115 => 0.1047944783349
116 => 0.10560318727969
117 => 0.10746276890575
118 => 0.10427830053863
119 => 0.10669375637563
120 => 0.10887255800338
121 => 0.10627490088132
122 => 0.10985516604759
123 => 0.10999417963094
124 => 0.11209311969502
125 => 0.10996544183182
126 => 0.10870203350844
127 => 0.11234944599874
128 => 0.11411431401038
129 => 0.1135827214023
130 => 0.10953727540686
131 => 0.10718265232018
201 => 0.10102014952945
202 => 0.10831990028538
203 => 0.11187539594194
204 => 0.10952806753206
205 => 0.11071192344606
206 => 0.11717065744631
207 => 0.11962972518154
208 => 0.1191182562828
209 => 0.11920468610719
210 => 0.12053155442189
211 => 0.12641561924898
212 => 0.12288975121303
213 => 0.12558514521476
214 => 0.12701477247431
215 => 0.12834268994697
216 => 0.12508174432674
217 => 0.12083930198762
218 => 0.11949554241321
219 => 0.10929467198248
220 => 0.10876367237643
221 => 0.10846560620661
222 => 0.10658634116824
223 => 0.1051097536221
224 => 0.10393551638322
225 => 0.10085396721149
226 => 0.10189389959712
227 => 0.096982553386678
228 => 0.1001246586447
301 => 0.092286031504228
302 => 0.098814273112874
303 => 0.095261248008011
304 => 0.097647008807623
305 => 0.097638685112945
306 => 0.09324574307471
307 => 0.090711985785416
308 => 0.092326594545463
309 => 0.094057583304036
310 => 0.094338430406369
311 => 0.096582702515288
312 => 0.097209030620419
313 => 0.095311227221407
314 => 0.092123593379755
315 => 0.092864008018984
316 => 0.090696981306385
317 => 0.086899350346034
318 => 0.089626875202033
319 => 0.090558172108674
320 => 0.090969485877461
321 => 0.087234951988818
322 => 0.086061480360332
323 => 0.085436733911706
324 => 0.091641511950999
325 => 0.091981423698486
326 => 0.090242387139665
327 => 0.09810299728775
328 => 0.096323899118007
329 => 0.098311587663244
330 => 0.092796823151133
331 => 0.093007494582111
401 => 0.090396716684055
402 => 0.091858577854724
403 => 0.09082538149728
404 => 0.091740473918528
405 => 0.092288976542756
406 => 0.094899326037848
407 => 0.098844079111046
408 => 0.094509426870766
409 => 0.092620756816312
410 => 0.093792477095811
411 => 0.096912922607611
412 => 0.10164055729066
413 => 0.098841702405778
414 => 0.10008378667605
415 => 0.10035512683262
416 => 0.098291354859751
417 => 0.10171665150703
418 => 0.10355229580736
419 => 0.10543528702644
420 => 0.10707023554175
421 => 0.10468317892568
422 => 0.107237671676
423 => 0.10517920144791
424 => 0.10333254085258
425 => 0.10333534147443
426 => 0.10217690430757
427 => 0.099932286324302
428 => 0.099518344329569
429 => 0.10167172286128
430 => 0.10339852851801
501 => 0.10354075650274
502 => 0.10449680484078
503 => 0.10506258439916
504 => 0.11060799321122
505 => 0.11283840250946
506 => 0.11556570477986
507 => 0.11662814271652
508 => 0.11982570000077
509 => 0.11724341280083
510 => 0.11668471872178
511 => 0.1089284906632
512 => 0.11019857257328
513 => 0.11223209625599
514 => 0.10896202271974
515 => 0.11103613171132
516 => 0.11144560476189
517 => 0.10885090687228
518 => 0.1102368471254
519 => 0.10655620071576
520 => 0.09892430714473
521 => 0.10172514798627
522 => 0.10378750959847
523 => 0.1008442652905
524 => 0.10611991679325
525 => 0.1030379900969
526 => 0.10206116729272
527 => 0.098250233271172
528 => 0.10004884743304
529 => 0.10248149884064
530 => 0.10097840309683
531 => 0.10409755245621
601 => 0.10851509979585
602 => 0.11166330709956
603 => 0.1119049873649
604 => 0.10988090098212
605 => 0.11312451232807
606 => 0.11314813849559
607 => 0.10948933164682
608 => 0.10724833282426
609 => 0.10673917317667
610 => 0.10801115380297
611 => 0.10955557310388
612 => 0.11199069188749
613 => 0.11346218316841
614 => 0.11729905201038
615 => 0.11833719870737
616 => 0.11947780718094
617 => 0.12100201185227
618 => 0.12283221035825
619 => 0.11882784022042
620 => 0.11898694131108
621 => 0.11525812728301
622 => 0.11127335472799
623 => 0.11429730038834
624 => 0.1182507070806
625 => 0.11734379121727
626 => 0.11724174465604
627 => 0.11741335866668
628 => 0.11672957372283
629 => 0.11363683976405
630 => 0.11208368813149
701 => 0.11408764998873
702 => 0.11515266652978
703 => 0.11680441430573
704 => 0.11660080152818
705 => 0.12085552641428
706 => 0.12250878384882
707 => 0.12208580985019
708 => 0.12216364724537
709 => 0.12515679086073
710 => 0.12848578214795
