Previsão de Preço HalalChain - Projeção HLC
Previsão de Preço HalalChain até $0.00650044 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.002177 | $0.00650044 |
| 2027 | $0.002096 | $0.0055072 |
| 2028 | $0.003783 | $0.009266 |
| 2029 | $0.008311 | $0.027339 |
| 2030 | $0.007068 | $0.020436 |
| 2031 | $0.008356 | $0.018655 |
| 2032 | $0.012755 | $0.0346057 |
| 2033 | $0.029642 | $0.092177 |
| 2034 | $0.02383 | $0.053383 |
| 2035 | $0.028175 | $0.062899 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em HalalChain hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,956.04, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de HalalChain para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'HalalChain'
'name_with_ticker' => 'HalalChain <small>HLC</small>'
'name_lang' => 'HalalChain'
'name_lang_with_ticker' => 'HalalChain <small>HLC</small>'
'name_with_lang' => 'HalalChain'
'name_with_lang_with_ticker' => 'HalalChain <small>HLC</small>'
'image' => '/uploads/coins/halalchain.png?ts=1630513806'
'price_for_sd' => 0.0063
'ticker' => 'HLC'
'marketcap' => '$1.93M'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '306.04M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.006303'
'change_24h_pct' => '0%'
'ath_price' => '$0.442'
'ath_days' => 2893
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 de fev. de 2018'
'ath_pct' => '1.43%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.310781'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.006356'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.00557'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.002177'
'current_year_max_price_prediction' => '$0.00650044'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.007068'
'grand_prediction_max_price' => '$0.020436'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.006422438534622
107 => 0.0064464175887651
108 => 0.0065004436221503
109 => 0.0060387970820766
110 => 0.0062460628253394
111 => 0.0063678120313324
112 => 0.0058177446893817
113 => 0.0063569389685834
114 => 0.0060307608428847
115 => 0.0059200510879916
116 => 0.0060691071880541
117 => 0.0060110198808979
118 => 0.0059610798252062
119 => 0.0059332124160511
120 => 0.0060426627652156
121 => 0.0060375567756056
122 => 0.0058584747609751
123 => 0.0056248695732065
124 => 0.0057032751420505
125 => 0.0056747896638334
126 => 0.0055715546160745
127 => 0.0056411225736168
128 => 0.0053347804961382
129 => 0.0048077348741119
130 => 0.0051559173558665
131 => 0.0051425127090686
201 => 0.0051357534783008
202 => 0.0053974029902823
203 => 0.0053722514269866
204 => 0.00532660109332
205 => 0.0055707162118973
206 => 0.0054816109098049
207 => 0.0057562124550041
208 => 0.0059370827927866
209 => 0.0058912082245825
210 => 0.0060613176514892
211 => 0.0057050814479997
212 => 0.0058234088250831
213 => 0.0058477959335054
214 => 0.005567703869227
215 => 0.0053763665337964
216 => 0.0053636065149285
217 => 0.0050318539432008
218 => 0.0052090734892046
219 => 0.0053650193558448
220 => 0.0052903333876122
221 => 0.0052666900412496
222 => 0.0053874787701999
223 => 0.0053968650889249
224 => 0.0051828560272788
225 => 0.0052273552879806
226 => 0.0054129246024937
227 => 0.0052226794173766
228 => 0.0048530640990689
301 => 0.004761394389797
302 => 0.0047491639607721
303 => 0.0045005484388104
304 => 0.0047675201981063
305 => 0.0046509798707753
306 => 0.0050191293684464
307 => 0.004808844349802
308 => 0.0047997793829396
309 => 0.0047860763559855
310 => 0.0045720827060552
311 => 0.004618933715384
312 => 0.0047746736060032
313 => 0.0048302433535116
314 => 0.0048244469735769
315 => 0.0047739103955756
316 => 0.0047970457821954
317 => 0.0047225186409898
318 => 0.0046962015562818
319 => 0.0046131375978588
320 => 0.0044910565259812
321 => 0.0045080326477926
322 => 0.004266158100153
323 => 0.0041343720093451
324 => 0.0040978953563223
325 => 0.0040491172514358
326 => 0.0041034049730628
327 => 0.0042654728999495
328 => 0.0040699845954954
329 => 0.003734833609419
330 => 0.0037549767547517
331 => 0.0038002324217607
401 => 0.0037158987856856
402 => 0.0036360840767261
403 => 0.0037054764905943
404 => 0.0035634685995764
405 => 0.0038173933969395
406 => 0.0038105254427868
407 => 0.0039051729046397
408 => 0.0039643579048977
409 => 0.0038279556406743
410 => 0.0037936508400931
411 => 0.0038131924135704
412 => 0.0034902137333831
413 => 0.0038787786559256
414 => 0.0038821389815112
415 => 0.003853365833734
416 => 0.0040602646593918
417 => 0.0044968857148918
418 => 0.0043326113107714
419 => 0.0042689992962759
420 => 0.0041480728102197
421 => 0.0043092001729853
422 => 0.0042968281055033
423 => 0.0042408769243826
424 => 0.0042070374754624
425 => 0.0042693876976719
426 => 0.0041993115929313
427 => 0.0041867239989573
428 => 0.0041104568749122
429 => 0.0040832329815611
430 => 0.0040630774947384
501 => 0.0040408882841839
502 => 0.0040898321534605
503 => 0.0039789189065775
504 => 0.0038451684037962
505 => 0.0038340484966904
506 => 0.0038647515378817
507 => 0.0038511677277272
508 => 0.0038339834626335
509 => 0.0038011740207136
510 => 0.0037914401601587
511 => 0.0038230704847641
512 => 0.0037873616924471
513 => 0.0038400519606695
514 => 0.0038257231231985
515 => 0.0037456834018714
516 => 0.0036459242745976
517 => 0.003645036209113
518 => 0.0036235432687796
519 => 0.0035961687777799
520 => 0.0035885538206273
521 => 0.0036996324550495
522 => 0.0039295619039999
523 => 0.0038844212514256
524 => 0.0039170399991107
525 => 0.0040774919537603
526 => 0.0041284948051848
527 => 0.0040922941893125
528 => 0.0040427405535496
529 => 0.0040449206620342
530 => 0.0042142604363416
531 => 0.0042248219503487
601 => 0.0042515074889712
602 => 0.0042858059474335
603 => 0.0040981353650993
604 => 0.0040360813944832
605 => 0.0040066767805821
606 => 0.0039161219507843
607 => 0.0040137775711369
608 => 0.003956877823188
609 => 0.0039645555431585
610 => 0.0039595554179556
611 => 0.0039622858244234
612 => 0.0038173224197836
613 => 0.0038701394653821
614 => 0.0037823208830402
615 => 0.0036647416593828
616 => 0.0036643474925965
617 => 0.0036931248410123
618 => 0.0036760069481168
619 => 0.0036299431384764
620 => 0.0036364862852208
621 => 0.0035791614347175
622 => 0.0036434465599718
623 => 0.0036452900273408
624 => 0.0036205367524835
625 => 0.0037195768575755
626 => 0.0037601536694407
627 => 0.0037438605336631
628 => 0.0037590104996003
629 => 0.0038862970493378
630 => 0.0039070503108466
701 => 0.0039162675387253
702 => 0.0039039176744165
703 => 0.0037613370640663
704 => 0.0037676611204349
705 => 0.0037212593908795
706 => 0.0036820548190989
707 => 0.0036836227963692
708 => 0.003703779042502
709 => 0.0037918025515122
710 => 0.0039770428369548
711 => 0.0039840725703784
712 => 0.0039925928123597
713 => 0.0039579367062914
714 => 0.0039474840930869
715 => 0.003961273787952
716 => 0.0040308402996927
717 => 0.0042097842550136
718 => 0.0041465335099383
719 => 0.0040951096696355
720 => 0.0041402222413488
721 => 0.0041332775145376
722 => 0.0040746570313247
723 => 0.0040730117496025
724 => 0.0039605003002148
725 => 0.0039189073791379
726 => 0.0038841492211099
727 => 0.003846194219928
728 => 0.0038236932229642
729 => 0.0038582649808208
730 => 0.0038661719508836
731 => 0.0037905801981192
801 => 0.0037802773215385
802 => 0.0038420071786073
803 => 0.0038148421700323
804 => 0.0038427820550114
805 => 0.0038492643479905
806 => 0.003848220549521
807 => 0.0038198571606874
808 => 0.0038379351389215
809 => 0.0037951753310932
810 => 0.0037486804623953
811 => 0.0037190196328988
812 => 0.0036931366252249
813 => 0.0037074980222116
814 => 0.0036563022642416
815 => 0.0036399237108999
816 => 0.0038318107266632
817 => 0.0039735597283405
818 => 0.0039714986417174
819 => 0.0039589523069674
820 => 0.0039403109984599
821 => 0.0040294765718658
822 => 0.0039984130690131
823 => 0.004021014362781
824 => 0.0040267673406182
825 => 0.0040441798718455
826 => 0.0040504033551016
827 => 0.0040315916662146
828 => 0.0039684573406556
829 => 0.003811132603994
830 => 0.003737897514388
831 => 0.0037137287149912
901 => 0.0037146072049462
902 => 0.0036903745302357
903 => 0.0036975121389702
904 => 0.0036878923612016
905 => 0.0036696748293821
906 => 0.0037063731409574
907 => 0.0037106022794981
908 => 0.0037020364550642
909 => 0.0037040540168058
910 => 0.003633132649005
911 => 0.0036385246465658
912 => 0.0036085013189655
913 => 0.003602872306977
914 => 0.0035269759492336
915 => 0.0033925145501382
916 => 0.0034670192177209
917 => 0.0033770280562226
918 => 0.0033429470397746
919 => 0.003504281270954
920 => 0.0034880877888586
921 => 0.0034603715866487
922 => 0.0034193735470177
923 => 0.0034041669753152
924 => 0.0033117766594667
925 => 0.0033063177467232
926 => 0.0033521088820061
927 => 0.0033309778486498
928 => 0.0033013018748694
929 => 0.0031938185060421
930 => 0.0030729716129598
1001 => 0.0030766192210455
1002 => 0.0031150583692986
1003 => 0.0032268253770699
1004 => 0.0031831560735448
1005 => 0.0031514734927898
1006 => 0.0031455402977892
1007 => 0.003219806655206
1008 => 0.0033249091102336
1009 => 0.0033742208305976
1010 => 0.0033253544133361
1011 => 0.0032692193043407
1012 => 0.0032726359883202
1013 => 0.0032953656561344
1014 => 0.0032977542228415
1015 => 0.003261216037668
1016 => 0.0032715013227707
1017 => 0.0032558770341935
1018 => 0.0031599908040355
1019 => 0.0031582565261905
1020 => 0.0031347244989354
1021 => 0.0031340119585023
1022 => 0.0030939781098021
1023 => 0.003088377097628
1024 => 0.0030088874611528
1025 => 0.0030612077805975
1026 => 0.003026114057254
1027 => 0.0029732195384029
1028 => 0.0029641005034158
1029 => 0.0029638263742126
1030 => 0.0030181372180747
1031 => 0.0030605731267657
1101 => 0.0030267245275965
1102 => 0.0030190178576932
1103 => 0.0031013049299678
1104 => 0.0030908331499575
1105 => 0.0030817646560044
1106 => 0.0033154983381597
1107 => 0.0031304798902671
1108 => 0.0030498012865021
1109 => 0.0029499461938917
1110 => 0.0029824595155587
1111 => 0.0029893105501541
1112 => 0.0027491770526592
1113 => 0.0026517549226323
1114 => 0.0026183233188825
1115 => 0.0025990829582711
1116 => 0.002607851032207
1117 => 0.0025201596887066
1118 => 0.0025790897218198
1119 => 0.0025031564307132
1120 => 0.0024904259673509
1121 => 0.0026262040981792
1122 => 0.0026450968318796
1123 => 0.0025644945604013
1124 => 0.0026162542670128
1125 => 0.0025974854778817
1126 => 0.0025044580890475
1127 => 0.0025009051270572
1128 => 0.002454227253411
1129 => 0.002381185419772
1130 => 0.002347803341825
1201 => 0.0023304176657937
1202 => 0.0023375913345643
1203 => 0.002333964108116
1204 => 0.0023102940019903
1205 => 0.0023353208508919
1206 => 0.0022713875937564
1207 => 0.0022459288556198
1208 => 0.0022344297342417
1209 => 0.002177685288673
1210 => 0.0022679909359423
1211 => 0.0022857822860949
1212 => 0.0023036086907034
1213 => 0.0024587753722166
1214 => 0.0024510236833047
1215 => 0.0025210951758427
1216 => 0.0025183723264959
1217 => 0.0024983868017411
1218 => 0.00241407116026
1219 => 0.0024476778721726
1220 => 0.0023442416365483
1221 => 0.0024217430972583
1222 => 0.0023863746671286
1223 => 0.002409784995454
1224 => 0.0023676911143008
1225 => 0.0023909876061447
1226 => 0.0022900012752317
1227 => 0.0021957016603411
1228 => 0.0022336505781505
1229 => 0.0022749053917944
1230 => 0.0023643563393054
1231 => 0.0023110800929221
]
'min_raw' => 0.002177685288673
'max_raw' => 0.0065004436221503
'avg_raw' => 0.0043390644554117
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002177'
'max' => '$0.00650044'
'avg' => '$0.004339'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.004125314711327
'max_diff' => 0.00019744362215033
'year' => 2026
]
1 => [
'items' => [
101 => 0.0023302402457194
102 => 0.0022660569412192
103 => 0.0021336284509807
104 => 0.0021343779818537
105 => 0.002114006743742
106 => 0.002096403019764
107 => 0.0023171995107008
108 => 0.0022897399767768
109 => 0.0022459868032839
110 => 0.0023045521646862
111 => 0.0023200377757982
112 => 0.0023204786293763
113 => 0.0023632064052647
114 => 0.0023860102269156
115 => 0.002390029499319
116 => 0.002457262577874
117 => 0.0024797982189799
118 => 0.0025726193353316
119 => 0.00238407548197
120 => 0.0023801925453847
121 => 0.0023053762994237
122 => 0.0022579266534371
123 => 0.0023086252172793
124 => 0.0023535372237994
125 => 0.002306771840658
126 => 0.0023128784124251
127 => 0.00225009970643
128 => 0.0022725401398106
129 => 0.0022918688640908
130 => 0.0022811966786331
131 => 0.0022652199004634
201 => 0.0023498549514345
202 => 0.0023450795101713
203 => 0.0024238936153869
204 => 0.0024853348464533
205 => 0.0025954485164579
206 => 0.0024805391614526
207 => 0.0024763514078329
208 => 0.0025172873712024
209 => 0.0024797919518971
210 => 0.0025034877626002
211 => 0.0025916307550179
212 => 0.0025934930775537
213 => 0.0025622967756107
214 => 0.0025603984778024
215 => 0.0025663900688407
216 => 0.002601483004696
217 => 0.0025892204546111
218 => 0.0026034109880191
219 => 0.0026211564673389
220 => 0.0026945592937329
221 => 0.0027122564666724
222 => 0.0026692615113616
223 => 0.002673143474432
224 => 0.0026570621809079
225 => 0.0026415278528615
226 => 0.0026764467537033
227 => 0.0027402617313242
228 => 0.0027398647416604
301 => 0.0027546685760826
302 => 0.002763891242286
303 => 0.0027243008075366
304 => 0.0026985288902955
305 => 0.0027084114832754
306 => 0.0027242139646653
307 => 0.0027032869515412
308 => 0.0025741157322041
309 => 0.0026132980286615
310 => 0.0026067761786146
311 => 0.0025974882710637
312 => 0.0026368863731394
313 => 0.0026330863300819
314 => 0.002519260287232
315 => 0.0025265470611875
316 => 0.0025197034200908
317 => 0.0025418166245517
318 => 0.0024785977662869
319 => 0.0024980434613036
320 => 0.0025102396189261
321 => 0.002517423249461
322 => 0.0025433754488146
323 => 0.0025403302577597
324 => 0.002543186155463
325 => 0.0025816664159779
326 => 0.0027762863688313
327 => 0.0027868791034604
328 => 0.0027347166040361
329 => 0.0027555544936963
330 => 0.0027155503022942
331 => 0.0027424053839872
401 => 0.0027607789488364
402 => 0.0026777523423161
403 => 0.0026728360455162
404 => 0.0026326667425859
405 => 0.002654251450675
406 => 0.0026199086281098
407 => 0.0026283351555064
408 => 0.0026047738502941
409 => 0.0026471795086671
410 => 0.0026945956239012
411 => 0.0027065748071285
412 => 0.0026750627334202
413 => 0.0026522459153085
414 => 0.0026121870990315
415 => 0.0026788058032691
416 => 0.0026982871425563
417 => 0.0026787034760873
418 => 0.0026741655126548
419 => 0.0026655660801502
420 => 0.0026759899229128
421 => 0.0026981810429988
422 => 0.0026877161205719
423 => 0.002694628386203
424 => 0.0026682859575144
425 => 0.0027243139136179
426 => 0.0028132997917722
427 => 0.0028135858959212
428 => 0.0028031209170844
429 => 0.0027988388732156
430 => 0.0028095765765701
501 => 0.0028154013401562
502 => 0.0028501251038467
503 => 0.0028873850857423
504 => 0.0030612611634453
505 => 0.0030124374566026
506 => 0.0031667106566749
507 => 0.0032887207280642
508 => 0.0033253062136201
509 => 0.0032916492883888
510 => 0.003176510765284
511 => 0.0031708615200432
512 => 0.0033429270837923
513 => 0.0032943106809311
514 => 0.0032885279145069
515 => 0.0032270090498911
516 => 0.0032633743181386
517 => 0.0032554207005266
518 => 0.0032428655260217
519 => 0.0033122479246114
520 => 0.0034421255809619
521 => 0.0034218829302348
522 => 0.0034067727304965
523 => 0.0033405642337563
524 => 0.003380436536997
525 => 0.0033662387735167
526 => 0.0034272413755516
527 => 0.0033911047854792
528 => 0.0032939423638639
529 => 0.0033094157997576
530 => 0.0033070770210505
531 => 0.0033552089211152
601 => 0.003340760919423
602 => 0.003304255816838
603 => 0.003441681673252
604 => 0.0034327580025393
605 => 0.0034454097273748
606 => 0.003450979407915
607 => 0.0035346281049991
608 => 0.0035688962997346
609 => 0.0035766757798888
610 => 0.0036092279144903
611 => 0.0035758658531256
612 => 0.003709337885331
613 => 0.0037980889984386
614 => 0.0039011779834036
615 => 0.0040518186981444
616 => 0.0041084610003914
617 => 0.0040982290754761
618 => 0.0042124431461539
619 => 0.0044176832923256
620 => 0.0041397139770578
621 => 0.0044324163409971
622 => 0.0043397501519852
623 => 0.0041200402848316
624 => 0.004105893559596
625 => 0.0042546836325165
626 => 0.0045846856937402
