Predicción del precio de Ternio - Pronóstico de TERN
$0.0006556
6.2422%
Add to portfolio
Add to favorites
Sentiment
Alcista 91.18%
Bajista 8.82%
SMA 50
$0.000443
SMA 200
$0.000442
RSI (14)
68.41
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.000625
Predicción de precio de Ternio hasta $0.000676 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000226 | $0.000676 |
| 2027 | $0.000218 | $0.000572 |
| 2028 | $0.000393 | $0.000963 |
| 2029 | $0.000864 | $0.002843 |
| 2030 | $0.000735 | $0.002125 |
| 2031 | $0.000869 | $0.00194 |
| 2032 | $0.001326 | $0.003599 |
| 2033 | $0.003083 | $0.009587 |
| 2034 | $0.002478 | $0.005552 |
| 2035 | $0.00293 | $0.006542 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Ternio hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,959.92, equivalente a un ROI del 39.6% en los próximos 90 días.
$
≈ $3,959.92
(39.6% ROI)
Predicción del precio a largo plazo de Ternio para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Ternio'
'name_with_ticker' => 'Ternio <small>TERN</small>'
'name_lang' => 'Ternio'
'name_lang_with_ticker' => 'Ternio <small>TERN</small>'
'name_with_lang' => 'Ternio'
'name_with_lang_with_ticker' => 'Ternio <small>TERN</small>'
'image' => '/uploads/coins/ternio.png?1717590529'
'price_for_sd' => 0.0006556
'ticker' => 'TERN'
'marketcap' => '$283.62K'
'low24h' => '$0.0006104'
'high24h' => '$0.0006757'
'volume24h' => '$0.82'
'current_supply' => '432.89M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.1 USD 0.01x'
'price' => '$0.0006556'
'change_24h_pct' => '6.2422%'
'ath_price' => '$0.04758'
'ath_days' => 1487
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 dic. 2021'
'ath_pct' => '-98.62%'
'fdv' => '$655.18K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.032326'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000661'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.000579'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.000226'
'current_year_max_price_prediction' => '$0.000676'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.000735'
'grand_prediction_max_price' => '$0.002125'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00066804365414388
107 => 0.00067053788664861
108 => 0.00067615751984043
109 => 0.00062813836949882
110 => 0.00064969755823401
111 => 0.00066236156179314
112 => 0.00060514513299261
113 => 0.0006612305769606
114 => 0.00062730246292434
115 => 0.00061578675143726
116 => 0.00063129113987499
117 => 0.00062524906462229
118 => 0.00062005444312259
119 => 0.00061715575507082
120 => 0.00062854046678258
121 => 0.00062800935637356
122 => 0.0006093817583358
123 => 0.00058508281605357
124 => 0.00059323833866907
125 => 0.00059027536084443
126 => 0.00057953714697616
127 => 0.00058677340658649
128 => 0.00055490858144981
129 => 0.00050008680599163
130 => 0.0005363037500957
131 => 0.00053490943714415
201 => 0.00053420636132692
202 => 0.00056142239385831
203 => 0.00055880620031112
204 => 0.00055405778340512
205 => 0.00057944993857593
206 => 0.0005701814603659
207 => 0.0005987447262811
208 => 0.00061755834056906
209 => 0.00061278659942897
210 => 0.00063048089460088
211 => 0.00059342622543829
212 => 0.00060573430015882
213 => 0.00060827097730046
214 => 0.00057913660332265
215 => 0.00055923424193045
216 => 0.00055790698132912
217 => 0.00052339902938939
218 => 0.00054183289877714
219 => 0.00055805394099301
220 => 0.00055028532057533
221 => 0.00054782600743203
222 => 0.00056039010492122
223 => 0.00056136644290035
224 => 0.00053910583350857
225 => 0.00054373451910294
226 => 0.00056303690748642
227 => 0.0005432481484405
228 => 0.00050480182208972
301 => 0.00049526660159268
302 => 0.0004939944274094
303 => 0.00046813415317355
304 => 0.00049590379062073
305 => 0.00048378159969502
306 => 0.00052207545558319
307 => 0.00050020221047393
308 => 0.00049925929859477
309 => 0.00049783394899433
310 => 0.00047557494268505
311 => 0.00048044825043314
312 => 0.00049664786761349
313 => 0.00050242807352519
314 => 0.00050182515069277
315 => 0.00049656848065164
316 => 0.00049897495727796
317 => 0.00049122285759253
318 => 0.00048848542984761
319 => 0.0004798453548958
320 => 0.00046714683159826
321 => 0.00046891263914735
322 => 0.00044375354174557
323 => 0.00043004553018671
324 => 0.00042625133325591
325 => 0.00042117757454964