711 => 0.13160382178751
712 => 0.1347756256318
713 => 0.1309518922999
714 => 0.12901043632905
715 => 0.13101352331923
716 => 0.12995065716675
717 => 0.1360582013455
718 => 0.13648107445308
719 => 0.14258817698687
720 => 0.14838454451167
721 => 0.14474394992205
722 => 0.14817686664408
723 => 0.15188984596877
724 => 0.15905278549526
725 => 0.15664055945799
726 => 0.15479283211784
727 => 0.15304673870955
728 => 0.15668008190767
729 => 0.16135431988799
730 => 0.16236110597965
731 => 0.16399248407004
801 => 0.16227728948342
802 => 0.16434305244051
803 => 0.17163610342129
804 => 0.16966545666874
805 => 0.16686682148285
806 => 0.17262398480012
807 => 0.17470747982423
808 => 0.18933053903826
809 => 0.20779275534443
810 => 0.20014927656423
811 => 0.19540472263184
812 => 0.19651980534827
813 => 0.20326158175782
814 => 0.20542682636728
815 => 0.1995409451142
816 => 0.20161993787735
817 => 0.21307539240436
818 => 0.21922087622312
819 => 0.21087448374865
820 => 0.18784711793432
821 => 0.16661483500489
822 => 0.17224659253994
823 => 0.17160812600925
824 => 0.18391558280147
825 => 0.16961845739543
826 => 0.16985918432025
827 => 0.18242114628511
828 => 0.17906983019943
829 => 0.17364112734477
830 => 0.16665447054349
831 => 0.1537389892588
901 => 0.1422993873101
902 => 0.16473508111448
903 => 0.16376761320098
904 => 0.16236657629151
905 => 0.1654844323255
906 => 0.18062385620772
907 => 0.1802748434857
908 => 0.17805460261608
909 => 0.17973863574738
910 => 0.17334590819467
911 => 0.17499345964471
912 => 0.1666114717028
913 => 0.17040048031528
914 => 0.1736294797866
915 => 0.17427774923662
916 => 0.17573833340898
917 => 0.16325780157264
918 => 0.16886119395799
919 => 0.17215266201752
920 => 0.15728168957993
921 => 0.17185871070626
922 => 0.16304054328005
923 => 0.16004752481116
924 => 0.16407722987932
925 => 0.16250684989524
926 => 0.16115672940074
927 => 0.16040333896679
928 => 0.16336230962652
929 => 0.16322427010851
930 => 0.15838281979773
1001 => 0.15206734523008
1002 => 0.15418702579337
1003 => 0.15341692597261
1004 => 0.15062598487734
1005 => 0.15250674219604
1006 => 0.14422483879399
1007 => 0.12997625444664
1008 => 0.13938930571244
1009 => 0.13902691347814
1010 => 0.13884417888042
1011 => 0.14591782674905
1012 => 0.1452378587233
1013 => 0.14400371009831
1014 => 0.15060331877002
1015 => 0.14819437282758
1016 => 0.15561817660312
1017 => 0.16050797391122
1018 => 0.15926776314551
1019 => 0.16386664114822
1020 => 0.15423585895239
1021 => 0.15743481847793
1022 => 0.15809411960258
1023 => 0.15052188062344
1024 => 0.14534910990162
1025 => 0.14500414506838
1026 => 0.13603527348846
1027 => 0.14082637229225
1028 => 0.14504234097044
1029 => 0.14302321914597
1030 => 0.1423840254959
1031 => 0.14564952722996
1101 => 0.14590328468183
1102 => 0.14011758788723
1103 => 0.14132061746002
1104 => 0.14633745076556
1105 => 0.14119420613259
1106 => 0.13120172195497
1107 => 0.12872344772202
1108 => 0.12839280025569
1109 => 0.12167152398151
1110 => 0.12888905785659
1111 => 0.12573841090224
1112 => 0.1356912668805
1113 => 0.13000624892395
1114 => 0.12976117916235
1115 => 0.12939072027376
1116 => 0.12360544013216
1117 => 0.12487204880944
1118 => 0.12908244896266
1119 => 0.13058476717088
1120 => 0.13042806307363
1121 => 0.12906181570493
1122 => 0.129687276754
1123 => 0.12767244878986
1124 => 0.12696097110071
1125 => 0.12471535180638
1126 => 0.12141491181188
1127 => 0.12187385823589
1128 => 0.11533482299968
1129 => 0.11177200955013
1130 => 0.11078586974442
1201 => 0.1094671623826
1202 => 0.11093482124988
1203 => 0.11531629873444
1204 => 0.11003130730576
1205 => 0.10097056020032
1206 => 0.10151512654012
1207 => 0.10273860542245
1208 => 0.10045866061935
1209 => 0.098300884204484
1210 => 0.10017689573128
1211 => 0.096337737736988
1212 => 0.10320254932427
1213 => 0.10301687540924
1214 => 0.10557565265188
1215 => 0.1071757085731
1216 => 0.10348809769895
1217 => 0.10256067353646
1218 => 0.10308897648849
1219 => 0.094357305500787
1220 => 0.10486208884759
1221 => 0.1049529346502
1222 => 0.10417505773422
1223 => 0.10976853056759
1224 => 0.12157250289394
1225 => 0.11713137369108
1226 => 0.11541163422989
1227 => 0.11214240825705
1228 => 0.11649845775843
1229 => 0.11616398112168
1230 => 0.11465135092381
1231 => 0.11373650746044
]