627 => 0.0045020239202561
628 => 0.0045848208987889
629 => 0.0044882338253099
630 => 0.0044834374630119
701 => 0.0045801298802164
702 => 0.0048060569834439
703 => 0.0046987274854513
704 => 0.0045448443318064
705 => 0.0046584692577708
706 => 0.0045600368314099
707 => 0.0043382410253176
708 => 0.0045019607103557
709 => 0.0043924860194389
710 => 0.0044244365542431
711 => 0.004654536071419
712 => 0.0046268498887446
713 => 0.0046626783727968
714 => 0.0045994420362394
715 => 0.0045403693264398
716 => 0.0044301057268017
717 => 0.0043974621108787
718 => 0.0044064836319256
719 => 0.0043974576402609
720 => 0.0043357661696382
721 => 0.0043224439024309
722 => 0.0043002395400902
723 => 0.0043071216004478
724 => 0.004265370903132
725 => 0.0043441630951012
726 => 0.0043587876202451
727 => 0.0044161260068368
728 => 0.0044220790683455
729 => 0.0045817656588425
730 => 0.0044938129682209
731 => 0.0045528192265599
801 => 0.0045475411514256
802 => 0.0041248020638714
803 => 0.0041830517802778
804 => 0.0042736700592382
805 => 0.0042328466473967
806 => 0.00417513189426
807 => 0.0041285241366329
808 => 0.0040579086179399
809 => 0.0041572986044494
810 => 0.0042879858677627
811 => 0.00442539351301
812 => 0.004590479795469
813 => 0.0045536344590403
814 => 0.004422307339791
815 => 0.004428198578426
816 => 0.0044646158975507
817 => 0.0044174521604219
818 => 0.0044035426535971
819 => 0.0044627049449079
820 => 0.0044631123630932
821 => 0.0044088447835985
822 => 0.0043485362998524
823 => 0.0043482836051035
824 => 0.0043375522929317
825 => 0.0044901429019055
826 => 0.0045740523081904
827 => 0.0045836723863942
828 => 0.0045734048002786
829 => 0.0045773563866686
830 => 0.004528531351969
831 => 0.004640130902678
901 => 0.0047425456864602
902 => 0.0047150963366339
903 => 0.0046739458590891
904 => 0.0046411675216492
905 => 0.0047073748020436
906 => 0.0047044266960675
907 => 0.0047416511826686
908 => 0.0047399624649373
909 => 0.0047274452701771
910 => 0.0047150967836623
911 => 0.004764057136884
912 => 0.0047499573414354
913 => 0.0047358356451099
914 => 0.0047075124212057
915 => 0.0047113620177333
916 => 0.0046702186453987
917 => 0.004651183838764
918 => 0.0043649460178667
919 => 0.0042884539190323
920 => 0.0043125198904658
921 => 0.0043204430331344
922 => 0.0042871535736944
923 => 0.0043348821071709
924 => 0.0043274436657856
925 => 0.0043563822898731
926 => 0.0043383026939123
927 => 0.0043390446868369
928 => 0.0043922129235815
929 => 0.0044076478889023
930 => 0.0043997975409647
1001 => 0.004405295655566
1002 => 0.0045319973859444
1003 => 0.0045139844515778
1004 => 0.0045044154392067
1005 => 0.0045070661210293
1006 => 0.0045394411296567
1007 => 0.0045485043644624
1008 => 0.0045101028017283
1009 => 0.0045282132007105
1010 => 0.0046053249810249
1011 => 0.0046323097399861
1012 => 0.0047184321371713
1013 => 0.0046818458121435
1014 => 0.004749001595151
1015 => 0.0049554155770228
1016 => 0.0051203133485031
1017 => 0.0049686665431612
1018 => 0.0052714803008802
1019 => 0.0055072642473181
1020 => 0.0054982144667351
1021 => 0.0054571000818927
1022 => 0.0051886663275137
1023 => 0.0049416495846124
1024 => 0.0051482895789343
1025 => 0.0051488163467757
1026 => 0.0051310657880035
1027 => 0.0050208185919626
1028 => 0.0051272294245559
1029 => 0.0051356759300198
1030 => 0.0051309481330671
1031 => 0.0050464218663508
1101 => 0.0049173658801402
1102 => 0.0049425831109293
1103 => 0.0049838894493796
1104 => 0.0049056879332884
1105 => 0.0048806978105003
1106 => 0.0049271592033287
1107 => 0.0050768674916376
1108 => 0.0050485660069339
1109 => 0.005047826940793
1110 => 0.0051689126940528
1111 => 0.0050822414266598
1112 => 0.0049429011809663
1113 => 0.0049077159312567
1114 => 0.0047828319984117
1115 => 0.004869089775649
1116 => 0.0048721940394901
1117 => 0.0048249515364303
1118 => 0.0049467346497214
1119 => 0.0049456123968929
1120 => 0.0050612273379385
1121 => 0.0052822396822288
1122 => 0.0052168754566652
1123 => 0.0051408639739422
1124 => 0.005149128529684
1125 => 0.0052397703075097
1126 => 0.0051849662194858
1127 => 0.0052046741516468
1128 => 0.005239740477194
1129 => 0.0052608968620445
1130 => 0.0051460844514823
1201 => 0.0051193161864678
1202 => 0.0050645577106326
1203 => 0.0050502722464025
1204 => 0.0050948718823973
1205 => 0.005083121454041
1206 => 0.0048719331381345
1207 => 0.0048498627840816
1208 => 0.0048505396503312
1209 => 0.004795042695677
1210 => 0.004710396519034
1211 => 0.0049328416172911
1212 => 0.0049149761627839
1213 => 0.0048952540836843
1214 => 0.0048976699258414
1215 => 0.0049942258036309
1216 => 0.0049382185183243
1217 => 0.0050871230657255
1218 => 0.0050565127672602
1219 => 0.0050251174301425
1220 => 0.0050207776382275
1221 => 0.0050086931119615
1222 => 0.0049672507749412
1223 => 0.0049172066626907
1224 => 0.0048841632050363
1225 => 0.0045053823807558
1226 => 0.0045756818984755
1227 => 0.0046565550856095
1228 => 0.0046844721857291
1229 => 0.0046367180541699
1230 => 0.00496913639912
1231 => 0.0050298724340052
]
'min_raw' => 0.002096403019764
'max_raw' => 0.0055072642473181
'avg_raw' => 0.0038018336335411
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002096'
'max' => '$0.0055072'
'avg' => '$0.0038018'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.1282268908996E-5
'max_diff' => -0.00099317937483223
'year' => 2027
]
2 => [
'items' => [
101 => 0.0048458990226243
102 => 0.0048114851089398
103 => 0.0049713925695718
104 => 0.0048749488229187
105 => 0.0049183774361313
106 => 0.004824508528547
107 => 0.0050152429017601
108 => 0.0050137898254037
109 => 0.0049395898462926
110 => 0.0050023031605377
111 => 0.0049914051788888
112 => 0.0049076335852189
113 => 0.0050178986107001
114 => 0.0050179533007771
115 => 0.0049465374341293
116 => 0.0048631393368282
117 => 0.0048482297268059
118 => 0.0048369973384784
119 => 0.0049156149571606
120 => 0.0049861032682402
121 => 0.0051172645396251
122 => 0.0051502415995662
123 => 0.0052789532599234
124 => 0.0052023117330377
125 => 0.0052362859292322
126 => 0.0052731697251448
127 => 0.005290853173262
128 => 0.0052620389435012
129 => 0.0054619811318691
130 => 0.0054788623786377
131 => 0.005484522514657
201 => 0.0054171031337014
202 => 0.0054769873236926
203 => 0.0054489694943516
204 => 0.0055218641027196
205 => 0.0055332949080768
206 => 0.0055236134226019
207 => 0.0055272417406453
208 => 0.0053566263550923
209 => 0.0053477790472835
210 => 0.0052271453775345
211 => 0.0052763044896363
212 => 0.0051844038858196
213 => 0.005213546513971
214 => 0.0052263923067789
215 => 0.0052196823936084
216 => 0.0052790838720768
217 => 0.0052285804804583
218 => 0.0050952937264509
219 => 0.0049619706585564
220 => 0.0049602968960416
221 => 0.0049251952856126
222 => 0.0048998232504531
223 => 0.0049047108045461
224 => 0.0049219351826636
225 => 0.0048988221382847
226 => 0.004903754478164
227 => 0.0049856641841699
228 => 0.0050020905915561
229 => 0.0049462672410462
301 => 0.0047221284334778
302 => 0.0046671242078909
303 => 0.0047066601544615
304 => 0.0046877645184418
305 => 0.0037833918314024
306 => 0.0039958607794726
307 => 0.003869618945293
308 => 0.0039277969905905
309 => 0.0037989367680576
310 => 0.0038604356203932
311 => 0.0038490790279453
312 => 0.004190722809029
313 => 0.004185388511303
314 => 0.0041879417573397
315 => 0.0040660686715625
316 => 0.0042602158064205
317 => 0.0043558596663567
318 => 0.0043381585333614
319 => 0.0043426135271804
320 => 0.0042660619732697
321 => 0.004188682943715
322 => 0.0041028576913915
323 => 0.0042623104018867
324 => 0.0042445819824282
325 => 0.0042852445981821
326 => 0.0043886610788534
327 => 0.0044038895484733
328 => 0.0044243567660743
329 => 0.0044170207255201
330 => 0.0045917949740468
331 => 0.0045706286593526
401 => 0.0046216333878013
402 => 0.0045167127916443
403 => 0.0043979851779382
404 => 0.0044205514158056
405 => 0.0044183781056327
406 => 0.004390709372723
407 => 0.0043657312778047
408 => 0.0043241497873003
409 => 0.0044557197761588
410 => 0.0044503782748861
411 => 0.0045368509716741
412 => 0.0045215660825659
413 => 0.0044194898522542
414 => 0.0044231355247892
415 => 0.0044476544246379
416 => 0.0045325146169659
417 => 0.0045577068997713
418 => 0.0045460368306369
419 => 0.0045736590186617
420 => 0.0045954904698291
421 => 0.0045764007128054
422 => 0.0048466714155267
423 => 0.0047344361765491
424 => 0.004789138851099
425 => 0.0048021851166523
426 => 0.004768767381771
427 => 0.0047760144918674
428 => 0.0047869918889441
429 => 0.0048536444943992
430 => 0.0050285602172004
501 => 0.0051060292001374
502 => 0.0053390984575557
503 => 0.0050995964795248
504 => 0.0050853854233061
505 => 0.0051273682345844
506 => 0.0052642045615755
507 => 0.005375097552219
508 => 0.0054118871547856
509 => 0.0054167495080949
510 => 0.0054857692482364
511 => 0.0055253300761435
512 => 0.0054773884363838
513 => 0.0054367629163864
514 => 0.0052912473463808
515 => 0.0053080911698347
516 => 0.005424128410216
517 => 0.0055880378468139
518 => 0.0057286891952851
519 => 0.0056794379952449
520 => 0.0060551898856233
521 => 0.0060924441507455
522 => 0.0060872968158802
523 => 0.0061721675760065
524 => 0.0060037164007855
525 => 0.0059317002597907
526 => 0.0054455466149291
527 => 0.0055821359591857
528 => 0.0057806765926736
529 => 0.0057543989953424
530 => 0.0056102134802971
531 => 0.0057285798176425
601 => 0.0056894442048585
602 => 0.0056585763233177
603 => 0.0057999880726894
604 => 0.0056445000453807
605 => 0.0057791254806591
606 => 0.0056064669673928
607 => 0.005679662970578
608 => 0.0056381133790778
609 => 0.0056650010569048
610 => 0.0055078162417333
611 => 0.0055926293525542
612 => 0.0055042877374835
613 => 0.0055042458520555
614 => 0.0055022957060065
615 => 0.0056062292243705
616 => 0.005609618492673
617 => 0.0055328114655672
618 => 0.00552174237301
619 => 0.0055626706097402
620 => 0.0055147543636513
621 => 0.005537174073615
622 => 0.0055154334338268
623 => 0.0055105391578825
624 => 0.0054715407344661
625 => 0.0054547391413743
626 => 0.0054613274789493
627 => 0.005438838086285
628 => 0.0054252874137279
629 => 0.0054996001361694
630 => 0.0054598978463356
701 => 0.0054935151908414
702 => 0.0054552039839299
703 => 0.0053224006493765
704 => 0.0052460240473051
705 => 0.0049951708592093
706 => 0.0050663125121708
707 => 0.0051134795016857
708 => 0.0050978908119324
709 => 0.0051313813495446
710 => 0.0051334373965551
711 => 0.0051225492813818
712 => 0.005109942238865
713 => 0.005103805827781
714 => 0.0051495416085338
715 => 0.0051760927686564
716 => 0.0051182133400964
717 => 0.0051046529998041
718 => 0.005163172297689
719 => 0.0051988690355934
720 => 0.0054624336920145
721 => 0.0054429079709642
722 => 0.0054919136990712
723 => 0.0054863964061405
724 => 0.0055377622164214
725 => 0.0056217236074195
726 => 0.0054510066235462
727 => 0.0054806371889975
728 => 0.0054733724586185
729 => 0.0055526868799815
730 => 0.0055529344909475
731 => 0.0055053815332912
801 => 0.0055311607630953
802 => 0.0055167715042348
803 => 0.0055427748398207
804 => 0.0054426471930553
805 => 0.005564591858704
806 => 0.0056337266261861
807 => 0.0056346865624997
808 => 0.0056674558935988
809 => 0.0057007514318671
810 => 0.005764659318143
811 => 0.0056989690756049
812 => 0.0055807987240953
813 => 0.0055893302417863
814 => 0.0055200470079331
815 => 0.0055212116716112
816 => 0.0055149946056211
817 => 0.0055336524886562
818 => 0.0054467415491577
819 => 0.0054671393729429
820 => 0.0054385823001942
821 => 0.0054805751114984
822 => 0.0054353977881954
823 => 0.0054733689553456
824 => 0.0054897560523234
825 => 0.0055502247929608
826 => 0.0054264665060376
827 => 0.005174114981302
828 => 0.0052271623312679
829 => 0.0051487011338889
830 => 0.0051559630164292
831 => 0.0051706331748805
901 => 0.0051230823915624
902 => 0.0051321535825221
903 => 0.0051318294957481
904 => 0.005129036691015
905 => 0.0051166668957756
906 => 0.005098728245389
907 => 0.0051701903073037
908 => 0.0051823331041526
909 => 0.0052093250373736
910 => 0.0052896347218361
911 => 0.0052816098905255
912 => 0.0052946987233401
913 => 0.0052661258747965
914 => 0.0051572884289242
915 => 0.0051631988258678
916 => 0.0050894960812732
917 => 0.005207440292488
918 => 0.0051795095464848
919 => 0.0051615024128363
920 => 0.0051565889995854
921 => 0.005237097756222
922 => 0.0052611872380278
923 => 0.0052461762895514
924 => 0.005215388396287
925 => 0.0052745102529782
926 => 0.0052903287676779
927 => 0.0052938699497548
928 => 0.0053986225443201
929 => 0.0052997244561348
930 => 0.0053235302089235
1001 => 0.0055092558965286
1002 => 0.0053408283262637
1003 => 0.0054300481666161
1004 => 0.0054256813197085
1005 => 0.0054713231709979
1006 => 0.0054219373557169
1007 => 0.0054225495520857
1008 => 0.0054630764239839
1009 => 0.0054061637414627
1010 => 0.0053920713609056
1011 => 0.0053726028380975
1012 => 0.0054151116454074
1013 => 0.0054405937528816
1014 => 0.0056459608245785
1015 => 0.005778637318771
1016 => 0.0057728774822487
1017 => 0.0058255116061
1018 => 0.0058017994512317
1019 => 0.0057252266482115
1020 => 0.0058559270859084
1021 => 0.0058145679986825
1022 => 0.0058179775915821
1023 => 0.0058178506863641
1024 => 0.0058453508636952
1025 => 0.0058258644677019
1026 => 0.0057874547809616
1027 => 0.0058129529235248
1028 => 0.0058886732911848
1029 => 0.0061237116357861
1030 => 0.0062552422072688
1031 => 0.0061157933302281
1101 => 0.0062119832983159
1102 => 0.0061543035934533
1103 => 0.0061438214752572
1104 => 0.0062042358835992
1105 => 0.0062647560393654
1106 => 0.0062609011670789
1107 => 0.006216966641737
1108 => 0.0061921491431687
1109 => 0.0063800755567999
1110 => 0.0065185365371204
1111 => 0.0065090944265168
1112 => 0.0065507688319825
1113 => 0.0066731261753708
1114 => 0.006684312997418
1115 => 0.0066829037149662
1116 => 0.0066551760092979
1117 => 0.0067756527039725
1118 => 0.0068761564822558
1119 => 0.0066487578465661
1120 => 0.00673534827017
1121 => 0.006774221501095
1122 => 0.0068312989372608
1123 => 0.0069275981393615
1124 => 0.0070322046149448
1125 => 0.0070469971175439
1126 => 0.0070365011290634
1127 => 0.0069675103464432
1128 => 0.0070819720002412
1129 => 0.00714902095258
1130 => 0.0071889470693097
1201 => 0.007290193058264
1202 => 0.0067744615689352
1203 => 0.0064094011872701
1204 => 0.0063523917371372
1205 => 0.0064683226957682
1206 => 0.0064988927650272
1207 => 0.0064865700084405
1208 => 0.0060756613590386
1209 => 0.0063502283881377
1210 => 0.0066456394251967
1211 => 0.0066569873662295
1212 => 0.0068048763081347
1213 => 0.0068530350097916
1214 => 0.0069721049922721
1215 => 0.0069646571324487
1216 => 0.0069936487783654
1217 => 0.0069869841010345
1218 => 0.0072075361704366
1219 => 0.0074508378552865
1220 => 0.0074424130915921
1221 => 0.00740743559578
1222 => 0.0074593831416102
1223 => 0.0077104965541683
1224 => 0.0076873780551504
1225 => 0.0077098357077172
1226 => 0.008005912573255
1227 => 0.0083908546148971
1228 => 0.0082120103890052
1229 => 0.0086000508981509
1230 => 0.0088443018295145
1231 => 0.0092667085592902
]
'min_raw' => 0.0037833918314024
'max_raw' => 0.0092667085592902
'avg_raw' => 0.0065250501953463
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003783'
'max' => '$0.009266'
'avg' => '$0.006525'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0016869888116383
'max_diff' => 0.0037594443119721
'year' => 2028
]
3 => [
'items' => [
101 => 0.0092138211563253
102 => 0.0093782609964632
103 => 0.009119141667084
104 => 0.0085241513101727
105 => 0.0084299918086599
106 => 0.0086185015151869
107 => 0.0090819342341752
108 => 0.0086039063696489
109 => 0.0087006107840578
110 => 0.0086727599062023
111 => 0.00867127585128
112 => 0.0087279161915768
113 => 0.0086457564238149
114 => 0.0083110227496928
115 => 0.008464429219945
116 => 0.0084051916145968
117 => 0.0084709201541866
118 => 0.0088256299738411
119 => 0.0086688043073459
120 => 0.0085036012071758
121 => 0.0087108025562918
122 => 0.0089746410758249
123 => 0.0089581305354359
124 => 0.0089260931862108
125 => 0.0091066860463717
126 => 0.0094049725426142
127 => 0.0094855981839363
128 => 0.0095451143840417
129 => 0.0095533206625018
130 => 0.0096378504308143
131 => 0.0091833125623534
201 => 0.0099046758329611
202 => 0.010029235342537
203 => 0.010005823317199
204 => 0.010144265969827
205 => 0.010103532629473
206 => 0.010044516410165
207 => 0.010263977462177
208 => 0.010012383075639
209 => 0.0096552765188005
210 => 0.0094593607989521
211 => 0.0097173584229188
212 => 0.009874908568999
213 => 0.0099790391934867
214 => 0.010010549057539
215 => 0.0092185970431787
216 => 0.0087917788311107
217 => 0.0090653644115655
218 => 0.0093991577015886
219 => 0.0091814583237737
220 => 0.0091899917272246
221 => 0.0088796096248507
222 => 0.0094266196305162
223 => 0.009346924873769
224 => 0.0097603814127508
225 => 0.0096617066915268
226 => 0.0099988644487761
227 => 0.0099100795119054
228 => 0.010278620820956
301 => 0.010425641926995
302 => 0.01067251324604
303 => 0.010854112793278
304 => 0.010960751520861
305 => 0.010954349331649
306 => 0.011376905097538
307 => 0.011127738725367
308 => 0.010814727037916
309 => 0.010809065644029
310 => 0.01097117883237
311 => 0.011310923601551
312 => 0.011399014477115
313 => 0.011448245258977
314 => 0.01137284660282
315 => 0.011102394363743
316 => 0.010985614458134
317 => 0.011085114321152
318 => 0.010963434538801
319 => 0.011173487980456
320 => 0.011461936220843
321 => 0.011402372799851
322 => 0.01160148438598
323 => 0.011807543930473
324 => 0.012102218333812
325 => 0.012179257134606
326 => 0.012306599342796
327 => 0.012437676304759
328 => 0.012479774692319
329 => 0.012560153576532
330 => 0.012559729940136
331 => 0.012801957117837
401 => 0.013069141195992
402 => 0.01316999700017
403 => 0.013401909360656
404 => 0.013004767570502
405 => 0.01330600418037
406 => 0.013577727142911
407 => 0.013253767825146
408 => 0.013700270271845
409 => 0.013717606950054
410 => 0.013979370207958
411 => 0.0137140229983
412 => 0.013556460672224
413 => 0.014011337203823
414 => 0.014231437628988
415 => 0.014165141589691
416 => 0.013660625457208
417 => 0.013366975428388
418 => 0.012598436662105
419 => 0.013508804029171
420 => 0.013952217417889
421 => 0.013659477123652
422 => 0.013807118300379
423 => 0.014612600687789
424 => 0.014919276229792
425 => 0.014855489860879
426 => 0.014866268707212
427 => 0.015031745263123
428 => 0.015765559441632
429 => 0.01532584097619
430 => 0.015661989267084
501 => 0.015840281108501
502 => 0.016005888507122
503 => 0.015599209076865
504 => 0.015070125113409
505 => 0.014902542012748
506 => 0.013630369870671
507 => 0.013564147785912
508 => 0.013526975323003
509 => 0.013292608202507
510 => 0.013108459844354
511 => 0.012962018232961
512 => 0.012577711713499
513 => 0.012707403882381
514 => 0.012094899501363
515 => 0.012486758098516
516 => 0.011509186316975
517 => 0.012323337145345
518 => 0.011880231864359
519 => 0.012177765143262
520 => 0.012176727077682
521 => 0.011628873978208
522 => 0.011312883743834
523 => 0.011514245019701
524 => 0.011730120291508
525 => 0.011765145328067
526 => 0.012045033252887
527 => 0.012123143956533
528 => 0.011886464877845
529 => 0.011488928314663
530 => 0.011581266991446
531 => 0.011311012503496
601 => 0.010837401908551
602 => 0.011177557306288
603 => 0.011293701314653
604 => 0.011344997125325
605 => 0.010879255499741
606 => 0.01073290936924
607 => 0.010654995917324
608 => 0.011428806919333
609 => 0.011471198032803
610 => 0.011254319102793
611 => 0.012234632431742
612 => 0.012012757333441
613 => 0.012260646178962
614 => 0.011572888224377
615 => 0.011599161504431
616 => 0.01127356586692
617 => 0.011455877667618
618 => 0.011327025563068
619 => 0.011441148675762
620 => 0.011509553598963
621 => 0.011835095809433
622 => 0.012327054314462
623 => 0.011786470659065
624 => 0.011550930619108
625 => 0.01169705833517
626 => 0.012086215699528
627 => 0.01267580902713
628 => 0.012326757910518
629 => 0.012481660868798
630 => 0.012515500274029
701 => 0.012258122903214
702 => 0.012685298897911
703 => 0.012914225983841
704 => 0.013149057804219
705 => 0.013352955694015
706 => 0.013055260811097
707 => 0.013373837008704
708 => 0.013117120829702
709 => 0.012886819878307
710 => 0.012887169149786
711 => 0.012742697998815
712 => 0.012462766939274
713 => 0.012411143356981
714 => 0.012679695751406
715 => 0.012895049339729
716 => 0.012912786892737
717 => 0.0130320177045
718 => 0.013102577270725
719 => 0.013794156940818
720 => 0.014072316005176
721 => 0.014412443643792
722 => 0.014544942527576
723 => 0.014943716664288
724 => 0.014621674162041
725 => 0.014551998240938
726 => 0.013584702623302
727 => 0.013743097226501
728 => 0.013996702269028
729 => 0.013588884477045
730 => 0.013847550999342
731 => 0.01389861725015
801 => 0.013575026984526
802 => 0.013747870526906
803 => 0.013288849322885
804 => 0.01233705972235
805 => 0.01268635851182
806 => 0.012943559993571
807 => 0.012576501766398
808 => 0.01323443943149
809 => 0.012850085830134
810 => 0.01272826419073
811 => 0.012252994542867
812 => 0.012477303521852
813 => 0.012780684627725
814 => 0.012593230376134
815 => 0.012982226094581
816 => 0.013533147773271
817 => 0.013925767369459
818 => 0.013955907826877
819 => 0.013703479729999
820 => 0.014107997366221
821 => 0.014110943835579
822 => 0.013654646289417
823 => 0.013375166583068
824 => 0.013311668205755
825 => 0.013470299601873
826 => 0.013662907401731
827 => 0.013966596219287
828 => 0.014150109011417
829 => 0.014628613045628
830 => 0.014758082517499
831 => 0.014900330214395
901 => 0.015090417005012
902 => 0.015318664934402
903 => 0.01481927145906
904 => 0.014839113292821
905 => 0.014374085003156
906 => 0.013877135583846
907 => 0.014254258247483
908 => 0.014747295963662
909 => 0.014634192566812
910 => 0.014621466124174
911 => 0.014642868470671
912 => 0.014557592203057
913 => 0.014171890805129
914 => 0.013978193977708
915 => 0.014228112302412
916 => 0.014360932769408
917 => 0.014566925730555
918 => 0.01454153275011
919 => 0.015072148495997
920 => 0.015278329729862
921 => 0.015225579747247
922 => 0.015235287013547
923 => 0.015608568288959
924 => 0.016023733838367
925 => 0.016412591161307
926 => 0.016808153532012
927 => 0.016331287655065
928 => 0.01608916457175
929 => 0.016338973789931
930 => 0.016206421502445
1001 => 0.016968106263905
1002 => 0.017020843664184
1003 => 0.017782473347166
1004 => 0.018505350609491
1005 => 0.018051324352716
1006 => 0.018479450663063
1007 => 0.018942504173354
1008 => 0.019835809522429
1009 => 0.019534975707722
1010 => 0.019304541720323
1011 => 0.019086782715679
1012 => 0.019539904636073
1013 => 0.020122838747861
1014 => 0.020248397172266
1015 => 0.020451849786813
1016 => 0.020237944239619
1017 => 0.020495569910291
1018 => 0.021405101734217
1019 => 0.021159338206733
1020 => 0.020810314489246
1021 => 0.021528302511872
1022 => 0.021788139586152
1023 => 0.023611812251183
1024 => 0.025914274322946
1025 => 0.024961039906455
1026 => 0.024369336543457
1027 => 0.024508400869153
1028 => 0.025349182074501
1029 => 0.025619214312597
1030 => 0.024885173603757
1031 => 0.025144449191543
1101 => 0.02657308317166
1102 => 0.027339499465926
1103 => 0.026298603194871
1104 => 0.023426811665574
1105 => 0.020778888722238
1106 => 0.021481237124335
1107 => 0.021401612611946
1108 => 0.022936501597862
1109 => 0.021153476827882
1110 => 0.021183498392186
1111 => 0.022750127256856
1112 => 0.02233217753458
1113 => 0.02165515251145
1114 => 0.020783831754147
1115 => 0.019173114746859
1116 => 0.017746457775338
1117 => 0.02054446063597
1118 => 0.020423805664782
1119 => 0.020249079386436
1120 => 0.020637913811537
1121 => 0.022525983407249
1122 => 0.022482457291983
1123 => 0.022205566353879
1124 => 0.022415585690026
1125 => 0.021618335106395
1126 => 0.021823804734855
1127 => 0.020778469277715
1128 => 0.021251004561407
1129 => 0.021653699919817
1130 => 0.021734546975025
1201 => 0.02191669951856
1202 => 0.02036022597757
1203 => 0.021059036901812
1204 => 0.021469522850076
1205 => 0.019614932402214
1206 => 0.021432863559885
1207 => 0.020333131236062
1208 => 0.019959865567931
1209 => 0.020462418616057
1210 => 0.020266573204454
1211 => 0.020098196819985
1212 => 0.020004239904379
1213 => 0.020373259398166
1214 => 0.020356044197707
1215 => 0.019752256682274
1216 => 0.018964640481918
1217 => 0.019228990331378
1218 => 0.019132949552776
1219 => 0.018784885381616
1220 => 0.01901943860755
1221 => 0.01798658490521
1222 => 0.016209613793398
1223 => 0.017383535339958
1224 => 0.017338340637397
1225 => 0.017315551418948
1226 => 0.01819772101638
1227 => 0.018112920764702
1228 => 0.017959007477541
1229 => 0.018782058643397
1230 => 0.018481633896259
1231 => 0.019407472177966
]
'min_raw' => 0.0083110227496928
'max_raw' => 0.027339499465926
'avg_raw' => 0.017825261107809
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.008311'
'max' => '$0.027339'
'avg' => '$0.017825'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0045276309182904
'max_diff' => 0.018072790906636
'year' => 2029
]
4 => [
'items' => [
101 => 0.020017289149764
102 => 0.019862619840203
103 => 0.02043615564968
104 => 0.019235080417998
105 => 0.019634029431188
106 => 0.019716252269888
107 => 0.01877190231977
108 => 0.018126795134619
109 => 0.01808377384013
110 => 0.016965246882325
111 => 0.01756275495475
112 => 0.01808853733192
113 => 0.017836728375617
114 => 0.017757013182629
115 => 0.018164260815485
116 => 0.018195907444398
117 => 0.017474360951423
118 => 0.017624393315718
119 => 0.018250053215635
120 => 0.017608628291518
121 => 0.016362444440126
122 => 0.016053373615141
123 => 0.016012137869782
124 => 0.015173913279707
125 => 0.016074027205546
126 => 0.015681103355364
127 => 0.016922345090139
128 => 0.016213354468148
129 => 0.016182791299476
130 => 0.016136590587386
131 => 0.015415096056086
201 => 0.015573057505071
202 => 0.016098145419706
203 => 0.016285502703186
204 => 0.016265959803546
205 => 0.016095572202463
206 => 0.016173574773713
207 => 0.015922301313819
208 => 0.015833571425326
209 => 0.015553515490163
210 => 0.015141910632899
211 => 0.015199146812821
212 => 0.014383649888313
213 => 0.013939323882143
214 => 0.013816340299758
215 => 0.013651881513555
216 => 0.013834916357268
217 => 0.014381339687987
218 => 0.013722237220963
219 => 0.012592252271912
220 => 0.01266016629275
221 => 0.012812748933721
222 => 0.012528412191707
223 => 0.012259311327965
224 => 0.012493272696146
225 => 0.012014483176904
226 => 0.012870608359677
227 => 0.012847452572746
228 => 0.013166563098458
301 => 0.013366109458993
302 => 0.012906219701862
303 => 0.012790558671617
304 => 0.012856444450945
305 => 0.011767499281042
306 => 0.013077573046131
307 => 0.013088902618453
308 => 0.012991891941845
309 => 0.013689465777765
310 => 0.015161564150292
311 => 0.014607701527528
312 => 0.014393229179407
313 => 0.013985517088851
314 => 0.014528769241968
315 => 0.014487055952663
316 => 0.014298412639127
317 => 0.014184320574498
318 => 0.014394538701831
319 => 0.014158272222141
320 => 0.01411583227022
321 => 0.013858692336701
322 => 0.013766905079556
323 => 0.013698949448522
324 => 0.013624136975937
325 => 0.013789154648354
326 => 0.013415202892773
327 => 0.012964253734484
328 => 0.01292676219131
329 => 0.013030279638304
330 => 0.012984480873976
331 => 0.012926542924446
401 => 0.012815923600331
402 => 0.012783105209874
403 => 0.01288974905764
404 => 0.012769354371235
405 => 0.012947003289263
406 => 0.012898692613323
407 => 0.012628833104673
408 => 0.01229248824211
409 => 0.012289494067326
410 => 0.012217029118403
411 => 0.012124734110771
412 => 0.012099059751072
413 => 0.012473569122289
414 => 0.013248792312587
415 => 0.013096597450813
416 => 0.013206573836001
417 => 0.0137475488035
418 => 0.013919508477983
419 => 0.013797455574123
420 => 0.013630382031424
421 => 0.013637732419391
422 => 0.014208673291393
423 => 0.01424428217325
424 => 0.01433425432984
425 => 0.014449893977188
426 => 0.013817149506107
427 => 0.013607930211704
428 => 0.013508790502972
429 => 0.013203478571973
430 => 0.013532731314089
501 => 0.013340889841266
502 => 0.013366775810188
503 => 0.013349917538969
504 => 0.013359123295006
505 => 0.012870369055241
506 => 0.013048445412045
507 => 0.012752358930381
508 => 0.012355932368701
509 => 0.012354603407861
510 => 0.012451628247215
511 => 0.012393914076185
512 => 0.01223860672591
513 => 0.012260667401987
514 => 0.012067392666222
515 => 0.01228413445426
516 => 0.012290349833202
517 => 0.012206892438802
518 => 0.012540813067879
519 => 0.012677620622065
520 => 0.01262268717724
521 => 0.012673766345135
522 => 0.013102921834438
523 => 0.013172892904561
524 => 0.01320396943188
525 => 0.013162331002123
526 => 0.012681610519667
527 => 0.012702932517246
528 => 0.012546485846384
529 => 0.01241430489545
530 => 0.01241959144029
531 => 0.012487549631391
601 => 0.012784327037623
602 => 0.013408877593057
603 => 0.013432578830095
604 => 0.013461305420799
605 => 0.013344459939578
606 => 0.013309218224381
607 => 0.013355711143384
608 => 0.013590259494697
609 => 0.014193581533529
610 => 0.013980327230482
611 => 0.013806948162603
612 => 0.013959048347794
613 => 0.013935633716484
614 => 0.01373799066458
615 => 0.013732443482384
616 => 0.013353103275475
617 => 0.013212869838139
618 => 0.013095680281611
619 => 0.012967712345192
620 => 0.012891848662959
621 => 0.013008409758296
622 => 0.01303506865991
623 => 0.012780205787817
624 => 0.012745468920101
625 => 0.01295359544305
626 => 0.012862006720039
627 => 0.012956207992946
628 => 0.012978063496305
629 => 0.012974544256889
630 => 0.012878915111168
701 => 0.012939866276948
702 => 0.012795698599461
703 => 0.012638937903478
704 => 0.012538934345977
705 => 0.012451667978511
706 => 0.012500088431132
707 => 0.012327478358763
708 => 0.012272256922657
709 => 0.012919217393427
710 => 0.013397134049181
711 => 0.013390184951731
712 => 0.013347884108164
713 => 0.013285033635036
714 => 0.013585661591116
715 => 0.013480928822464
716 => 0.013557130662374
717 => 0.013576527228812
718 => 0.013635234793549
719 => 0.013656217701857
720 => 0.013592792779384
721 => 0.013379930992864
722 => 0.012849499659147
723 => 0.01260258244143
724 => 0.012521095646852
725 => 0.012524057537069
726 => 0.012442355382411
727 => 0.012466420328592
728 => 0.012433986576214
729 => 0.012372564895777
730 => 0.012496295815447
731 => 0.012510554651306
801 => 0.01248167437618
802 => 0.012488476726454
803 => 0.012249360383342
804 => 0.012267539879575
805 => 0.012166314134409
806 => 0.012147335527485
807 => 0.011891445658438
808 => 0.011438099663593
809 => 0.011689297352098
810 => 0.011385885868124
811 => 0.011270979341709
812 => 0.011814928966127
813 => 0.011760331510649
814 => 0.011666884399815
815 => 0.011528656646807
816 => 0.011477386628624
817 => 0.011165886228255
818 => 0.011147481122811
819 => 0.011301869132452
820 => 0.01123062437817
821 => 0.011130569760659
822 => 0.010768182078408
823 => 0.010360738341121
824 => 0.010373036506449
825 => 0.01050263677852
826 => 0.010879467048545
827 => 0.010732232942816
828 => 0.010625412909794
829 => 0.010605408728607
830 => 0.010855802937749
831 => 0.011210163202894
901 => 0.011376421110935
902 => 0.011211664573394
903 => 0.011022401134188
904 => 0.01103392072277
905 => 0.01111055538474
906 => 0.011118608604157
907 => 0.01099541756183
908 => 0.01103009511865
909 => 0.010977416738859
910 => 0.010654129619318
911 => 0.01064828238048
912 => 0.010568942507636
913 => 0.010566540127818
914 => 0.010431563211851
915 => 0.010412679008256
916 => 0.010144674149091
917 => 0.010321075758987
918 => 0.010202754820569
919 => 0.010024417257285
920 => 0.009993671794155
921 => 0.0099927475484071
922 => 0.01017586035035
923 => 0.010318935979283
924 => 0.01020481306395
925 => 0.010178829488308
926 => 0.010456266097582
927 => 0.010420959760161
928 => 0.010390384699656
929 => 0.011178434127807
930 => 0.010554631513162
1001 => 0.010282617967768
1002 => 0.009945949551372
1003 => 0.01005557048538
1004 => 0.010078669226842
1005 => 0.0092690423744529
1006 => 0.0089405768612711
1007 => 0.0088278598751089
1008 => 0.0087629896559883
1009 => 0.0087925518294305
1010 => 0.0084968943424049
1011 => 0.0086955810634096
1012 => 0.0084395666709507
1013 => 0.008396645024912
1014 => 0.008854430472726
1015 => 0.0089181286434455
1016 => 0.0086463724576856
1017 => 0.0088208839222735
1018 => 0.0087576036393231
1019 => 0.0084439553029035
1020 => 0.0084319762434933
1021 => 0.00827459853355
1022 => 0.0080283328918184
1023 => 0.0079157828853577
1024 => 0.007857165864789
1025 => 0.0078813523898986
1026 => 0.0078691229426833
1027 => 0.0077893175272867
1028 => 0.007873697295677
1029 => 0.0076581418555673