'min_raw' => 0.085436733911706
'max_raw' => 0.21922087622312
'avg_raw' => 0.15232880506741
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.085436'
'max' => '$0.21922'
'avg' => '$0.152328'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.052538104613588
'max_diff' => 0.12742349858576
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0026817614511194
]
1 => [
'year' => 2028
'avg' => 0.0046026811710327
]
2 => [
'year' => 2029
'avg' => 0.012573695406691
]
3 => [
'year' => 2030
'avg' => 0.0097005872809535
]
4 => [
'year' => 2031
'avg' => 0.0095271788904433
]
5 => [
'year' => 2032
'avg' => 0.01670414290849
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0026817614511194
'min' => '$0.002681'
'max_raw' => 0.01670414290849
'max' => '$0.0167041'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.01670414290849
]
1 => [
'year' => 2033
'avg' => 0.042964773227395
]
2 => [
'year' => 2034
'avg' => 0.027233138061906
]
3 => [
'year' => 2035
'avg' => 0.032121548795518
]
4 => [
'year' => 2036
'avg' => 0.062348003467738
]
5 => [
'year' => 2037
'avg' => 0.15232880506741
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.01670414290849
'min' => '$0.0167041'
'max_raw' => 0.15232880506741
'max' => '$0.152328'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.15232880506741
]
]
]
]
'prediction_2025_max_price' => '$0.004585'
'last_price' => 0.00444605
'sma_50day_nextmonth' => '$0.004145'
'sma_200day_nextmonth' => '$0.003341'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentare'
'sma_200day_date_nextmonth' => '4 feb 2026'
'sma_50day_date_nextmonth' => '4 feb 2026'
'daily_sma3' => '$0.004419'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.004411'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.004049'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.004237'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004125'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.003818'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.002988'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.004395'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.004311'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0042059'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004156'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004054'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0038075'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.003781'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.003672'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.0037093'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.007685'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.02480063'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.004432'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0044068'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00423'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.00390082'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.004745'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.010267'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.026495'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.06'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 99.33
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002355'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004713'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 42.17
'cci_20_action' => 'NEUTRAL'
'adx_14' => 6.4
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000312'
'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' => 50.31
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.0000024'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 6
'buy_signals' => 29
'sell_pct' => 17.14
'buy_pct' => 82.86
'overall_action' => 'bullish'
'overall_action_label' => 'Rialzista'
'overall_action_dir' => 1
'last_updated' => 1767709724
'last_updated_date' => '6 gennaio 2026'
]
Previsione del prezzo di Velas per l'anno 2026
La previsione del prezzo di Velas per 2026 suggerisce che il prezzo medio potrebbe variare tra $0.001536 come limite inferiore e $0.004585 come limite superiore. Nel mercato delle criptovalute, rispetto al prezzo medio di oggi, Velas potrebbe potenzialmente guadagnare 3.13% entro il 2026 se VLX raggiunge l'obiettivo di prezzo previsto.