1030 => 0.0075723059424675
1031 => 0.0075335358518983
1101 => 0.0073422179918928
1102 => 0.0076466897866001
1103 => 0.007706674565792
1104 => 0.0077667775335292
1105 => 0.0082899328336427
1106 => 0.0082637974732705
1107 => 0.0085000484025979
1108 => 0.0084908681259218
1109 => 0.0084234855338663
1110 => 0.0081392094618826
1111 => 0.0082525168374416
1112 => 0.0079037743473469
1113 => 0.0081650759331101
1114 => 0.0080458288015829
1115 => 0.0081247583579889
1116 => 0.0079828358987797
1117 => 0.0080613816475408
1118 => 0.007720899182227
1119 => 0.0074029614468346
1120 => 0.0075309088727376
1121 => 0.0076700023572571
1122 => 0.0079715924720562
1123 => 0.0077919678877463
1124 => 0.0078565676806217
1125 => 0.0076401691883639
1126 => 0.0071936772876628
1127 => 0.0071962043833319
1128 => 0.0071275213317638
1129 => 0.0070681691473193
1130 => 0.0078125999320312
1201 => 0.0077200181962431
1202 => 0.0075725013170628
1203 => 0.0077699585219334
1204 => 0.0078221693409684
1205 => 0.0078236557095866
1206 => 0.0079677153891521
1207 => 0.0080446000659603
1208 => 0.008058151323485
1209 => 0.0082848323418967
1210 => 0.0083608128292734
1211 => 0.0086737657036168
1212 => 0.0080380769382965
1213 => 0.0080249853465013
1214 => 0.0077727371497401
1215 => 0.0076127573554679
1216 => 0.0077836911031226
1217 => 0.0079351150687612
1218 => 0.0077774423144452
1219 => 0.0077980310475053
1220 => 0.0075863682571734
1221 => 0.0076620277450571
1222 => 0.0077271958884562
1223 => 0.0076912138700776
1224 => 0.0076373470470155
1225 => 0.007922700030395
1226 => 0.0079065992967654
1227 => 0.008172326555125
1228 => 0.008379479955355
1229 => 0.0087507358816666
1230 => 0.0083633109685513
1231 => 0.0083491916648428
]
'min_raw' => 0.0070681691473193
'max_raw' => 0.02043615564968
'avg_raw' => 0.0137521623985
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.007068'
'max' => '$0.020436'
'avg' => '$0.013752'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0012428536023735
'max_diff' => -0.0069033438162459
'year' => 2030
]
5 => [
'items' => [
101 => 0.0084872101234007
102 => 0.0083607916993665
103 => 0.0084406837795405
104 => 0.0087378640324239
105 => 0.0087441429828768
106 => 0.0086389624728197
107 => 0.0086325622292239
108 => 0.0086527632967291
109 => 0.0087710815800757
110 => 0.0087297375363208
111 => 0.0087775819104571
112 => 0.0088374120329336
113 => 0.0090848947869427
114 => 0.0091445620410853
115 => 0.008999601547443
116 => 0.0090126898569651
117 => 0.0089584706530883
118 => 0.0089060955815079
119 => 0.0090238270936556
120 => 0.0092389837461241
121 => 0.0092376452677557
122 => 0.0092875574290807
123 => 0.0093186522920915
124 => 0.0091851703772182
125 => 0.0090982785589018
126 => 0.0091315984111144
127 => 0.0091848775804142
128 => 0.0091143206945891
129 => 0.0086788109101474
130 => 0.0088109167582742
131 => 0.0087889278855
201 => 0.0087576130567311
202 => 0.008890446508567
203 => 0.0088776343980881
204 => 0.0084938619475391
205 => 0.0085184298146766
206 => 0.008495356000911
207 => 0.0085699122136456
208 => 0.0083567654192062
209 => 0.0084223279376102
210 => 0.0084634481345427
211 => 0.0084876682464363
212 => 0.0085751678984818
213 => 0.0085649008242315
214 => 0.0085745296827308
215 => 0.0087042685676626
216 => 0.009360443326639
217 => 0.0093961574710021
218 => 0.0092202879623237
219 => 0.0092905443621681
220 => 0.0091556674378525
221 => 0.0092462112207424
222 => 0.0093081589774329
223 => 0.009028228976817
224 => 0.0090116533389112
225 => 0.0088762197295506
226 => 0.0089489940798693
227 => 0.0088332048558514
228 => 0.0088616154812902
301 => 0.0087821768957693
302 => 0.0089251505336424
303 => 0.0090850172766417
304 => 0.0091254059292523
305 => 0.009019160772642
306 => 0.0089422322773591
307 => 0.0088071711814641
308 => 0.0090317807939703
309 => 0.0090974634895211
310 => 0.0090314357907326
311 => 0.0090161357301896
312 => 0.0089871421431072
313 => 0.0090222868567506
314 => 0.009097105767455
315 => 0.0090618225508552
316 => 0.0090851277370296
317 => 0.0089963123995362
318 => 0.0091852145652862
319 => 0.0094852366662792
320 => 0.0094862012863924
321 => 0.0094509178796029
322 => 0.0094364806697362
323 => 0.0094726835862785
324 => 0.0094923221833812
325 => 0.0096093957769993
326 => 0.0097350204073691
327 => 0.010321255742985
328 => 0.010156643206603
329 => 0.010676786071657
330 => 0.011088151545817
331 => 0.011211502064686
401 => 0.011098025391417
402 => 0.010709827822055
403 => 0.010690780997307
404 => 0.011270912058722
405 => 0.011106998462186
406 => 0.011087501461447
407 => 0.010880086314285
408 => 0.011002694355123
409 => 0.010975878178041
410 => 0.010933547530623
411 => 0.011167475131593
412 => 0.011605366717747
413 => 0.011537117207523
414 => 0.011486172114145
415 => 0.011262945544856
416 => 0.011397377799028
417 => 0.011349509048197
418 => 0.011555183580024
419 => 0.011433346543619
420 => 0.011105756655479
421 => 0.011157926424916
422 => 0.011150041069216
423 => 0.011312321130746
424 => 0.011263608684314
425 => 0.011140529182243
426 => 0.01160387005191
427 => 0.011573783273071
428 => 0.01161643944667
429 => 0.011635218013474
430 => 0.011917245435858
501 => 0.012032783046938
502 => 0.012059012107424
503 => 0.01216876390195
504 => 0.012056281382794
505 => 0.012506291658094
506 => 0.012805522232342
507 => 0.013153093942594
508 => 0.013660989629742
509 => 0.013851963106407
510 => 0.013817465457184
511 => 0.014202546170646
512 => 0.014894527652874
513 => 0.01395733469925
514 => 0.014944201155098
515 => 0.014631770629098
516 => 0.013891003472336
517 => 0.013843306800512
518 => 0.014344962919555
519 => 0.015457587908978
520 => 0.015178887968416
521 => 0.01545804376224
522 => 0.015132393700511
523 => 0.015116222430152
524 => 0.015442227665606
525 => 0.016203956667864
526 => 0.015842087771876
527 => 0.015323259975583
528 => 0.015706354346511
529 => 0.015374482548703
530 => 0.014626682503174
531 => 0.015178674851824
601 => 0.014809573288119
602 => 0.014917296746926
603 => 0.01569309333412
604 => 0.015599747436246
605 => 0.015720545671693
606 => 0.015507339947969
607 => 0.015308172182555
608 => 0.014936410758017
609 => 0.014826350527828
610 => 0.0148567672159
611 => 0.014826335454828
612 => 0.014618338354462
613 => 0.014573421400442
614 => 0.014498557842551
615 => 0.014521761189537
616 => 0.014380995798596
617 => 0.014646649174915
618 => 0.01469595678249
619 => 0.014889277156122
620 => 0.014909348318628
621 => 0.015447742807451
622 => 0.015151204170359
623 => 0.015350147890034
624 => 0.015332352491216
625 => 0.013907058142826
626 => 0.014103451128556
627 => 0.014408976982837
628 => 0.014271337999614
629 => 0.014076748679898
630 => 0.013919607371008
701 => 0.013681522219517
702 => 0.014016622498221
703 => 0.014457243730775
704 => 0.014920523200222
705 => 0.015477123127488
706 => 0.01535289650326
707 => 0.014910117951744
708 => 0.014929980674115
709 => 0.01505276420812
710 => 0.014893748375523
711 => 0.014846851502133
712 => 0.015046321297867
713 => 0.015047694936723
714 => 0.014864728003615
715 => 0.014661393740062
716 => 0.014660541762073
717 => 0.01462436039385
718 => 0.015138830285541
719 => 0.015421736707198
720 => 0.015454171472515
721 => 0.015419553589066
722 => 0.015432876638471
723 => 0.015268259625126
724 => 0.015644525301973
725 => 0.015989823895867
726 => 0.015897276496475
727 => 0.015758534788398
728 => 0.015648020335209
729 => 0.015871242803503
730 => 0.015861303058375
731 => 0.015986808013881
801 => 0.015981114384147
802 => 0.015938911788091
803 => 0.015897278003662
804 => 0.016062351252852
805 => 0.016014812808081
806 => 0.015967200522974
807 => 0.015871706796117
808 => 0.01588468597958
809 => 0.015745968227215
810 => 0.015681791047679
811 => 0.014716720250037
812 => 0.014458821798309
813 => 0.014539961901229
814 => 0.014566675329913
815 => 0.014454437593215
816 => 0.014615357676131
817 => 0.014590278451665
818 => 0.014687847043206
819 => 0.014626890423147
820 => 0.014629392104097
821 => 0.014808652526369
822 => 0.014860692589583
823 => 0.014834224593417
824 => 0.014852761870662
825 => 0.015279945600665
826 => 0.015219213734825
827 => 0.015186951141529
828 => 0.015195888100358
829 => 0.015305042702296
830 => 0.015335600031219
831 => 0.015206126481349
901 => 0.015267186955945
902 => 0.015527174707048
903 => 0.015618155705901
904 => 0.015908523380885
905 => 0.015785170031678
906 => 0.016011590442755
907 => 0.016707529594
908 => 0.01726349394334
909 => 0.016752206151488
910 => 0.017773163877419
911 => 0.018568125914744
912 => 0.018537613947673
913 => 0.018398993928662
914 => 0.017493950784327
915 => 0.016661116589477
916 => 0.017357817757477
917 => 0.017359593792032
918 => 0.017299746543827
919 => 0.016928040425162
920 => 0.017286811976617
921 => 0.017315289959505
922 => 0.017299349861995
923 => 0.017014363652325
924 => 0.016579242384415
925 => 0.016664264038631
926 => 0.016803531242633
927 => 0.016539869371276
928 => 0.016455613427541
929 => 0.016612261257293
930 => 0.017117013203625
1001 => 0.017021592772
1002 => 0.017019100958906
1003 => 0.017427350029959
1004 => 0.017135131800749
1005 => 0.016665336433968
1006 => 0.016546706908016
1007 => 0.016125652009312
1008 => 0.016416476127593
1009 => 0.016426942369866
1010 => 0.016267660972433
1011 => 0.01667826124152
1012 => 0.016674477487755
1013 => 0.017064281333468
1014 => 0.017809439882832
1015 => 0.01758905983276
1016 => 0.017332781811807
1017 => 0.017360646338503
1018 => 0.017666251420849
1019 => 0.017481475611778
1020 => 0.017547922281022
1021 => 0.017666150845857
1022 => 0.017737481074472
1023 => 0.017350383016316
1024 => 0.017260131941919
1025 => 0.017075509917525
1026 => 0.017027345477495
1027 => 0.017177716264098
1028 => 0.017138098874506
1029 => 0.01642606272273
1030 => 0.016351650983138
1031 => 0.016353933084955
1101 => 0.016166821227665
1102 => 0.015881430733306
1103 => 0.016631419912701
1104 => 0.016571185285503
1105 => 0.016504690918868
1106 => 0.016512836099369
1107 => 0.016838380982652
1108 => 0.016649548509937
1109 => 0.017151590587684
1110 => 0.017048385829265
1111 => 0.016942534258221
1112 => 0.016927902346785
1113 => 0.016887158522764
1114 => 0.016747432790088
1115 => 0.016578705571668
1116 => 0.016467297247165
1117 => 0.015190211252471
1118 => 0.015427230984619
1119 => 0.015699900581426
1120 => 0.01579402503359
1121 => 0.015633018644951
1122 => 0.016753790303657
1123 => 0.016958566085728
1124 => 0.016338286884643
1125 => 0.016222257971953
1126 => 0.016761397139857
1127 => 0.016436230314528
1128 => 0.016582652916063
1129 => 0.016266167340425
1130 => 0.016909241596362
1201 => 0.016904342447976
1202 => 0.016654172037925
1203 => 0.016865614355407
1204 => 0.016828871049405
1205 => 0.0165464292726
1206 => 0.016918195504469
1207 => 0.016918379895882
1208 => 0.016677596315382
1209 => 0.016396413807662
1210 => 0.016346145016516
1211 => 0.01630827423505
1212 => 0.016573339025344
1213 => 0.016810995287485
1214 => 0.017253214671347
1215 => 0.017364399131323
1216 => 0.017798359480579
1217 => 0.017539957221743
1218 => 0.017654503596215
1219 => 0.017778859889279
1220 => 0.017838480869225
1221 => 0.017741331681841
1222 => 0.018415450729442
1223 => 0.018472367031533
1224 => 0.0184914505753
1225 => 0.018264141425337
1226 => 0.018466045152873
1227 => 0.018371581085108
1228 => 0.018617350346559
1229 => 0.018655890104895
1230 => 0.018623248300676
1231 => 0.018635481428281
]
'min_raw' => 0.0083567654192062
'max_raw' => 0.018655890104895
'avg_raw' => 0.01350632776205
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.008356'
'max' => '$0.018655'
'avg' => '$0.0135063'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0012885962718869
'max_diff' => -0.0017802655447857
'year' => 2031
]
6 => [
'items' => [
101 => 0.018060239743903
102 => 0.018030410427926
103 => 0.017623685587994
104 => 0.017789428966624
105 => 0.017479579664561
106 => 0.017577836070047
107 => 0.017621146557364
108 => 0.017598523616638
109 => 0.017798799848573
110 => 0.017628524137697
111 => 0.017179138540777
112 => 0.016729630509051
113 => 0.016723987301874
114 => 0.016605639771597
115 => 0.016520096183637
116 => 0.0165365749135
117 => 0.016594648106891
118 => 0.016516720864066
119 => 0.016533350592335
120 => 0.016809514884886
121 => 0.016864897664244
122 => 0.016676685340538
123 => 0.015920985701949
124 => 0.015735535115111
125 => 0.015868833319285
126 => 0.015805125363194
127 => 0.012755969707555
128 => 0.013472323600083
129 => 0.013046690442223
130 => 0.013242841783804
131 => 0.012808380546801
201 => 0.013015728221164
202 => 0.012977438676834
203 => 0.014129314537564
204 => 0.014111329580353
205 => 0.014119938027627
206 => 0.013709034410022
207 => 0.014363615030116
208 => 0.014686084981532
209 => 0.014626404375785
210 => 0.014641424698483
211 => 0.014383325789814
212 => 0.014122436989239
213 => 0.013833071158903
214 => 0.01437067710497
215 => 0.014310904501007
216 => 0.014448001348995
217 => 0.014796677233886
218 => 0.014848021082427
219 => 0.014917027735544
220 => 0.01489229376263
221 => 0.015481557343886
222 => 0.01541019363611
223 => 0.015582159639111
224 => 0.015228412523846
225 => 0.014828114084938
226 => 0.014904197731432
227 => 0.014896870264449
228 => 0.014803583199675
229 => 0.014719367808743
301 => 0.01457917291038
302 => 0.01502277031374
303 => 0.015004761069267
304 => 0.015296309803819
305 => 0.015244775733034
306 => 0.014900618595803
307 => 0.014912910235288
308 => 0.014995577417982
309 => 0.015281689481165
310 => 0.015366627021513
311 => 0.015327280568648
312 => 0.015420410704093
313 => 0.015494016965928
314 => 0.015429654517318
315 => 0.01634089106124
316 => 0.015962482117014
317 => 0.016146916003477
318 => 0.016190902398651
319 => 0.016078232172347
320 => 0.016102666310014
321 => 0.016139677370676
322 => 0.016364401283504
323 => 0.016954141855154
324 => 0.017215333939838
325 => 0.0180011432136
326 => 0.017193645573174
327 => 0.017145732004949
328 => 0.01728727998432
329 => 0.017748633214377
330 => 0.018122516674633
331 => 0.018246555388255
401 => 0.018262949151916
402 => 0.018495654024607
403 => 0.018629036117945
404 => 0.018467397532317
405 => 0.018330425755262
406 => 0.017839809851416
407 => 0.017896599978189
408 => 0.018287827635595
409 => 0.018840459744877
410 => 0.019314675586211
411 => 0.019148621726666
412 => 0.020415495459236
413 => 0.020541100815105
414 => 0.020523746216232
415 => 0.020809893909485
416 => 0.020241949011342
417 => 0.019999141563971
418 => 0.018360040608157
419 => 0.018820561118682
420 => 0.019489954726151
421 => 0.019401357972105
422 => 0.018915226441418
423 => 0.019314306811852
424 => 0.01918235836099
425 => 0.019078285143248
426 => 0.019555064729308
427 => 0.01903082598941
428 => 0.019484725043698
429 => 0.018902594811589
430 => 0.019149380246709
501 => 0.019009292898066
502 => 0.019099946581098
503 => 0.018569987002454
504 => 0.018855940327049
505 => 0.018558090404023
506 => 0.018557949184379
507 => 0.018551374130819
508 => 0.01890179324439
509 => 0.018913220399103
510 => 0.018654260144721
511 => 0.018616939926345
512 => 0.018754932333999
513 => 0.018593379364905
514 => 0.018668968982342
515 => 0.018595668897412
516 => 0.018579167504359
517 => 0.018447681597027
518 => 0.018391033852869
519 => 0.018413246892986
520 => 0.018337422335459
521 => 0.018291735296855
522 => 0.018542285828915
523 => 0.018408426786815
524 => 0.018521770010904
525 => 0.018392601101999
526 => 0.01794484538752
527 => 0.017687336341192
528 => 0.016841567303516
529 => 0.017081426353428
530 => 0.017240453151671
531 => 0.017187894795801
601 => 0.017300810481595
602 => 0.017307742587639
603 => 0.017271032547148
604 => 0.017228527023108
605 => 0.017207837684707
606 => 0.017362039062686
607 => 0.017451558152782
608 => 0.017256413618379
609 => 0.017210693984331
610 => 0.017407995882837
611 => 0.017528349926948
612 => 0.018416976567568
613 => 0.018351144235805
614 => 0.018516370469589
615 => 0.018497768531268
616 => 0.018670951946876
617 => 0.018954033638623
618 => 0.018378449408415
619 => 0.018478350928574
620 => 0.018453857382894
621 => 0.018721271492075
622 => 0.018722106329735
623 => 0.018561778212955
624 => 0.018648694686088
625 => 0.018600180295214
626 => 0.018687852356637
627 => 0.018350265004878
628 => 0.018761409959017
629 => 0.018994502654419
630 => 0.018997739146721
701 => 0.019108223234403
702 => 0.019220481466295
703 => 0.01943595136678
704 => 0.019214472127717
705 => 0.018816052537211
706 => 0.018844817144758
707 => 0.018611223884621
708 => 0.018615150629526
709 => 0.018594189357479
710 => 0.018657095712784
711 => 0.018364069412336
712 => 0.018432842099359
713 => 0.018336559934795
714 => 0.018478141629952
715 => 0.018325823130256
716 => 0.018453845571365
717 => 0.018509095812936
718 => 0.018712970393788
719 => 0.018295710688899
720 => 0.017444889904632
721 => 0.01762374274869
722 => 0.01735920534374
723 => 0.017383689287733
724 => 0.01743315075119
725 => 0.017272829965343
726 => 0.017303414118994
727 => 0.017302321437808
728 => 0.017292905301663
729 => 0.017251199673382
730 => 0.017190718261167
731 => 0.017431657592234
801 => 0.017472597879594
802 => 0.017563603066965
803 => 0.017834372775173
804 => 0.017807316496134
805 => 0.017851446409801
806 => 0.017755111056044
807 => 0.017388158008498
808 => 0.017408085324444
809 => 0.017159591375282
810 => 0.017557248517994
811 => 0.017463078057782
812 => 0.017402365749468
813 => 0.017385799833649
814 => 0.017657240727591
815 => 0.017738460097374
816 => 0.017687849636555
817 => 0.017584046104871
818 => 0.017783379572462
819 => 0.017836712799186
820 => 0.017848652141795
821 => 0.018201832827965
822 => 0.017868391018804
823 => 0.017948653776396
824 => 0.01857484089911
825 => 0.018006975586724
826 => 0.018307786507603
827 => 0.01829306337837
828 => 0.018446948066605
829 => 0.018280440342377
830 => 0.018282504405177
831 => 0.018419143583278
901 => 0.018227258500641
902 => 0.018179745055694
903 => 0.018114105571797
904 => 0.018257426983513
905 => 0.018343341687966
906 => 0.019035751108463
907 => 0.01948307917181
908 => 0.019463659480836
909 => 0.019641119104198
910 => 0.01956117191853
911 => 0.019303001367005
912 => 0.019743667017913
913 => 0.019604221967732
914 => 0.019615717648243
915 => 0.01961528977844
916 => 0.019708008546313
917 => 0.019642308801725
918 => 0.019512807861201
919 => 0.019598776629077
920 => 0.01985407313527
921 => 0.020646521323946
922 => 0.021089985828871
923 => 0.020619824203919
924 => 0.020944135397096
925 => 0.020749664245083
926 => 0.020714323051747
927 => 0.020918014447471
928 => 0.021122062378019
929 => 0.021109065406967
930 => 0.020960937087366
1001 => 0.020877263158241
1002 => 0.021510870182402
1003 => 0.021977701044589
1004 => 0.021945866309462
1005 => 0.022086374477104
1006 => 0.022498910803054
1007 => 0.022536627954625
1008 => 0.022531876460446
1009 => 0.022438390564899
1010 => 0.022844586152408
1011 => 0.02318344165784
1012 => 0.022416751281147
1013 => 0.022708696939878
1014 => 0.022839760751984
1015 => 0.023032201313036
1016 => 0.023356880796314
1017 => 0.023709568832134
1018 => 0.023759442787426
1019 => 0.023724054829458
1020 => 0.023491447589071
1021 => 0.023877363046309
1022 => 0.024103423270327
1023 => 0.024238036960434
1024 => 0.024579394880963
1025 => 0.022840570157468
1026 => 0.021609743592982
1027 => 0.021417532251586
1028 => 0.021808401572652
1029 => 0.021911470695492
1030 => 0.021869923661313
1031 => 0.020484516461129
1101 => 0.021410238369394
1102 => 0.022406237305779
1103 => 0.022444497681258
1104 => 0.022943115574168
1105 => 0.023105485999138
1106 => 0.023506938758271
1107 => 0.023481827778884
1108 => 0.023579575137224
1109 => 0.02355710471229
1110 => 0.024300711412733
1111 => 0.025121020029985
1112 => 0.025092615350991
1113 => 0.02497468628181
1114 => 0.025149831059439
1115 => 0.025996477462057
1116 => 0.025918531828536
1117 => 0.025994249372108
1118 => 0.026992493195695
1119 => 0.028290352164887
1120 => 0.027687366370787
1121 => 0.028995672039495
1122 => 0.029819181107643
1123 => 0.031243354888578
1124 => 0.031065041317001
1125 => 0.031619461718849
1126 => 0.030745822808713
1127 => 0.028739771279487
1128 => 0.02842230594613
1129 => 0.029057879583013
1130 => 0.030620375350921
1201 => 0.029008671030831
1202 => 0.029334716715697
1203 => 0.029240815536521
1204 => 0.029235811941737
1205 => 0.02942677880355
1206 => 0.029149771410329
1207 => 0.028021193457668
1208 => 0.028538414082621
1209 => 0.028338690360352
1210 => 0.028560298720599
1211 => 0.029756227642613
1212 => 0.029227478958806
1213 => 0.02867048517247
1214 => 0.029369078987351
1215 => 0.030258628976574
1216 => 0.030202962536923
1217 => 0.030094946377235
1218 => 0.030703827813858
1219 => 0.031709521561638
1220 => 0.031981356540458
1221 => 0.032182019564401
1222 => 0.032209687605174
1223 => 0.032494685620719
1224 => 0.030962179462383
1225 => 0.033394306093212
1226 => 0.033814267176214
1227 => 0.033735331898213
1228 => 0.034202100967306
1229 => 0.03406476566639
1230 => 0.033865788362612
1231 => 0.034605716621753
]
'min_raw' => 0.012755969707555
'max_raw' => 0.034605716621753
'avg_raw' => 0.023680843164654
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.012755'
'max' => '$0.0346057'
'avg' => '$0.02368'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0043992042883493
'max_diff' => 0.015949826516858
'year' => 2032
]
7 => [
'items' => [
101 => 0.03375744858178
102 => 0.032553438893015
103 => 0.031892895365148
104 => 0.03276275236717
105 => 0.03329394368448
106 => 0.033645027355108
107 => 0.03375126506171
108 => 0.031081143552969
109 => 0.029642096151486
110 => 0.030564509037125
111 => 0.031689916419141
112 => 0.030955927767553
113 => 0.030984698733071
114 => 0.029938223804731
115 => 0.031782506229851
116 => 0.031513809793367
117 => 0.032907807381158
118 => 0.032575118669302
119 => 0.033711869587471
120 => 0.033412524974046
121 => 0.034655087728244
122 => 0.035150779651937
123 => 0.035983123540105
124 => 0.036595399092491
125 => 0.036954939007817
126 => 0.036933353579901
127 => 0.038358029846497
128 => 0.037517948026483
129 => 0.036462607268463
130 => 0.036443519483708
131 => 0.036990095416581
201 => 0.038135568626098
202 => 0.038432573163369
203 => 0.038598558181599
204 => 0.038344346348199
205 => 0.037432497741781
206 => 0.037038766136706
207 => 0.037374236871732
208 => 0.036963984990124
209 => 0.037672194834127
210 => 0.038644718215403
211 => 0.038443895982944
212 => 0.039115214597104
213 => 0.039809958737981
214 => 0.040803474062347
215 => 0.041063215757903
216 => 0.041492558903564
217 => 0.041934494032325
218 => 0.042076431685197
219 => 0.042347434705198
220 => 0.042346006385512
221 => 0.043162692226891
222 => 0.044063522000587
223 => 0.0444035643859
224 => 0.045185473100881
225 => 0.043846481827826
226 => 0.044862122089662
227 => 0.045778255028962
228 => 0.044686003571
301 => 0.046191417743851
302 => 0.046249869564841
303 => 0.04713242266459
304 => 0.046237786021278
305 => 0.045706553638261
306 => 0.047240201623014
307 => 0.047982285573377
308 => 0.047758763848248
309 => 0.046057752483389
310 => 0.045067690909231
311 => 0.042476508801046
312 => 0.045545875938929
313 => 0.047040875137124
314 => 0.046053880796631
315 => 0.046551663331944
316 => 0.04926740343808
317 => 0.050301381439347
318 => 0.050086321243135
319 => 0.050122662876103
320 => 0.050680578637558
321 => 0.053154684373672
322 => 0.051672142867271
323 => 0.052805490299144
324 => 0.053406613690422
325 => 0.053964970597211
326 => 0.052593822504649
327 => 0.050809978982393
328 => 0.050244960858237
329 => 0.045955743661001
330 => 0.045732471278759
331 => 0.045607141724761
401 => 0.04481695661502
402 => 0.044196087568681
403 => 0.043702349451642
404 => 0.042406633189851
405 => 0.042843899392055
406 => 0.040778798107761
407 => 0.042099976726757
408 => 0.038804025213408
409 => 0.041548991573453
410 => 0.040055031181986
411 => 0.04105818540492
412 => 0.041054685494339
413 => 0.039207560519581
414 => 0.038142177382656
415 => 0.038821080982837
416 => 0.039548919533666
417 => 0.039667008889795
418 => 0.040610670569474
419 => 0.040874026260333
420 => 0.04007604622213
421 => 0.038735723944246
422 => 0.039047050239902
423 => 0.038135868365211
424 => 0.03653905717792
425 => 0.037685914850281
426 => 0.038077502483397
427 => 0.038250449890437
428 => 0.03668016948274
429 => 0.036186753286195
430 => 0.035924062643318
501 => 0.038533020462349
502 => 0.038675945061065
503 => 0.037944722606533
504 => 0.041249917438376
505 => 0.040501850053631
506 => 0.04133762460335
507 => 0.039018800641739
508 => 0.039107382839783
509 => 0.038009614415554
510 => 0.03862429138021
511 => 0.038189857513555
512 => 0.038574631555822
513 => 0.038805263530274
514 => 0.039902851821506
515 => 0.041561524268658
516 => 0.03973890873214
517 => 0.038944769042544
518 => 0.039437448839558
519 => 0.040749520063592
520 => 0.042737375131693
521 => 0.041560524922066
522 => 0.042082791060886
523 => 0.042196882978215
524 => 0.041329117202998
525 => 0.042769370893593
526 => 0.043541214546984
527 => 0.044332966424822
528 => 0.045020422395965
529 => 0.044016723313816
530 => 0.045090825206328
531 => 0.044225288685471
601 => 0.043448812948743
602 => 0.04344999054192
603 => 0.042962895969769
604 => 0.042019088858362
605 => 0.041845036346419
606 => 0.042750479493953
607 => 0.043476559152491
608 => 0.043536362550855
609 => 0.043938357557141
610 => 0.044176254060983
611 => 0.046507963203251
612 => 0.047445795909181
613 => 0.048592559989727
614 => 0.049039289227182
615 => 0.050383784070626
616 => 0.049297995290013
617 => 0.049063078057395
618 => 0.045801773348112
619 => 0.046335811811555
620 => 0.047190858918575
621 => 0.045815872759973
622 => 0.046687984999419
623 => 0.046860158429349
624 => 0.045769151256449
625 => 0.046351905327132
626 => 0.044804283289937
627 => 0.041595258199906
628 => 0.042772943455867
629 => 0.043640116208825
630 => 0.042402553768725
701 => 0.044620836542324
702 => 0.043324961540639
703 => 0.042914231378074
704 => 0.041311826578035
705 => 0.042068099961437
706 => 0.043090970541279
707 => 0.042458955444405
708 => 0.043770481667963
709 => 0.045627952571789
710 => 0.04695169695216
711 => 0.047053317608685
712 => 0.046202238656092
713 => 0.047566098109136
714 => 0.047576032336292
715 => 0.046037593301729
716 => 0.045095307959124
717 => 0.044881218746699
718 => 0.045416055574
719 => 0.046065446218668
720 => 0.047089354269935
721 => 0.047708080461055
722 => 0.049321390220481
723 => 0.049757905584166
724 => 0.050237503625666
725 => 0.05087839451167
726 => 0.051647948341367
727 => 0.049964208372713
728 => 0.050031106500552
729 => 0.048463231154708
730 => 0.046787731491605
731 => 0.048059226881918
801 => 0.04972153796481
802 => 0.049340201965704
803 => 0.049297293875817
804 => 0.049369453381295
805 => 0.049081938491239
806 => 0.047781519299313
807 => 0.047128456922182
808 => 0.047971074002662
809 => 0.048418887480365
810 => 0.049113407130844
811 => 0.049027792924391
812 => 0.050816800958058
813 => 0.051511955383146
814 => 0.051334105133874
815 => 0.051366833859945
816 => 0.052625377741664
817 => 0.054025137377426
818 => 0.05533619699087
819 => 0.056669863140985
820 => 0.055062076543145
821 => 0.054245741663254
822 => 0.055087990883475
823 => 0.05464108159171
824 => 0.057209154944102
825 => 0.057386962771152
826 => 0.059954850422611
827 => 0.06239208158222
828 => 0.060861300358401
829 => 0.062304758104561
830 => 0.06386597534387
831 => 0.066877816696865
901 => 0.065863534487033
902 => 0.06508661021013
903 => 0.064352420522527
904 => 0.065880152713097
905 => 0.067845555770148
906 => 0.068268884764241
907 => 0.068954839458792
908 => 0.068233641972021
909 => 0.06910224490754
910 => 0.072168794953393
911 => 0.071340186061817
912 => 0.070163428230254
913 => 0.072584174976858
914 => 0.073460233814039
915 => 0.079608873528952
916 => 0.087371785156667
917 => 0.084157888768767
918 => 0.082162919569009
919 => 0.082631784652254
920 => 0.085466537187553
921 => 0.086376969731343
922 => 0.083902100232404
923 => 0.08477626597867
924 => 0.089593005186671
925 => 0.092177031232268
926 => 0.088667576781348
927 => 0.078985131138243
928 => 0.070057474062708
929 => 0.072425490736777
930 => 0.072157031134051
1001 => 0.077332016512594
1002 => 0.071320424013793
1003 => 0.071421643813884
1004 => 0.076703642409651
1005 => 0.075294495740681
1006 => 0.073011858606819
1007 => 0.070074139839903
1008 => 0.06464349499316
1009 => 0.059833421407666
1010 => 0.06926708340261
1011 => 0.068860286743387
1012 => 0.068271184896944
1013 => 0.069582167308724
1014 => 0.075947925771479
1015 => 0.075801174434963
1016 => 0.074867617305239
1017 => 0.075575712160139
1018 => 0.072887726155167
1019 => 0.073580481352952
1020 => 0.070056059876214
1021 => 0.071649245576542
1022 => 0.073006961092715
1023 => 0.073279542583908
1024 => 0.073893682601922
1025 => 0.068645923388959
1026 => 0.071002013209464
1027 => 0.072385995243249
1028 => 0.066133114064911
1029 => 0.072262395886899
1030 => 0.068554571576272
1031 => 0.067296080315593
1101 => 0.068990473004481
1102 => 0.068330166525771
1103 => 0.067762473789873
1104 => 0.067445691489042
1105 => 0.068689866476465
1106 => 0.068631824226191
1107 => 0.066596112462808
1108 => 0.063940609453703
1109 => 0.064831883427474
1110 => 0.064508075237065
1111 => 0.063334552582935
1112 => 0.064125365160153
1113 => 0.060643026791171
1114 => 0.054651844623537
1115 => 0.058609803078349
1116 => 0.058457425983269
1117 => 0.058380590542179
1118 => 0.061354886931033
1119 => 0.061068976961938
1120 => 0.060550047568391
1121 => 0.063325022037673
1122 => 0.062312119027711
1123 => 0.06543364743445
1124 => 0.067489687930927
1125 => 0.066968209555078
1126 => 0.068901925579721
1127 => 0.064852416579709
1128 => 0.066197501031411
1129 => 0.066474721072701
1130 => 0.06329077928347
1201 => 0.06111575536879
1202 => 0.060970706070769
1203 => 0.057199514339471
1204 => 0.059214054522334
1205 => 0.060986766515917
1206 => 0.060137775038999
1207 => 0.059869009700305
1208 => 0.0612420735276
1209 => 0.061348772346477
1210 => 0.058916027968643
1211 => 0.05942187255979
1212 => 0.061531328594538
1213 => 0.059368719680021
1214 => 0.055167123819274
1215 => 0.054125069954202
1216 => 0.053986040759738
1217 => 0.051159908031326
1218 => 0.05419470497624
1219 => 0.052869934782284
1220 => 0.057054867951809
1221 => 0.054664456569623
1222 => 0.054561410712591
1223 => 0.054405641786148
1224 => 0.051973072600731
1225 => 0.052505650654501
1226 => 0.054276021219159
1227 => 0.054907709381281
1228 => 0.054841819130703
1229 => 0.05426734543757
1230 => 0.054530336552505
1231 => 0.05368315053912
]
'min_raw' => 0.029642096151486
'max_raw' => 0.092177031232268
'avg_raw' => 0.060909563691877
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.029642'
'max' => '$0.092177'
'avg' => '$0.0609095'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.01688612644393
'max_diff' => 0.057571314610515
'year' => 2033
]
8 => [
'items' => [
101 => 0.053383991525142
102 => 0.052439763386858
103 => 0.051052008873261
104 => 0.05124498464997
105 => 0.048495479832813
106 => 0.04699740368116
107 => 0.046582755946709
108 => 0.046028271666879
109 => 0.046645386421542
110 => 0.048487690831123
111 => 0.046265480846485
112 => 0.042455657697729
113 => 0.042684634560592
114 => 0.043199077587604
115 => 0.042240416410148
116 => 0.041333124060019
117 => 0.042121941147501
118 => 0.040507668855362
119 => 0.043394154681832
120 => 0.043316083329509
121 => 0.044391986746531
122 => 0.045064771232956
123 => 0.043514220808311
124 => 0.043124261569647
125 => 0.043346400074649
126 => 0.039674945406598
127 => 0.044091950572023
128 => 0.044130149016114
129 => 0.043803070746861
130 => 0.046154989637715
131 => 0.051118272079316
201 => 0.049250885577212
202 => 0.048527777081541
203 => 0.047153147302683
204 => 0.048984759865572
205 => 0.048844120598349
206 => 0.048208096496109
207 => 0.047823427134558
208 => 0.048532192227822
209 => 0.047735603295947
210 => 0.047592514034982
211 => 0.046725548796187
212 => 0.046416081650343
213 => 0.046186964495801
214 => 0.045934729021238
215 => 0.046491097624961
216 => 0.045230293172539
217 => 0.043709886601103
218 => 0.043583481245716
219 => 0.043932497545614
220 => 0.043778083814117
221 => 0.043582741972176
222 => 0.043209781197728
223 => 0.043099131702995
224 => 0.043458688881373
225 => 0.04305276979047
226 => 0.043651725520655
227 => 0.043488842703777
228 => 0.042578992529377
301 => 0.041444982342396
302 => 0.041434887273065
303 => 0.041190566638429
304 => 0.040879387576367
305 => 0.040792824680114
306 => 0.042055509172583
307 => 0.044669228283026