Previsione del prezzo di Velas 2027-2032
La previsione del prezzo di VLX per gli anni 2027-2032 è attualmente compresa in un intervallo di prezzo tra $0.002681 come limite inferiore e $0.0167041 come limite superiore. Considerando la volatilità dei prezzi sul mercato, se Velas raggiunge l'obiettivo di prezzo massimo, potrebbe guadagnare 275.71% entro il 2032 rispetto al prezzo di oggi.
| Previsione del Prezzo di Velas | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2027 | $0.001478 | $0.002681 | $0.003884 |
| 2028 | $0.002668 | $0.0046026 | $0.006536 |
| 2029 | $0.005862 | $0.012573 | $0.019284 |
| 2030 | $0.004985 | $0.00970058 | $0.014415 |
| 2031 | $0.005894 | $0.009527 | $0.013159 |
| 2032 | $0.008997 | $0.0167041 | $0.02441 |
Previsione del prezzo di Velas 2032-2037
La previsione del prezzo di Velas per gli anni 2032-2037 è attualmente stimata tra $0.0167041 come limite inferiore e $0.152328 come limite superiore. Rispetto al prezzo attuale, Velas potrebbe potenzialmente guadagnare 3326.16% entro il 2037 se raggiunge l'obiettivo di prezzo massimo. Si prega di notare che queste informazioni sono solo a scopo generale e non devono essere considerate come consigli di investimento a lungo termine.
| Previsione del Prezzo di Velas | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2032 | $0.008997 | $0.0167041 | $0.02441 |
| 2033 | $0.0209091 | $0.042964 | $0.06502 |
| 2034 | $0.0168099 | $0.027233 | $0.037656 |
| 2035 | $0.019874 | $0.032121 | $0.044368 |
| 2036 | $0.032898 | $0.062348 | $0.091797 |
| 2037 | $0.085436 | $0.152328 | $0.21922 |
Velas Istogramma dei prezzi potenziali
Previsione del prezzo di Velas basata sull'analisi tecnica
Indicatore del Sentimento di Mercato
Rialzista 82.86%
Ribassista 17.14%
Al 6 gennaio 2026, il sentimento generale della previsione di prezzo per Velas è Rialzista, con 29 indicatori tecnici che mostrano segnali rialzisti e 6 indicando segnali ribassisti. La previsione del prezzo di VLX è stata aggiornata l'ultima volta il 6 gennaio 2026.
Medi Mobile Semplici a 50 e 200 giorni e Indice di Forza Relativa a 14 giorni - RSI (14) di Velas
Secondo i nostri indicatori tecnici, il SMA a 200 giorni di Velas è previsto aumentare nel corso del prossimo mese, raggiungendo $0.003341 entro il 4 feb 2026. Il SMA a 50 giorni a breve termine per Velas dovrebbe raggiungere $0.004145 entro il 4 feb 2026.
L'oscillatore di momentum dell'Indice di Forza Relativa (RSI) è uno strumento comunemente utilizzato per identificare se una criptovaluta è ipervenduta (sotto 30) o ipercomprata (sopra 70). Al momento, l'RSI è a 52.06, suggerendo che il mercato di VLX è in uno stato NEUTRAL.
Medie Mobili e Oscillatori Popolari di VLX per Sabato, 19 Ottobre 2024
Le medie mobili (MA) sono indicatori ampiamente utilizzati nei mercati finanziari, progettati per smussare i movimenti dei prezzi su un periodo stabilito. In quanto indicatori ritardati, si basano su dati storici dei prezzi. La tabella seguente evidenzia due tipi: la media mobile semplice (SMA) e la media mobile esponenziale (EMA).
Media Mobile Semplice Giornaliera (SMA)
| Periodo | Valore | Azione |
|---|---|---|
| SMA 3 | $0.004419 | BUY |
| SMA 5 | $0.004411 | BUY |
| SMA 10 | $0.004049 | BUY |
| SMA 21 | $0.004237 | BUY |
| SMA 50 | $0.004125 | BUY |
| SMA 100 | $0.003818 | BUY |
| SMA 200 | $0.002988 | BUY |
Media Mobile Esponenziale Giornaliera (EMA)
| Periodo | Valore | Azione |
|---|---|---|
| EMA 3 | $0.004395 | BUY |
| EMA 5 | $0.004311 | BUY |
| EMA 10 | $0.0042059 | BUY |
| EMA 21 | $0.004156 | BUY |
| EMA 50 | $0.004054 | BUY |
| EMA 100 | $0.0038075 | BUY |
| EMA 200 | $0.003781 | BUY |
Media Mobile Semplice Settimanale (SMA)
| Periodo | Valore | Azione |
|---|---|---|
| SMA 21 | $0.003672 | BUY |
| SMA 50 | $0.0037093 | BUY |
| SMA 100 | $0.007685 | SELL |
| SMA 200 | $0.02480063 | SELL |
Media Mobile Esponenziale Settimanale (EMA)
| Periodo | Valore | Azione |
|---|---|---|
| EMA 21 | $0.00390082 | BUY |
| EMA 50 | $0.004745 | SELL |
| EMA 100 | $0.010267 | SELL |
| EMA 200 | $0.026495 | SELL |
Oscillatori di Velas
Un oscillatore è uno strumento di analisi tecnica che imposta limiti alti e bassi tra due estremi, creando un indicatore di tendenza che fluttua entro questi limiti. I trader utilizzano questo indicatore per identificare condizioni di ipercomprato o ipervenduto a breve termine.
| Periodo | Valore | Azione |
|---|---|---|
| RSI (14) | 52.06 | NEUTRAL |
| Stoch RSI (14) | 99.33 | SELL |
| Stocastico Veloce (14) | 100 | SELL |
| Indice di Canale delle Materie Prime (20) | 42.17 | NEUTRAL |
| Indice Direzionale Medio (14) | 6.4 | NEUTRAL |
| Oscillatore Awesome (5, 34) | 0.000312 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscillatore Ultimate (7, 14, 28) | 50.31 | NEUTRAL |
| VWMA (10) | 0.002355 | BUY |
| Media Mobile di Hull (9) | 0.004713 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | 0.0000024 | BUY |
Previsione del prezzo di Velas sulla base dei flussi monetari globali
Definizioni dei flussi monetari globali usate per la previsione del prezzo di Velas
M0: Il totale della moneta fisica, più i conti presso la banca centrale che possono essere scambiati con moneta fisica.
M1: La misura M0 più l'ammontare dei conti a vista, tra cui i "conti correnti".
M2: La misura M1 più la maggior parte dei conti di risparmio, dei conti del mercato monetario e dei conti di certificati di deposito (CD) al di sotto dei $100.000.
Previsione del prezzo di Velas sulla base delle società Internet e delle nicchie tecnologiche
| Confronto | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Azioni Facebook | $0.006247 | $0.008778 | $0.012335 | $0.017333 | $0.024356 | $0.034224 |
| Azioni Amazon.com | $0.009276 | $0.019356 | $0.040389 | $0.084274 | $0.175844 | $0.3669094 |
| Azioni Apple | $0.0063063 | $0.008945 | $0.012687 | $0.017996 | $0.025527 | $0.0362084 |
| Azioni Netflix | $0.007015 | $0.011068 | $0.017464 | $0.027556 | $0.04348 | $0.0686052 |
| Azioni Google | $0.005757 | $0.007456 | $0.009655 | $0.0125039 | $0.016192 | $0.020969 |
| Azioni Tesla | $0.010078 | $0.022848 | $0.051794 | $0.117414 | $0.26617 | $0.603387 |
| Azioni Kodak | $0.003334 | $0.00250019 | $0.001874 | $0.0014059 | $0.001054 | $0.00079 |
| Azioni Nokia | $0.002945 | $0.001951 | $0.001292 | $0.000856 | $0.000567 | $0.000375 |
Questo calcolo mostra quanto può valere la criptovaluta se si assume che la sua capitalizzazione si comporti come quella di alcune società di Internet o di nicchie tecnologiche. Estrapolando i dati si può ottenere un quadro potenziale del prezzo futuro per il 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Panoramica delle previsioni per Velas
Potresti avere domande come: "Dovrei investire su Velas in questo momento?", "Dovrei acquistare VLX oggi?", "Velas sarà un buon investimento, a breve e a lungo termine?".
Aggiorniamo regolarmente le previsioni su Velas con nuovi valori. Consulta le nostre previsioni simili. Effettuiamo previsioni dei prezzi futuri di una grande quantità di valute digitali come Velas con metodi di analisi tecnica.
Se cerchi delle criptovalute con un buon rendimento, dovresti esplorare il massimo delle fonti di informazione disponibili su Velas per prendere decisioni responsabili.