308 => 0.044156092680649
309 => 0.044526885741618
310 => 0.046350820614207
311 => 0.046930594662568
312 => 0.046519084775743
313 => 0.045955784661831
314 => 0.045980567008047
315 => 0.047905534019823
316 => 0.048025591851134
317 => 0.048328939258735
318 => 0.048718826403469
319 => 0.046585484242411
320 => 0.045880086784109
321 => 0.045545830334405
322 => 0.044516449842842
323 => 0.045626548450579
324 => 0.044979741531013
325 => 0.045067017882533
326 => 0.04501017904411
327 => 0.045041216893315
328 => 0.043393347850217
329 => 0.043993744720075
330 => 0.042995468475048
331 => 0.041658888644725
401 => 0.041654407960468
402 => 0.041981533980409
403 => 0.041786946623306
404 => 0.04126331704864
405 => 0.04133769615826
406 => 0.040686056892617
407 => 0.041416816963418
408 => 0.041437772547464
409 => 0.041156390115435
410 => 0.042282226829962
411 => 0.042743483050498
412 => 0.042558271105941
413 => 0.042730488086731
414 => 0.044177415781596
415 => 0.04441332812974
416 => 0.044518104811291
417 => 0.044377717938263
418 => 0.042756935268831
419 => 0.04282882387232
420 => 0.042301352998753
421 => 0.041855695694099
422 => 0.041873519649121
423 => 0.042102645435107
424 => 0.043103251180558
425 => 0.045208966982929
426 => 0.045288877358371
427 => 0.045385731064556
428 => 0.044991778366727
429 => 0.044872958463442
430 => 0.045029712585894
501 => 0.045820508727988
502 => 0.04785465110451
503 => 0.047135649332846
504 => 0.046551089700553
505 => 0.047063906094219
506 => 0.046984962030002
507 => 0.046318594681512
508 => 0.046299891969445
509 => 0.045020919977163
510 => 0.0445481131524
511 => 0.04415300038065
512 => 0.043721547548579
513 => 0.043465767847298
514 => 0.043858761718261
515 => 0.043948644066317
516 => 0.043089356099099
517 => 0.042972238324345
518 => 0.043673951427395
519 => 0.043365153653244
520 => 0.043682759821774
521 => 0.043756447177249
522 => 0.043744581815854
523 => 0.043422161474442
524 => 0.043627662585345
525 => 0.043141591195229
526 => 0.042613061564041
527 => 0.042275892587902
528 => 0.041981667937246
529 => 0.042144920873867
530 => 0.041562953963622
531 => 0.041376771036355
601 => 0.043558043432892
602 => 0.045169372804844
603 => 0.045145943437619
604 => 0.045003323190183
605 => 0.044791418431954
606 => 0.04580500657505
607 => 0.04545189273333
608 => 0.04570881255683
609 => 0.045774209434802
610 => 0.045972146088143
611 => 0.046042891428482
612 => 0.045829049874179
613 => 0.045111371499391
614 => 0.043322985224232
615 => 0.042490486585489
616 => 0.042215748168342
617 => 0.042225734388003
618 => 0.041950269869312
619 => 0.04203140651552
620 => 0.041922053854925
621 => 0.041714966371007
622 => 0.042132133805293
623 => 0.04218020846591
624 => 0.042082836601969
625 => 0.04210577120084
626 => 0.041299573755468
627 => 0.041360867196271
628 => 0.041019577529087
629 => 0.040955589830798
630 => 0.040092839271648
701 => 0.038564351598421
702 => 0.039411282143277
703 => 0.038388309141546
704 => 0.038000893765221
705 => 0.039834857901295
706 => 0.03965077876828
707 => 0.039335715309834
708 => 0.038869670789815
709 => 0.03869681034395
710 => 0.037646564995842
711 => 0.037584510897835
712 => 0.038105040851367
713 => 0.037864834188154
714 => 0.037527493059626
715 => 0.036305677687818
716 => 0.034931952680739
717 => 0.034973416803775
718 => 0.035410373169465
719 => 0.036680882734301
720 => 0.036184472667281
721 => 0.035824321468009
722 => 0.03575687597449
723 => 0.036601097532578
724 => 0.037795847907157
725 => 0.038356398051876
726 => 0.03780090988262
727 => 0.037162794983386
728 => 0.037201634080563
729 => 0.037460013193857
730 => 0.03748716518538
731 => 0.03707181798525
801 => 0.037188735789177
802 => 0.037011126953824
803 => 0.035921141859108
804 => 0.035901427485124
805 => 0.035633927564497
806 => 0.035625827773211
807 => 0.035170743677242
808 => 0.035107074266368
809 => 0.03420347717219
810 => 0.034798227515922
811 => 0.034399300211141
812 => 0.033798022665398
813 => 0.033694362189877
814 => 0.033691246030809
815 => 0.034308623627088
816 => 0.034791013099254
817 => 0.034406239722403
818 => 0.034318634283013
819 => 0.035254031181184
820 => 0.03513499339956
821 => 0.035031907448384
822 => 0.03768887111525
823 => 0.035585677047465
824 => 0.034668564387791
825 => 0.033533463316473
826 => 0.033903057948971
827 => 0.033980936968513
828 => 0.031251223509341
829 => 0.030143779098919
830 => 0.029763745910424
831 => 0.029545031437565
901 => 0.02964470236929
902 => 0.028647872509637
903 => 0.029317758661368
904 => 0.028454588262839
905 => 0.028309874936526
906 => 0.02985333053539
907 => 0.030068093365235
908 => 0.029151848411534
909 => 0.029740225998394
910 => 0.029526872106338
911 => 0.028469384841872
912 => 0.028428996606719
913 => 0.027898386669885
914 => 0.027068084865069
915 => 0.026688614660296
916 => 0.026490983282939
917 => 0.026572529840995
918 => 0.026531297405876
919 => 0.02626222787603
920 => 0.026546720156365
921 => 0.025819959940435
922 => 0.025530558166547
923 => 0.025399842099352
924 => 0.024754800576957
925 => 0.025781348490354
926 => 0.025983591361404
927 => 0.026186232713385
928 => 0.027950087333254
929 => 0.027861970141046
930 => 0.028658506643787
1001 => 0.028627554700027
1002 => 0.02840036958641
1003 => 0.027441912962195
1004 => 0.02782393668976
1005 => 0.026648127035983
1006 => 0.027529123575878
1007 => 0.027127073546365
1008 => 0.027393190056474
1009 => 0.02691468857654
1010 => 0.027179511052377
1011 => 0.026031550648845
1012 => 0.024959601376266
1013 => 0.025390985055702
1014 => 0.025859948449956
1015 => 0.026876780578351
1016 => 0.026271163751362
1017 => 0.026488966463255
1018 => 0.025759363838148
1019 => 0.024253985221865
1020 => 0.024262505501349
1021 => 0.02403093579769
1022 => 0.023830825763998
1023 => 0.026340726129152
1024 => 0.026028580343092
1025 => 0.025531216885636
1026 => 0.026196957637879
1027 => 0.026372990059498
1028 => 0.02637800145507
1029 => 0.02686370872265
1030 => 0.027122930778426
1031 => 0.027168619789289
1101 => 0.027932890669227
1102 => 0.028189064187206
1103 => 0.029244206652727
1104 => 0.027100937598077
1105 => 0.027056798382314
1106 => 0.026206325975527
1107 => 0.025666942929706
1108 => 0.026243257994137
1109 => 0.026753794466371
1110 => 0.026222189766834
1111 => 0.026291606117806
1112 => 0.025577970242378
1113 => 0.025833061488154
1114 => 0.026052780433519
1115 => 0.025931464546371
1116 => 0.025749848791556
1117 => 0.026711936297729
1118 => 0.026657651550179
1119 => 0.027553569554223
1120 => 0.028252001706087
1121 => 0.029503716981908
1122 => 0.028197486838196
1123 => 0.028149882619964
1124 => 0.028615221489134
1125 => 0.02818899294625
1126 => 0.028458354672443
1127 => 0.029460318643502
1128 => 0.029481488563337
1129 => 0.02912686513021
1130 => 0.029105286262076
1201 => 0.029173395571564
1202 => 0.029572313924585
1203 => 0.029432919594517
1204 => 0.029594230242305
1205 => 0.02979595167744
1206 => 0.030630357061276
1207 => 0.030831529374453
1208 => 0.030342784949319
1209 => 0.030386913098669
1210 => 0.030204109267335
1211 => 0.030027523056791
1212 => 0.030424463069748
1213 => 0.031149878745304
1214 => 0.031145365972035
1215 => 0.031313648308698
1216 => 0.031418486810313
1217 => 0.030968443214908
1218 => 0.030675481382861
1219 => 0.030787821590914
1220 => 0.030967456030041
1221 => 0.030729568563357
1222 => 0.02926121691879
1223 => 0.029706621009085
1224 => 0.029632483989313
1225 => 0.029526903857787
1226 => 0.029974761114787
1227 => 0.029931564189795
1228 => 0.028637648578632
1229 => 0.028720480857959
1230 => 0.028642685883887
1231 => 0.02889405736047
]
'min_raw' => 0.023830825763998
'max_raw' => 0.053383991525142
'avg_raw' => 0.03860740864457
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.02383'
'max' => '$0.053383'
'avg' => '$0.0386074'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0058112703874879
'max_diff' => -0.038793039707126
'year' => 2034
]
9 => [
'items' => [
101 => 0.028175418061583
102 => 0.028396466669811
103 => 0.02853510628469
104 => 0.028616766082933
105 => 0.028911777268835
106 => 0.028877161111176
107 => 0.028909625479872
108 => 0.029347049188499
109 => 0.031559388201047
110 => 0.031679800932249
111 => 0.031086844604923
112 => 0.031323718962143
113 => 0.030868971995007
114 => 0.031174246680585
115 => 0.031383107867322
116 => 0.030439304326157
117 => 0.030383418405683
118 => 0.029926794536051
119 => 0.030172158339094
120 => 0.029781766886172
121 => 0.029877555293405
122 => 0.029609722556097
123 => 0.030091768158286
124 => 0.030630770043848
125 => 0.03076694320597
126 => 0.030408730242659
127 => 0.030149360449837
128 => 0.029693992535362
129 => 0.030451279525669
130 => 0.030672733319538
131 => 0.030450116323166
201 => 0.030398531100829
202 => 0.030300777197713
203 => 0.030419270053487
204 => 0.030671527234617
205 => 0.030552567406455
206 => 0.030631142468758
207 => 0.03033169535751
208 => 0.030968592198064
209 => 0.031980137658436
210 => 0.031983389942496
211 => 0.031864429473096
212 => 0.031815753412057
213 => 0.031937814072786
214 => 0.032004026974041
215 => 0.032398748768741
216 => 0.032822300980865
217 => 0.034798834344538
218 => 0.034243831685245
219 => 0.035997529669991
220 => 0.037384477086743
221 => 0.037800361973166
222 => 0.037417767446552
223 => 0.036108932238357
224 => 0.036044714538915
225 => 0.03800066691593
226 => 0.037448020781129
227 => 0.0373822852819
228 => 0.036682970631981
301 => 0.037096352201887
302 => 0.037005939588607
303 => 0.036863218855407
304 => 0.03765192209438
305 => 0.039128304149713
306 => 0.038898196160966
307 => 0.038726431221769
308 => 0.037973807258229
309 => 0.038427054988928
310 => 0.038265662153415
311 => 0.038959108197205
312 => 0.038548326122574
313 => 0.037443833943116
314 => 0.037619727963148
315 => 0.03759314193587
316 => 0.038140280493351
317 => 0.037976043079209
318 => 0.037561071944843
319 => 0.039123258036351
320 => 0.039021818360904
321 => 0.03916563662835
322 => 0.039228949877407
323 => 0.040179825022501
324 => 0.040569368144836
325 => 0.040657801253518
326 => 0.041027837091389
327 => 0.040648594424777
328 => 0.042165835486665
329 => 0.043174712259351
330 => 0.044346574547149
331 => 0.046058980316512
401 => 0.046702860726431
402 => 0.046586549493529
403 => 0.047884876004442
404 => 0.050217939884377
405 => 0.047058128408513
406 => 0.050385417565219
407 => 0.049332036233607
408 => 0.046834488045874
409 => 0.046673675386743
410 => 0.048365044016606
411 => 0.052116336849445
412 => 0.05117668054163
413 => 0.052117873790542
414 => 0.051019921871263
415 => 0.050965399304206
416 => 0.052064548716497
417 => 0.054632771229832
418 => 0.053412704982128
419 => 0.051663440843527
420 => 0.052955070261905
421 => 0.051836141325046
422 => 0.049314881261813
423 => 0.05117596200416
424 => 0.049931510312281
425 => 0.050294707474662
426 => 0.052910359832774
427 => 0.052595637620888
428 => 0.053002917305561
429 => 0.052284079322479
430 => 0.051612571295935
501 => 0.050359151697551
502 => 0.049988075947309
503 => 0.050090627934769
504 => 0.049988025127637
505 => 0.049286748381861
506 => 0.04913530773538
507 => 0.048882900023145
508 => 0.048961131727513
509 => 0.04848653138403
510 => 0.049382200289617
511 => 0.049548444331102
512 => 0.050200237468
513 => 0.050267908793713
514 => 0.052083143402281
515 => 0.05108334268366
516 => 0.051754095324352
517 => 0.0516940968948
518 => 0.046888617488331
519 => 0.047550770151438
520 => 0.048580871900281
521 => 0.048116812458697
522 => 0.047460740981484
523 => 0.046930928087306
524 => 0.046128207376478
525 => 0.047258021362083
526 => 0.048743606610831
527 => 0.050305585687211
528 => 0.052182201202557
529 => 0.051763362465744
530 => 0.050270503665498
531 => 0.050337472220743
601 => 0.050751445478112
602 => 0.050215312496382
603 => 0.050057196413511
604 => 0.050729722756363
605 => 0.050734354075673
606 => 0.050117468286357
607 => 0.04943191262044
608 => 0.049429040117168
609 => 0.0493070521081
610 => 0.051041623267078
611 => 0.051995462019592
612 => 0.052104818095379
613 => 0.051988101484388
614 => 0.052033021075642
615 => 0.051478003321957
616 => 0.052746609321478
617 => 0.053910807638769
618 => 0.053598777620266
619 => 0.053131000264848
620 => 0.052758393070049
621 => 0.053511003206798
622 => 0.053477490662126
623 => 0.053900639382092
624 => 0.053881442911929
625 => 0.053739153912833
626 => 0.053598782701854
627 => 0.054155338686543
628 => 0.053995059500968
629 => 0.053834531357548
630 => 0.053512567590289
701 => 0.053556327813512
702 => 0.05308863122645
703 => 0.052872253384936
704 => 0.049618449811594
705 => 0.048748927175699
706 => 0.049022496697717
707 => 0.049112562887595
708 => 0.048734145522129
709 => 0.049276698816762
710 => 0.049192142460499
711 => 0.049521101778902
712 => 0.049315582278517
713 => 0.049324016870501
714 => 0.049928405899755
715 => 0.050103862606202
716 => 0.050014623909194
717 => 0.050077123633655
718 => 0.051517403404375
719 => 0.051312641678533
720 => 0.051203866092732
721 => 0.051233997673384
722 => 0.05160202003475
723 => 0.051705046202656
724 => 0.051268517089717
725 => 0.051474386742924
726 => 0.05235095359753
727 => 0.052657702387256
728 => 0.053636697276286
729 => 0.053220802847179
730 => 0.053984195071294
731 => 0.056330602508636
801 => 0.058205075128629
802 => 0.056481232641426
803 => 0.059923462895394
804 => 0.062603732906712
805 => 0.062500859679454
806 => 0.062033492607219
807 => 0.058982076457999
808 => 0.056174117823435
809 => 0.058523094453469
810 => 0.05852908247797
811 => 0.058327303302246
812 => 0.057074070171473
813 => 0.058283693505836
814 => 0.058379709013411
815 => 0.058325965861753
816 => 0.057365114958749
817 => 0.055898073224793
818 => 0.056184729668007
819 => 0.056654278769623
820 => 0.055765324362059
821 => 0.055481249565196
822 => 0.056009398660006
823 => 0.057711205087721
824 => 0.057389488440455
825 => 0.057381087118636
826 => 0.05875752736473
827 => 0.057772293202923
828 => 0.056188345323757
829 => 0.055788377594561
830 => 0.054368761606464
831 => 0.055349295425941
901 => 0.055384583092494
902 => 0.054847554740379
903 => 0.056231922214799
904 => 0.056219165024809
905 => 0.057533415905864
906 => 0.060045769980353
907 => 0.059302743255091
908 => 0.058438684014689
909 => 0.058532631211885
910 => 0.05956300008368
911 => 0.058940015542759
912 => 0.059164045127277
913 => 0.059562660988072
914 => 0.059803155833965
915 => 0.058498027704566
916 => 0.058193739906108
917 => 0.057571273860968
918 => 0.05740888408867
919 => 0.057915869694257
920 => 0.057782296899251
921 => 0.055381617300761
922 => 0.055130732925463
923 => 0.055138427191073
924 => 0.054507566500486
925 => 0.053545352523427
926 => 0.056073993404328
927 => 0.055870908153285
928 => 0.055646717753684
929 => 0.055674179798422
930 => 0.05677177710123
1001 => 0.056135115235609
1002 => 0.05782778515219
1003 => 0.057479823103657
1004 => 0.057122937141559
1005 => 0.057073604630584
1006 => 0.056936233983256
1007 => 0.056465138920201
1008 => 0.055896263323138
1009 => 0.055520642378796
1010 => 0.051214857784388
1011 => 0.052013986359513
1012 => 0.052933310942334
1013 => 0.053250658104361
1014 => 0.052707813823958
1015 => 0.056486573721066
1016 => 0.057176989567304
1017 => 0.055085674934338
1018 => 0.054694475354324
1019 => 0.056512220700405
1020 => 0.055415898046387
1021 => 0.055909572070362
1022 => 0.054842518855781
1023 => 0.057010688607682
1024 => 0.05699417078685
1025 => 0.056150703783026
1026 => 0.056863596318845
1027 => 0.056739713697323
1028 => 0.055787441527373
1029 => 0.057040877334006
1030 => 0.057041499022528
1031 => 0.056229680369902
1101 => 0.055281653913588
1102 => 0.055112169174585
1103 => 0.054984485190817
1104 => 0.055878169637526
1105 => 0.056679444317966
1106 => 0.058170417845427
1107 => 0.058545284014888
1108 => 0.060008411630548
1109 => 0.059137190373813
1110 => 0.059523391472719
1111 => 0.059942667397063
1112 => 0.060143683693555
1113 => 0.059816138425551
1114 => 0.062088977860023
1115 => 0.062280875146294
1116 => 0.062345216646475
1117 => 0.061578827977158
1118 => 0.062259560491013
1119 => 0.061941068291272
1120 => 0.062769696515318
1121 => 0.062899636001304
1122 => 0.062789581879405
1123 => 0.062830826723213
1124 => 0.060891359222241
1125 => 0.06079078760081
1126 => 0.059419486406355
1127 => 0.059978301779242