Il prezzo odierno di Velas è di $0.004446 USD, ma il prezzo può salire oppure scendere e potresti perdere il tuo investimento, perché le criptovalute sono beni ad alto rischio
Previsione a breve termine per Velas
basata sulla cronologia dei prezzi delle ultime 4 ore
Previsione a lungo termine per Velas
basata sulla cronologia dei prezzi dell'ultimo mese
Previsione del prezzo di Velas sulla base dello schema di crescita di Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Velas ha 1% della precedente crescita media annua di Bitcoin | $0.004561 | $0.00468 | $0.0048018 | $0.004926 |
| Se Velas ha 2% della precedente crescita media annua di Bitcoin | $0.004677 | $0.00492 | $0.005176 | $0.005445 |
| Se Velas ha 5% della precedente crescita media annua di Bitcoin | $0.005023 | $0.005676 | $0.006414 | $0.007248 |
| Se Velas ha 10% della precedente crescita media annua di Bitcoin | $0.0056017 | $0.007057 | $0.008892 | $0.0112037 |
| Se Velas ha 20% della precedente crescita media annua di Bitcoin | $0.006757 | $0.01027 | $0.0156094 | $0.023724 |
| Se Velas ha 50% della precedente crescita media annua di Bitcoin | $0.010224 | $0.023512 | $0.054071 | $0.124345 |
| Se Velas ha 100% della precedente crescita media annua di Bitcoin | $0.0160027 | $0.057599 | $0.207317 | $0.7462026 |
Area domande
È VLX un buon investimento?
La decisione di procurarsi Velas dipende interamente dalla tua tolleranza individuale al rischio. Come puoi notare, il valore di Velas ha subito un aumento del 0.3885% nelle precedenti 24 ore, e Velas ha registrato una declino di nel corso degli ultimi 30 giorni. Di conseguenza, la decisione di investire o meno in Velas dipenderà da quanto tale investimento si allinea con le tue aspirazioni di trading.
Può Velas salire?
Sembra che il valore medio di Velas possa potenzialmente salire fino a $0.004585 entro la fine di quest'anno. Guardando le prospettive di Velas su una linea temporale più estesa di cinque anni, la valuta digitale potrebbe potenzialmente crescere fino a $0.014415. Tuttavia, data l' imprevedibilità del mercato, è fondamentale condurre ricerche approfondite prima di investire fondi in un particolare progetto, rete o asset.
Quale sarà il prezzo di Velas la prossima settimana?
Basato sul nostro nuovo pronostico sperimentale di Velas, il prezzo di Velas aumenterà del 0.86% nella prossima settimana e raggiungerà $0.004484 entro 13 gennaio 2026.
Quale sarà il prezzo di Velas il prossimo mese?
Basato sul nostro nuovo pronostico sperimentale di Velas, il prezzo di Velas diminuirà del -11.62% nel prossimo mese e raggiungerà $0.003929 entro 5 febbraio 2026.
Quanto può salire il prezzo di Velas quest'anno in 2026?
Secondo la nostra previsione più recente sul valore di Velas in 2026, VLX dovrebbe fluttuare all'interno dell'intervallo di $0.001536 e $0.004585. Tuttavia, è fondamentale tenere a mente che il mercato delle criptovalute è eccezionalmente instabile, e questa previsione del prezzo di Velas non considera fluttuazioni di prezzo improvvise ed estreme.
Dove sarà Velas tra 5 anni?
Il futuro di Velas sembra seguire una tendenza al rialzo, con un prezzo massimo di $0.014415 prevista dopo un periodo di cinque anni. Basato sulla previsione di Velas per 2030, il valore di Velas potrebbe potenzialmente raggiungere il suo picco più alto di circa $0.014415, mentre il suo picco più basso è previsto intorno a $0.004985.
Quanto varrà Velas in 2026?
Basato sulla nostra nuova simulazione sperimentale di previsione dei prezzi di Velas, si prevede che il valore di VLX in 2026 aumenti del 3.13% fino a $0.004585 se si verifica il migliore scenario. Il prezzo sarà compreso tra $0.004585 e $0.001536 durante 2026.
Quanto varrà Velas in 2027?
Secondo la nostra ultima simulazione sperimentale per la previsione dei prezzi di Velas, il valore di VLX potrebbe diminuire del -12.62% fino a $0.003884 in 2027, assumendo le condizioni più favorevoli. Il prezzo è previsto oscillare tra $0.003884 e $0.001478 durante l'anno.
Quanto varrà Velas in 2028?
Il nostro nuovo modello sperimentale di previsione dei prezzi di Velas suggerisce che il valore di VLX in 2028 potrebbe aumentare del 47.02%, raggiungendo $0.006536 nello scenario migliore. Il prezzo è previsto oscillare tra $0.006536 e $0.002668 durante l'anno.
Quanto varrà Velas in 2029?
Basato sul nostro modello di previsione sperimentale, il valore di Velas potrebbe subire una 333.75% crescita in 2029, raggiungendo potenzialmente $0.019284 in condizioni ottimali. Il range di prezzo previsto per 2029 è compreso tra $0.019284 e $0.005862.
Quanto varrà Velas in 2030?
Utilizzando la nostra nuova simulazione sperimentale per le previsioni dei prezzi di Velas, si prevede che il valore di VLX in 2030 aumenti del 224.23%, raggiungendo $0.014415 nello scenario migliore. Il prezzo è previsto oscillare tra $0.014415 e $0.004985 nel corso di 2030.
Quanto varrà Velas in 2031?
La nostra simulazione sperimentale indica che il prezzo di Velas potrebbe aumentare del 195.98% in 2031, raggiungendo potenzialmente $0.013159 in condizioni ideali. Il prezzo probabilmente oscillera' tra $0.013159 e $0.005894 durante l'anno.
Quanto varrà Velas in 2032?
Basato sui risultati della nostra ultima previsione sperimentale dei prezzi di Velas, VLX potrebbe subire una 449.04% aumento in valore, raggiungendo $0.02441 se si verifica lo scenario più positivo in 2032. Il prezzo è previsto rimanere entro un intervallo di $0.02441 e $0.008997 durante l'anno.
Quanto varrà Velas in 2033?
Secondo la nostra previsione sperimentale dei prezzi di Velas, si prevede che il valore di VLX sarà aumentare del 1362.43% in 2033, con il prezzo potenziale più alto di $0.06502. Durante l'anno, il prezzo di VLX potrebbe oscillare tra $0.06502 e $0.0209091.
Quanto varrà Velas in 2034?
I risultati della nostra nuova simulazione di previsione dei prezzi di Velas suggeriscono che VLX potrebbe aumentare del 746.96% in 2034, raggiungendo potenzialmente $0.037656 nelle migliori circostanze. L'intervallo di prezzo previsto per l'anno è compreso tra $0.037656 e $0.0168099.
Quanto varrà Velas in 2035?
Basato sulla nostra previsione sperimentale per il prezzo di Velas, VLX potrebbe aumentare del 897.93%, con il valore potenzialmente raggiungendo $0.044368 in 2035. L'intervallo di prezzo atteso per l'anno si trova tra $0.044368 e $0.019874.
Quanto varrà Velas in 2036?
La nostra recente simulazione di previsione dei prezzi di Velas suggerisce che il valore di VLX potrebbe aumentare del 1964.7% in 2036, potenzialmente raggiungendo $0.091797 se le condizioni sono ottimali. L' intervallo di prezzo previsto per 2036 è compreso tra $0.091797 e $0.032898.
Quanto varrà Velas in 2037?
Secondo la simulazione sperimentale, il valore di Velas potrebbe aumentare del 4830.69% in 2037, con un picco di $0.21922 in condizioni favorevoli. Il prezzo è previsto diminuire tra $0.21922 e $0.085436 nel corso dell' anno.