1128 => 0.058933623224348
1129 => 0.059264901555486
1130 => 0.059410925887316
1201 => 0.059334651063176
1202 => 0.060009896361985
1203 => 0.059435799914497
1204 => 0.05792066499938
1205 => 0.056405117286769
1206 => 0.056386090819775
1207 => 0.055987073858684
1208 => 0.055698657679417
1209 => 0.055754216867657
1210 => 0.055950014693716
1211 => 0.055687277553825
1212 => 0.055743345843732
1213 => 0.056674453037246
1214 => 0.056861179944552
1215 => 0.056226608954612
1216 => 0.053678714861847
1217 => 0.053053455260574
1218 => 0.053502879462532
1219 => 0.053288083640622
1220 => 0.043007642462388
1221 => 0.045422879625275
1222 => 0.043987827716792
1223 => 0.044649165659784
1224 => 0.043184349266113
1225 => 0.043883436426778
1226 => 0.043754340554779
1227 => 0.047637970440637
1228 => 0.047577332901728
1229 => 0.047606356882736
1230 => 0.046220966647607
1231 => 0.048427930909612
]
'min_raw' => 0.028175418061583
'max_raw' => 0.062899636001304
'avg_raw' => 0.045537527031444
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.028175'
'max' => '$0.062899'
'avg' => '$0.045537'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0043445922975855
'max_diff' => 0.0095156444761621
'year' => 2035
]
10 => [
'items' => [
101 => 0.049515160864945
102 => 0.049313943535901
103 => 0.049364585602564
104 => 0.048494387112097
105 => 0.047614782306284
106 => 0.046639165206427
107 => 0.048451741188043
108 => 0.048250213680591
109 => 0.048712445275377
110 => 0.049888030365061
111 => 0.050061139735131
112 => 0.050293800484006
113 => 0.050210408167454
114 => 0.052197151472729
115 => 0.051956543749506
116 => 0.052536339134908
117 => 0.051343656037955
118 => 0.049994021903234
119 => 0.05025054322938
120 => 0.050225838162858
121 => 0.049911314310876
122 => 0.049627376240618
123 => 0.049154699352695
124 => 0.050650318969103
125 => 0.050589599543999
126 => 0.051572576457822
127 => 0.051398825740176
128 => 0.050238475923718
129 => 0.050279918044416
130 => 0.050558636222509
131 => 0.051523283019238
201 => 0.051809655866669
202 => 0.051676996553754
203 => 0.051990991307545
204 => 0.052239159958344
205 => 0.052022157469214
206 => 0.055094455097553
207 => 0.053818622922423
208 => 0.054440454647398
209 => 0.05458875784976
210 => 0.054208882315392
211 => 0.054291263716473
212 => 0.054416049091523
213 => 0.055173721453346
214 => 0.057162072965035
215 => 0.058042700314396
216 => 0.060692111144335
217 => 0.057969576471956
218 => 0.057808032531466
219 => 0.05828527142648
220 => 0.059840756052272
221 => 0.061101330242236
222 => 0.061519535425316
223 => 0.061574808144075
224 => 0.062359388869289
225 => 0.062809095909417
226 => 0.062264120132727
227 => 0.061802310223323
228 => 0.060148164449797
229 => 0.060339636327172
301 => 0.061658687688762
302 => 0.063521925428745
303 => 0.065120777246496
304 => 0.064560915065531
305 => 0.068832268305191
306 => 0.069255755531989
307 => 0.069197243290227
308 => 0.070162010216224
309 => 0.068247144339488
310 => 0.067428502078404
311 => 0.061902158767501
312 => 0.063454835821251
313 => 0.065711743104402
314 => 0.065413032962509
315 => 0.06377400656618
316 => 0.065119533898
317 => 0.06467466048357
318 => 0.064323770363795
319 => 0.065931266025883
320 => 0.064163758513135
321 => 0.065694110864889
322 => 0.063731418144296
323 => 0.064563472468815
324 => 0.064091158192279
325 => 0.064396803413858
326 => 0.062610007693862
327 => 0.063574119292358
328 => 0.06256989748166
329 => 0.062569421349768
330 => 0.062547253097638
331 => 0.063728715604523
401 => 0.063767243054456
402 => 0.062894140476778
403 => 0.062768312754909
404 => 0.063233563791638
405 => 0.062688876677068
406 => 0.062943732349755
407 => 0.062696595995768
408 => 0.062640960396997
409 => 0.062197646480377
410 => 0.062006654655927
411 => 0.062081547471547
412 => 0.061825899681943
413 => 0.061671862641523
414 => 0.062516611253243
415 => 0.062065296147062
416 => 0.062447440740451
417 => 0.062011938745792
418 => 0.060502299093118
419 => 0.059634089364716
420 => 0.056782520004486
421 => 0.057591221537686
422 => 0.058127391490861
423 => 0.057950187324535
424 => 0.058330890442711
425 => 0.058354262522225
426 => 0.058230492057697
427 => 0.058087181715752
428 => 0.058017426166852
429 => 0.058537326878702
430 => 0.058839146740985
501 => 0.05818120331869
502 => 0.058027056380453
503 => 0.058692273506445
504 => 0.059098055569016
505 => 0.062094122329799
506 => 0.061872164026992
507 => 0.062429235809921
508 => 0.062366518076126
509 => 0.062950418053129
510 => 0.063904847740988
511 => 0.061964225322834
512 => 0.062301050272951
513 => 0.062218468573606
514 => 0.063120073912968
515 => 0.063122888626424
516 => 0.06258233118695
517 => 0.062875376144431
518 => 0.062711806488433
519 => 0.063007398964587
520 => 0.061869199638537
521 => 0.063255403556641
522 => 0.064041291853199
523 => 0.064052203912959
524 => 0.064424708728332
525 => 0.064803195194776
526 => 0.065529667007889
527 => 0.064782934290201
528 => 0.063439634824045
529 => 0.06353661670667
530 => 0.062749040721157
531 => 0.062762280015761
601 => 0.062691607623584
602 => 0.062903700792476
603 => 0.061915742162075
604 => 0.062147614077926
605 => 0.061822992037894
606 => 0.062300344608034
607 => 0.06178679215177
608 => 0.06221842875021
609 => 0.062404708797117
610 => 0.063092086180526
611 => 0.061685265953351
612 => 0.058816664276784
613 => 0.059419679127632
614 => 0.058527772797434
615 => 0.058610322124021
616 => 0.058777084901354
617 => 0.058236552178632
618 => 0.058339668787983
619 => 0.058335984737077
620 => 0.05830423757665
621 => 0.058163624139106
622 => 0.057959706835146
623 => 0.058772050611686
624 => 0.058910083648878
625 => 0.059216913991879
626 => 0.060129832967641
627 => 0.06003861083385
628 => 0.060187397918832
629 => 0.05986259654772
630 => 0.058625388728074
701 => 0.058692575065067
702 => 0.057854760366174
703 => 0.059195489186364
704 => 0.058877986904987
705 => 0.058673291118709
706 => 0.05861743797693
707 => 0.059532619902254
708 => 0.05980645667803
709 => 0.059635819975869
710 => 0.059285839121469
711 => 0.059957905824469
712 => 0.060137722521974
713 => 0.060177976849161
714 => 0.061368750190869
715 => 0.06024452785112
716 => 0.060515139342107
717 => 0.062626372945327
718 => 0.060711775397529
719 => 0.061725980419218
720 => 0.061676340361074
721 => 0.062195173331343
722 => 0.061633780913912
723 => 0.061640740045749
724 => 0.062101428574559
725 => 0.06145447462146
726 => 0.061294279724539
727 => 0.06107297162178
728 => 0.061556189767759
729 => 0.061845857192197
730 => 0.064180363895885
731 => 0.065688561692907
801 => 0.06562308684895
802 => 0.066221404358949
803 => 0.065951856840734
804 => 0.065081416801376
805 => 0.066567151809706
806 => 0.066097003087277
807 => 0.066135761576723
808 => 0.06613431898381
809 => 0.066446926783111
810 => 0.066225415507222
811 => 0.06578879404478
812 => 0.06607864374782
813 => 0.066939393742682
814 => 0.06961118813777
815 => 0.071106359677829
816 => 0.069521176933666
817 => 0.070614614764147
818 => 0.069958941697594
819 => 0.069839786396817
820 => 0.07052654615878
821 => 0.071214508002795
822 => 0.071170687807472
823 => 0.070671262835949
824 => 0.070389150341975
825 => 0.072525400660963
826 => 0.074099353505919
827 => 0.073992020473806
828 => 0.074465753570978
829 => 0.075856648596286
830 => 0.075983814606136
831 => 0.075967794611773
901 => 0.075652600387958
902 => 0.077022117170917
903 => 0.078164592165616
904 => 0.075579642031982
905 => 0.076563957203387
906 => 0.077005847996486
907 => 0.077654674783844
908 => 0.078749354330114
909 => 0.079938466666773
910 => 0.08010662018913
911 => 0.079987307218131
912 => 0.079203055667049
913 => 0.080504196574882
914 => 0.081266374403181
915 => 0.081720233857804
916 => 0.082871145919715
917 => 0.077008576963586
918 => 0.072858759267856
919 => 0.072210705310573
920 => 0.07352854851617
921 => 0.073876053259884
922 => 0.073735974533427
923 => 0.069064977431963
924 => 0.072186113477519
925 => 0.075544193429965
926 => 0.07567319095715
927 => 0.077354315995485
928 => 0.07790175921961
929 => 0.079255285225566
930 => 0.079170621805368
1001 => 0.079500183848515
1002 => 0.079424423242015
1003 => 0.08193154514952
1004 => 0.084697272924705
1005 => 0.084601504566326
1006 => 0.084203898476038
1007 => 0.084794411322029
1008 => 0.087648938779421
1009 => 0.087386139634014
1010 => 0.087641426618599
1011 => 0.091007075364981
1012 => 0.095382897493229
1013 => 0.093349888789299
1014 => 0.097760932694332
1015 => 0.10053745101316
1016 => 0.10533915234822
1017 => 0.10473795569219
1018 => 0.10660722278542
1019 => 0.10366168820438
1020 => 0.096898145415543
1021 => 0.095827788879409
1022 => 0.097970669770494
1023 => 0.10323873334197
1024 => 0.097804759701182
1025 => 0.098904045491491
1026 => 0.098587451109929
1027 => 0.098570581140775
1028 => 0.099214439248257
1029 => 0.098280489481974
1030 => 0.094475410119779
1031 => 0.096219255567999
1101 => 0.095545873094105
1102 => 0.09629304115288
1103 => 0.10032519901054
1104 => 0.098542485907031
1105 => 0.096664542468336
1106 => 0.099019900289469
1107 => 0.10201908018453
1108 => 0.10183139689674
1109 => 0.1014672128729
1110 => 0.10352009914722
1111 => 0.10691086583316
1112 => 0.10782737644316
1113 => 0.10850392583823
1114 => 0.10859721056942
1115 => 0.10955810127676
1116 => 0.10439114976776
1117 => 0.11259123450926
1118 => 0.11400716262135
1119 => 0.11374102682048
1120 => 0.11531477132571
1121 => 0.11485173577022
1122 => 0.11418086989839
1123 => 0.11667558968422
1124 => 0.11381559476327
1125 => 0.10975619203633
1126 => 0.10752912341444
1127 => 0.11046190702824
1128 => 0.11225285564114
1129 => 0.11343655874854
1130 => 0.11379474659363
1201 => 0.10479224550498
1202 => 0.099940396719799
1203 => 0.10305037616454
1204 => 0.10684476572644
1205 => 0.10437007174216
1206 => 0.10446707506113
1207 => 0.10093881177769
1208 => 0.10715693873767
1209 => 0.10625100994228
1210 => 0.11095097013532
1211 => 0.10982928691571
1212 => 0.11366192200173
1213 => 0.11265266073799
1214 => 0.11684204781673
1215 => 0.11851330774557
1216 => 0.12131961327692
1217 => 0.12338394304951
1218 => 0.1245961569763
1219 => 0.12452338019904
1220 => 0.12932677569959
1221 => 0.12649438119077
1222 => 0.12293622614357
1223 => 0.1228718703446
1224 => 0.12471468926299
1225 => 0.12857673216327
1226 => 0.12957810369687
1227 => 0.13013773377454
1228 => 0.12928064082973
1229 => 0.12620627958995
1230 => 0.12487878599398
1231 => 0.12600984899894
]
'min_raw' => 0.046639165206427
'max_raw' => 0.13013773377454
'avg_raw' => 0.088388449490481
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.046639'
'max' => '$0.130137'
'avg' => '$0.088388'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.018463747144844
'max_diff' => 0.067238097773231
'year' => 2036
]
11 => [
'items' => [
101 => 0.12462665613722
102 => 0.12701443507191
103 => 0.1302933655513
104 => 0.1296162793736
105 => 0.13187967695121
106 => 0.13422205532766
107 => 0.13757176160879
108 => 0.13844749886994
109 => 0.13989505926132
110 => 0.14138507440286
111 => 0.14186362710929
112 => 0.14277733271205
113 => 0.14277251703251
114 => 0.1455260303659
115 => 0.14856324084184
116 => 0.14970971748493
117 => 0.15234597730861
118 => 0.14783147474612
119 => 0.15125577679864
120 => 0.15434458296585
121 => 0.15066198091677
122 => 0.15573758990519
123 => 0.15593466430064
124 => 0.15891025369433
125 => 0.15589392378987
126 => 0.15410283672107
127 => 0.15927363797754
128 => 0.16177562582684
129 => 0.16102200672478
130 => 0.15528692814734
131 => 0.15194886642617
201 => 0.14321251503787
202 => 0.15356110063961
203 => 0.15860159481384
204 => 0.15527387448512
205 => 0.15695218305699
206 => 0.16610849043175
207 => 0.16959461945306
208 => 0.16886952898651
209 => 0.16899205733935
210 => 0.17087310928153
211 => 0.17921472950739
212 => 0.17421623731081
213 => 0.17803739730516
214 => 0.18006412678795
215 => 0.18194666608243
216 => 0.17732374455785
217 => 0.17130939157859
218 => 0.16940439352469
219 => 0.15494299828063
220 => 0.15419021985552
221 => 0.15376766251398
222 => 0.15110349824753
223 => 0.1490101949101
224 => 0.14734552237681
225 => 0.14297692453616
226 => 0.14445119806585
227 => 0.13748856490508
228 => 0.14194301086077
301 => 0.13083048021753
302 => 0.14008532594785
303 => 0.13504833418304
304 => 0.13843053868365
305 => 0.13841873849077
306 => 0.13219102767623
307 => 0.12859901404741
308 => 0.13088798493495
309 => 0.13334194342514
310 => 0.13374008993406
311 => 0.13692171117146
312 => 0.13780963327009
313 => 0.13511918785811
314 => 0.13060019771991
315 => 0.13164985606182
316 => 0.12857774275461
317 => 0.12319398235086
318 => 0.12706069306427
319 => 0.1283809581091
320 => 0.12896406236674
321 => 0.12366975233871
322 => 0.12200616518284
323 => 0.12112048533991
324 => 0.12991676877839
325 => 0.13039864904164
326 => 0.12793328148386
327 => 0.13907697662075
328 => 0.13655481520469
329 => 0.13937268745098
330 => 0.13155461056929
331 => 0.13185327163461
401 => 0.12815206874857
402 => 0.13022449505029
403 => 0.12875977093765
404 => 0.13005706348522
405 => 0.1308346552893
406 => 0.13453525084436
407 => 0.14012758080474
408 => 0.13398250527242
409 => 0.13130500786388
410 => 0.13296611219732
411 => 0.13738985193504
412 => 0.14409204408475
413 => 0.14012421143793
414 => 0.14188506818842
415 => 0.14226973705334
416 => 0.13934400415673
417 => 0.14419992002987
418 => 0.14680224479568
419 => 0.14947169153016
420 => 0.15178949733351
421 => 0.14840545580202
422 => 0.15202686532402
423 => 0.14910864851412
424 => 0.14649070635593
425 => 0.14649467669355
426 => 0.14485240333569
427 => 0.14167029176507
428 => 0.1410834615691
429 => 0.14413622635703
430 => 0.14658425461905
501 => 0.14678588595197
502 => 0.14814124018206
503 => 0.14894332485417
504 => 0.15680484502206
505 => 0.15996681346749
506 => 0.16383320862956
507 => 0.16533938744328
508 => 0.16987244567759
509 => 0.1662116329964
510 => 0.16541959314523
511 => 0.15442387662086
512 => 0.15622442458573
513 => 0.15910727560453
514 => 0.15447141377234
515 => 0.15741180107656
516 => 0.15799229581633
517 => 0.15431388896121
518 => 0.15627868499711
519 => 0.15106076924719
520 => 0.14024131710917
521 => 0.144211965173
522 => 0.14713569865367
523 => 0.14296317048302
524 => 0.15044226572977
525 => 0.14607313268648
526 => 0.14468832726713
527 => 0.13928570760747
528 => 0.14183553612093
529 => 0.14528421569541
530 => 0.14315333267042
531 => 0.14757523490098
601 => 0.1538378277377
602 => 0.15830092433701
603 => 0.15864354547541
604 => 0.15577407336631
605 => 0.16037242073387
606 => 0.16040591467431
607 => 0.1552189600589
608 => 0.15204197923805
609 => 0.15132016251112
610 => 0.15312340221548
611 => 0.15531286811299
612 => 0.15876504559481
613 => 0.16085112414626
614 => 0.16629051063785
615 => 0.16776225266304
616 => 0.16937925094443
617 => 0.17154005931216
618 => 0.17413466377752
619 => 0.16845781691823
620 => 0.16868336862692
621 => 0.16339716743284
622 => 0.15774810333904
623 => 0.16203503882046
624 => 0.16763963669528
625 => 0.16635393575027
626 => 0.16620926812947
627 => 0.1664525589402
628 => 0.16548318241473
629 => 0.16109872831678
630 => 0.15889688291693
701 => 0.16173782523341
702 => 0.16324765963882
703 => 0.16558928113022
704 => 0.16530062685578
705 => 0.17133239234584
706 => 0.17367615402415
707 => 0.17307651949162
708 => 0.17318686667662
709 => 0.17743013524256
710 => 0.18214952258263
711 => 0.18656985160462
712 => 0.19106640014333
713 => 0.18564563537663
714 => 0.1828933053344
715 => 0.18573300738434
716 => 0.18422622150494
717 => 0.19288466010969
718 => 0.19348415161273
719 => 0.20214196411382
720 => 0.21035925913048
721 => 0.20519812335865
722 => 0.21006484192883
723 => 0.21532859485186
724 => 0.22548322825354
725 => 0.22206350496816
726 => 0.21944405052546
727 => 0.21696867873422
728 => 0.22211953447759
729 => 0.22874602810449
730 => 0.23017331136396
731 => 0.23248605550847
801 => 0.23005448782942
802 => 0.23298304327044
803 => 0.24332213084972
804 => 0.24052841812015
805 => 0.23656089693243
806 => 0.24472261359974
807 => 0.24767630713377
808 => 0.26840687521692
809 => 0.29458007375894
810 => 0.28374419770006
811 => 0.27701801975877
812 => 0.27859883112205
813 => 0.28815639721091
814 => 0.29122598409667
815 => 0.28288178879113
816 => 0.28582909963696