Previsioni correlate
Previsione del prezzo di Santos FC Fan Token- Previsione del prezzo di Red Pulse Phoenix
- Previsione del prezzo di BarnBridge
- Previsione del prezzo di AdEx
- Previsione del prezzo di AIT Protocol
- Previsione del prezzo di iMe Lab
- Previsione del prezzo di The Big Five
- Previsione del prezzo di Metahero
- Previsione del prezzo di Catcoin
- Previsione del prezzo di Aurory
- Previsione del prezzo di Taraxa
- Previsione del prezzo di NFT Worlds
- Previsione del prezzo di WiFi Map
- Previsione del prezzo di Celo Dollar
- Previsione del prezzo di Morpheus Network
- Previsione del prezzo di Virtua
- Previsione del prezzo di nuco.cloud
- Previsione del prezzo di Tokemak
- Previsione del prezzo di PIVX
- Previsione del prezzo di Blocksquare
- Previsione del prezzo di ZB Token
- Previsione del prezzo di Raini Studios Token
- Previsione del prezzo di FEG BSC
- Previsione del prezzo di ETH 2x Flexible Leverage Index
- Previsione del prezzo di PIXL
Previsione del prezzo di Santos FC Fan Token
Previsione del prezzo di Red Pulse Phoenix
Previsione del prezzo di BarnBridge
Previsione del prezzo di AdEx
Previsione del prezzo di AIT Protocol
Previsione del prezzo di iMe Lab
Previsione del prezzo di The Big Five
Previsione del prezzo di Metahero
Previsione del prezzo di Catcoin
Previsione del prezzo di Aurory
Previsione del prezzo di Taraxa
Previsione del prezzo di NFT Worlds
Previsione del prezzo di WiFi Map
Previsione del prezzo di Celo Dollar
Previsione del prezzo di Morpheus Network
Previsione del prezzo di Virtua
Previsione del prezzo di nuco.cloud
Previsione del prezzo di Tokemak
Previsione del prezzo di PIVX
Previsione del prezzo di Blocksquare
Previsione del prezzo di ZB Token
Previsione del prezzo di Raini Studios Token
Previsione del prezzo di FEG BSC
Previsione del prezzo di ETH 2x Flexible Leverage Index
Previsione del prezzo di PIXLCome leggere e prevedere i movimenti di prezzo di Velas?
I trader di Velas utilizzano indicatori e modelli grafici per prevedere la direzione del mercato. Identificano anche livelli chiave di supporto e resistenza per valutare quando un trend ribassista potrebbe rallentare o un trend rialzista potrebbe fermarsi.
Indicatori di previsione del prezzo di Velas
Le medie mobili sono strumenti popolari per la previsione del prezzo di Velas. Una media mobile semplice (SMA) calcola il prezzo di chiusura medio di VLX su un periodo specifico, come una SMA a 12 giorni. Una media mobile esponenziale (EMA) dà più peso ai prezzi recenti, reagendo più rapidamente ai cambiamenti di prezzo.
Le medie mobili comunemente utilizzate nel mercato delle criptovalute includono quelle a 50 giorni, 100 giorni e 200 giorni, che aiutano a identificare livelli chiave di resistenza e supporto. Un movimento del prezzo di VLX al di sopra di queste medie è considerato rialzista, mentre una caduta al di sotto indica debolezza.
I trader utilizzano anche RSI e livelli di ritracciamento di Fibonacci per valutare la direzione futura di VLX.
Come leggere i grafici di Velas e prevedere i movimenti di prezzo?
La maggior parte dei trader preferisce i grafici a candele rispetto ai semplici grafici a linee perché forniscono informazioni più dettagliate. Le candele possono rappresentare l'azione del prezzo di Velas in diversi intervalli di tempo, come 5 minuti per le tendenze a breve termine e settimanale per le tendenze a lungo termine. Le opzioni popolari includono grafici a 1 ora, 4 ore e 1 giorno.
Ad esempio, un grafico a candele di 1 ora mostra i prezzi di apertura, chiusura, massimo e minimo di VLX all'interno di ogni ora. Il colore della candela è cruciale: il verde indica che il prezzo ha chiuso più alto di quanto ha aperto, mentre il rosso significa il contrario. Alcuni grafici utilizzano candele vuote e piene per trasmettere la stessa informazione.
Cosa influisce sul prezzo di Velas?
L'azione del prezzo di Velas è guidata dall'offerta e dalla domanda, influenzata da fattori come dimezzamenti delle ricompense dei blocchi, hard fork e aggiornamenti del protocollo. Eventi del mondo reale, come regolamentazioni, adozione da parte di aziende e governi e hack degli exchange di criptovalute, influenzano anche il prezzo di VLX. La capitalizzazione di mercato di Velas può cambiare rapidamente.
I trader spesso monitorano l'attività delle "balene" di VLX, grandi detentori di Velas, poiché le loro azioni possono influenzare significativamente i movimenti di prezzo nel relativamente piccolo mercato di Velas.
Modelli di previsione del prezzo rialzisti e ribassisti
I trader spesso identificano modelli di candele per ottenere un vantaggio nelle previsioni dei prezzi delle criptovalute. Alcune formazioni indicano tendenze rialziste, mentre altre suggeriscono movimenti ribassisti.
Modelli di candele rialzisti comunemente seguiti:
- Martello
- Ingolgimento rialzista
- Linea penetrante
- Stella del mattino
- Tre soldati bianchi
Modelli di candele ribassisti comuni:
- Harami ribassista
- Copertura a nuvola scura
- Stella della sera
- Stella cadente
- Impiccato