817 => 0.30206907217073
818 => 0.3107812963944
819 => 0.29894892569084
820 => 0.26630388419834
821 => 0.23620366505906
822 => 0.24418759860533
823 => 0.24328246831149
824 => 0.26073029282119
825 => 0.24046178899549
826 => 0.24080305861844
827 => 0.25861168566144
828 => 0.25386064928353
829 => 0.24616457881808
830 => 0.23625985489044
831 => 0.21795005663413
901 => 0.20173255771203
902 => 0.23353880776523
903 => 0.23216726442702
904 => 0.23018106642196
905 => 0.23460113515315
906 => 0.25606373425339
907 => 0.25556895187647
908 => 0.25242139883473
909 => 0.25480879007563
910 => 0.24574605759068
911 => 0.24808173010663
912 => 0.23619889703056
913 => 0.24157043385189
914 => 0.24614806650734
915 => 0.24706709403593
916 => 0.24913770998455
917 => 0.2314445234112
918 => 0.23938824473797
919 => 0.24405443679141
920 => 0.22297241133642
921 => 0.24363771293205
922 => 0.23113652439674
923 => 0.22689343324631
924 => 0.23260619649562
925 => 0.23037992710152
926 => 0.2284659114074
927 => 0.22739785776311
928 => 0.23159268059873
929 => 0.23139698709955
930 => 0.22453344276045
1001 => 0.21558022896395
1002 => 0.21858522139328
1003 => 0.21749347947175
1004 => 0.21353686591062
1005 => 0.21620314572748
1006 => 0.20446219878736
1007 => 0.1842625098182
1008 => 0.19760704308443
1009 => 0.19709329306974
1010 => 0.19683423701562
1011 => 0.20686228494939
1012 => 0.20589831952699
1013 => 0.20414871284615
1014 => 0.21350473301187
1015 => 0.21008965979515
1016 => 0.22061411075662
1017 => 0.22754619483866
1018 => 0.22578799408603
1019 => 0.23230765267085
1020 => 0.21865445034962
1021 => 0.22318949648933
1022 => 0.22412416321343
1023 => 0.21338928117532
1024 => 0.20605603619165
1025 => 0.20556699235636
1026 => 0.19285215613809
1027 => 0.19964431901532
1028 => 0.20562114126848
1029 => 0.20275870722936
1030 => 0.20185254612536
1031 => 0.20648192668333
1101 => 0.20684166920065
1102 => 0.198639501682
1103 => 0.20034499203799
1104 => 0.20745717033666
1105 => 0.20016578339283
1106 => 0.18599980960227
1107 => 0.1824864522423
1108 => 0.18201770560646
1109 => 0.17248920179833
1110 => 0.18272123158087
1111 => 0.17825467637944
1112 => 0.1923644707432
1113 => 0.18430503187496
1114 => 0.18395760557355
1115 => 0.18343241976261
1116 => 0.17523084291742
1117 => 0.17702646700911
1118 => 0.18299539497118
1119 => 0.18512517571284
1120 => 0.1849030221327
1121 => 0.18296614396783
1122 => 0.18385283687329
1123 => 0.18099649008053
1124 => 0.17998785457828
1125 => 0.17680432348615
1126 => 0.17212541225364
1127 => 0.17277604355795
1128 => 0.16350589610261
1129 => 0.15845502776497
1130 => 0.15705701397849
1201 => 0.15518753151619
1202 => 0.15726817699711
1203 => 0.1634796349396
1204 => 0.15598729882664
1205 => 0.14314221408726
1206 => 0.14391422556705
1207 => 0.14564870614989
1208 => 0.14241651305851
1209 => 0.13935751355492
1210 => 0.14201706543882
1211 => 0.13657443370098
1212 => 0.14630642219293
1213 => 0.1460431991778
1214 => 0.14967068266547
1215 => 0.15193902253376
1216 => 0.1467112335211
1217 => 0.14539645872186
1218 => 0.14614541420069
1219 => 0.13376684845457
1220 => 0.14865908975526
1221 => 0.14878787847644
1222 => 0.14768511125578
1223 => 0.15561477000203
1224 => 0.1723488232792
1225 => 0.16605279931059
1226 => 0.16361478853162
1227 => 0.15898012825861
1228 => 0.1651555378935
1229 => 0.16468136278493
1230 => 0.16253696311845
1231 => 0.16124002350922
]
'min_raw' => 0.12112048533991
'max_raw' => 0.3107812963944
'avg_raw' => 0.21595089086715
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.12112'
'max' => '$0.310781'
'avg' => '$0.21595'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.074481320133478
'max_diff' => 0.18064356261986
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0038018336335411
]
1 => [
'year' => 2028
'avg' => 0.0065250501953463
]
2 => [
'year' => 2029
'avg' => 0.017825261107809
]
3 => [
'year' => 2030
'avg' => 0.0137521623985
]
4 => [
'year' => 2031
'avg' => 0.01350632776205
]
5 => [
'year' => 2032
'avg' => 0.023680843164654
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0038018336335411
'min' => '$0.0038018'
'max_raw' => 0.023680843164654
'max' => '$0.02368'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.023680843164654
]
1 => [
'year' => 2033
'avg' => 0.060909563691877
]
2 => [
'year' => 2034
'avg' => 0.03860740864457
]
3 => [
'year' => 2035
'avg' => 0.045537527031444
]
4 => [
'year' => 2036
'avg' => 0.088388449490481
]
5 => [
'year' => 2037
'avg' => 0.21595089086715
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.023680843164654
'min' => '$0.02368'
'max_raw' => 0.21595089086715
'max' => '$0.21595'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.21595089086715
]
]
]
]
'prediction_2025_max_price' => '$0.00650044'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767705335
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de HalalChain para 2026
A previsão de preço para HalalChain em 2026 sugere que o preço médio poderia variar entre $0.002177 na extremidade inferior e $0.00650044 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, HalalChain poderia potencialmente ganhar 3.13% até 2026 se HLC atingir a meta de preço prevista.
Previsão de preço de HalalChain 2027-2032
A previsão de preço de HLC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.0038018 na extremidade inferior e $0.02368 na extremidade superior. Considerando a volatilidade de preços no mercado, se HalalChain atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de HalalChain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.002096 | $0.0038018 | $0.0055072 |
| 2028 | $0.003783 | $0.006525 | $0.009266 |
| 2029 | $0.008311 | $0.017825 | $0.027339 |
| 2030 | $0.007068 | $0.013752 | $0.020436 |
| 2031 | $0.008356 | $0.0135063 | $0.018655 |
| 2032 | $0.012755 | $0.02368 | $0.0346057 |
Previsão de preço de HalalChain 2032-2037
A previsão de preço de HalalChain para 2032-2037 é atualmente estimada entre $0.02368 na extremidade inferior e $0.21595 na extremidade superior. Comparado ao preço atual, HalalChain poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de HalalChain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.012755 | $0.02368 | $0.0346057 |
| 2033 | $0.029642 | $0.0609095 | $0.092177 |
| 2034 | $0.02383 | $0.0386074 | $0.053383 |
| 2035 | $0.028175 | $0.045537 | $0.062899 |
| 2036 | $0.046639 | $0.088388 | $0.130137 |
| 2037 | $0.12112 | $0.21595 | $0.310781 |
HalalChain Histograma de preços potenciais
Previsão de preço de HalalChain baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para HalalChain é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de HLC foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de HalalChain
De acordo com nossos indicadores técnicos, o SMA de 200 dias de HalalChain está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para HalalChain é esperado para alcançar — até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em —, sugerindo que o mercado de HLC está em um estado —.
Médias Móveis e Osciladores Populares de HLC para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de HalalChain
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de HalalChain com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do HalalChain
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de HalalChain por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.008857 | $0.012446 | $0.017489 | $0.024576 | $0.034533 | $0.048525 |
| Amazon.com stock | $0.013153 | $0.027445 | $0.057265 | $0.119488 | $0.24932 | $0.520221 |
| Apple stock | $0.008941 | $0.012682 | $0.017989 | $0.025516 | $0.036193 | $0.051338 |
| Netflix stock | $0.009946 | $0.015693 | $0.024762 | $0.039071 | $0.061648 | $0.097271 |
| Google stock | $0.008163 | $0.010571 | $0.01369 | $0.017728 | $0.022958 | $0.029731 |
| Tesla stock | $0.01429 | $0.032394 | $0.073436 | $0.166476 | $0.377388 | $0.855511 |
| Kodak stock | $0.004727 | $0.003544 | $0.002658 | $0.001993 | $0.001494 | $0.00112 |
| Nokia stock | $0.004176 | $0.002766 | $0.001832 | $0.001214 | $0.0008042 | $0.000532 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para HalalChain
Você pode fazer perguntas como: 'Devo investir em HalalChain agora?', 'Devo comprar HLC hoje?', 'HalalChain será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para HalalChain regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como HalalChain, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre HalalChain para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de HalalChain é de $0.006303 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de HalalChain com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se HalalChain tiver 1% da média anterior do crescimento anual do Bitcoin | $0.006467 | $0.006635 | $0.0068082 | $0.006985 |
| Se HalalChain tiver 2% da média anterior do crescimento anual do Bitcoin | $0.006631 | $0.006976 | $0.007338 | $0.00772 |
| Se HalalChain tiver 5% da média anterior do crescimento anual do Bitcoin | $0.007123 | $0.008048 | $0.009094 | $0.010276 |
| Se HalalChain tiver 10% da média anterior do crescimento anual do Bitcoin | $0.007942 | $0.0100068 | $0.0126079 | $0.015885 |
| Se HalalChain tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00958 | $0.014561 | $0.022131 | $0.033637 |
| Se HalalChain tiver 50% da média anterior do crescimento anual do Bitcoin | $0.014496 | $0.033337 | $0.076664 | $0.1763025 |
| Se HalalChain tiver 100% da média anterior do crescimento anual do Bitcoin | $0.022689 | $0.081666 | $0.293944 | $1.05 |
Perguntas Frequentes sobre HalalChain
HLC é um bom investimento?
A decisão de adquirir HalalChain depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de HalalChain experimentou uma queda de 0% nas últimas 24 horas, e HalalChain registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em HalalChain dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
HalalChain pode subir?
Parece que o valor médio de HalalChain pode potencialmente subir para $0.00650044 até o final deste ano. Observando as perspectivas de HalalChain em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.020436. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de HalalChain na próxima semana?
Com base na nossa nova previsão experimental de HalalChain, o preço de HalalChain aumentará 0.86% na próxima semana e atingirá $0.006356 até 13 de janeiro de 2026.
Qual será o preço de HalalChain no próximo mês?
Com base na nossa nova previsão experimental de HalalChain, o preço de HalalChain diminuirá -11.62% no próximo mês e atingirá $0.00557 até 5 de fevereiro de 2026.
Até onde o preço de HalalChain pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de HalalChain em 2026, espera-se que HLC fluctue dentro do intervalo de $0.002177 e $0.00650044. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de HalalChain não considera flutuações repentinas e extremas de preço.
Onde estará HalalChain em 5 anos?
O futuro de HalalChain parece seguir uma tendência de alta, com um preço máximo de $0.020436 projetada após um período de cinco anos. Com base na previsão de HalalChain para 2030, o valor de HalalChain pode potencialmente atingir seu pico mais alto de aproximadamente $0.020436, enquanto seu pico mais baixo está previsto para cerca de $0.007068.
Quanto será HalalChain em 2026?
Com base na nossa nova simulação experimental de previsão de preços de HalalChain, espera-se que o valor de HLC em 2026 aumente 3.13% para $0.00650044 se o melhor cenário ocorrer. O preço ficará entre $0.00650044 e $0.002177 durante 2026.
Quanto será HalalChain em 2027?
De acordo com nossa última simulação experimental para previsão de preços de HalalChain, o valor de HLC pode diminuir -12.62% para $0.0055072 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0055072 e $0.002096 ao longo do ano.
Quanto será HalalChain em 2028?
Nosso novo modelo experimental de previsão de preços de HalalChain sugere que o valor de HLC em 2028 pode aumentar 47.02%, alcançando $0.009266 no melhor cenário. O preço é esperado para variar entre $0.009266 e $0.003783 durante o ano.
Quanto será HalalChain em 2029?
Com base no nosso modelo de previsão experimental, o valor de HalalChain pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.027339 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.027339 e $0.008311.
Quanto será HalalChain em 2030?
Usando nossa nova simulação experimental para previsões de preços de HalalChain, espera-se que o valor de HLC em 2030 aumente 224.23%, alcançando $0.020436 no melhor cenário. O preço está previsto para variar entre $0.020436 e $0.007068 ao longo de 2030.
Quanto será HalalChain em 2031?
Nossa simulação experimental indica que o preço de HalalChain poderia aumentar 195.98% em 2031, potencialmente atingindo $0.018655 sob condições ideais. O preço provavelmente oscilará entre $0.018655 e $0.008356 durante o ano.
Quanto será HalalChain em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de HalalChain, HLC poderia ver um 449.04% aumento em valor, atingindo $0.0346057 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.0346057 e $0.012755 ao longo do ano.
Quanto será HalalChain em 2033?
De acordo com nossa previsão experimental de preços de HalalChain, espera-se que o valor de HLC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.092177. Ao longo do ano, o preço de HLC poderia variar entre $0.092177 e $0.029642.
Quanto será HalalChain em 2034?
Os resultados da nossa nova simulação de previsão de preços de HalalChain sugerem que HLC pode aumentar 746.96% em 2034, atingindo potencialmente $0.053383 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.053383 e $0.02383.
Quanto será HalalChain em 2035?
Com base em nossa previsão experimental para o preço de HalalChain, HLC poderia aumentar 897.93%, com o valor potencialmente atingindo $0.062899 em 2035. A faixa de preço esperada para o ano está entre $0.062899 e $0.028175.
Quanto será HalalChain em 2036?
Nossa recente simulação de previsão de preços de HalalChain sugere que o valor de HLC pode aumentar 1964.7% em 2036, possivelmente atingindo $0.130137 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.130137 e $0.046639.
Quanto será HalalChain em 2037?
De acordo com a simulação experimental, o valor de HalalChain poderia aumentar 4830.69% em 2037, com um pico de $0.310781 sob condições favoráveis. O preço é esperado para cair entre $0.310781 e $0.12112 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Kaching
Previsão de Preço do BitCore
Previsão de Preço do Platypus Finance
Previsão de Preço do Bastion Protocol
Previsão de Preço do Proteo DeFi
Previsão de Preço do DexGame
Previsão de Preço do Chad Coin
Previsão de Preço do Mooncoin
Previsão de Preço do BuzzCoin
Previsão de Preço do Fina.cash
Previsão de Preço do Bit Game Verse Token
Previsão de Preço do Osean
Previsão de Preço do PIRB
Previsão de Preço do Pillar
Previsão de Preço do Metaverser
Previsão de Preço do TYBENG
Previsão de Preço do DePay
Previsão de Preço do SafeMoonCash
Previsão de Preço do Kambria
Previsão de Preço do League of Ancients
Previsão de Preço do Revuto
Previsão de Preço do Heroes of NFT
Previsão de Preço do Pandacoin
Previsão de Preço do DOLA Borrowing Right
Previsão de Preço do MetaFighter
Como ler e prever os movimentos de preço de HalalChain?
Traders de HalalChain utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de HalalChain
Médias móveis são ferramentas populares para a previsão de preço de HalalChain. Uma média móvel simples (SMA) calcula o preço médio de fechamento de HLC em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de HLC acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de HLC.
Como ler gráficos de HalalChain e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de HalalChain em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de HLC dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de HalalChain?
A ação de preço de HalalChain é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de HLC. A capitalização de mercado de HalalChain pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de HLC, grandes detentores de HalalChain, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de HalalChain.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