326 => 0.00042682442780254
327 => 0.0004436822691837
328 => 0.00042334813588746
329 => 0.00038848669062467
330 => 0.00039058192288597
331 => 0.00039528928769709
401 => 0.00038651714451391
402 => 0.00037821504718121
403 => 0.00038543304724155
404 => 0.00037066179331339
405 => 0.00039707432316381
406 => 0.00039635993825161
407 => 0.00040620489603996
408 => 0.00041236115018388
409 => 0.00039817297749308
410 => 0.00039460469043025
411 => 0.00039663734891084
412 => 0.00036304203202929
413 => 0.00040345944191622
414 => 0.00040380897335529
415 => 0.00040081607296727
416 => 0.00042233709598452
417 => 0.00046775316712635
418 => 0.00045066581430556
419 => 0.00044404907482538
420 => 0.00043147064823675
421 => 0.00044823065483303
422 => 0.00044694374782327
423 => 0.00044112386628013
424 => 0.00043760398376371
425 => 0.00044408947522571
426 => 0.00043680035959981
427 => 0.0004354910341419
428 => 0.00042755794642709
429 => 0.00042472619504539
430 => 0.00042262967905766
501 => 0.00042032162095457
502 => 0.00042541262199774
503 => 0.00041387574385694
504 => 0.00039996339979325
505 => 0.00039880673891801
506 => 0.00040200038128923
507 => 0.00040058743227867
508 => 0.00039879997426174
509 => 0.0003953872301222
510 => 0.00039437474183774
511 => 0.00039766483757275
512 => 0.00039395051131242
513 => 0.00039943120203936
514 => 0.00039794075742209
515 => 0.00038961525494763
516 => 0.00037923859636866
517 => 0.00037914622234153
518 => 0.00037691058827182
519 => 0.00037406317215422
520 => 0.00037327108613036
521 => 0.0003848251674091
522 => 0.00040874176987156
523 => 0.00040404636853239
524 => 0.00040743927720402
525 => 0.00042412902978333
526 => 0.00042943420024993
527 => 0.00042566871591259
528 => 0.00042051428870668
529 => 0.00042074105734458
530 => 0.00043835529545839
531 => 0.00043945387388349
601 => 0.00044222962714887
602 => 0.00044579725452266
603 => 0.0004262762982812
604 => 0.0004198216220611
605 => 0.00041676303837621
606 => 0.0004073437844476
607 => 0.0004175016422638
608 => 0.00041158309351714
609 => 0.00041238170794948
610 => 0.00041186160925274
611 => 0.00041214561831008
612 => 0.00039706694032342
613 => 0.00040256081806978
614 => 0.00039342618076135
615 => 0.00038119592681652
616 => 0.00038115492671682
617 => 0.00038414826404323
618 => 0.00038236770987218
619 => 0.00037757628438012
620 => 0.00037825688375638
621 => 0.00037229411706005
622 => 0.00037898087159269
623 => 0.00037917262378632
624 => 0.00037659785906128
625 => 0.00038689972701311
626 => 0.0003911204107185
627 => 0.00038942564541967
628 => 0.00039100150146724
629 => 0.00040424148365649
630 => 0.00040640017845427
701 => 0.00040735892808806
702 => 0.00040607433058876
703 => 0.00039124350403668
704 => 0.00039190131425981
705 => 0.00038707473930643
706 => 0.00038299679208276
707 => 0.00038315988858569
708 => 0.00038525648355469
709 => 0.00039441243674797
710 => 0.0004136806004703
711 => 0.00041441181319872
712 => 0.00041529806435654
713 => 0.00041169323550353
714 => 0.0004106059846279
715 => 0.00041204034917612
716 => 0.00041927645839831
717 => 0.00043788969590227
718 => 0.00043131053463204
719 => 0.00042596157410859
720 => 0.00043065405455705
721 => 0.00042993168397289
722 => 0.00042383414927449
723 => 0.00042366301178397
724 => 0.00041195989319797
725 => 0.00040763351672385
726 => 0.0004040180727184
727 => 0.000400070102248
728 => 0.00039772961301599
729 => 0.0004013256682097
730 => 0.00040214812857977
731 => 0.00039428529105044
801 => 0.00039321361534937
802 => 0.00039963457820696
803 => 0.00039680895185096
804 => 0.00039971517863027
805 => 0.00040038944817222
806 => 0.00040028087524622
807 => 0.00039733059680944
808 => 0.00039921101630648
809 => 0.00039476326361595
810 => 0.00038992700059585
811 => 0.00038684176609886
812 => 0.00038414948980326
813 => 0.00038564332116808
814 => 0.00038031808511535
815 => 0.00037861443492626
816 => 0.00039857397249166
817 => 0.00041331829749241
818 => 0.0004131039091675
819 => 0.00041179887537585
820 => 0.00040985985987788
821 => 0.00041913460733725
822 => 0.00041590347077684
823 => 0.00041825439259503
824 => 0.00041885280086564
825 => 0.00042066400247173
826 => 0.00042131135136787
827 => 0.00041935461339102
828 => 0.0004127875617453
829 => 0.00039642309342068
830 => 0.00038880538924054
831 => 0.00038629141997819
901 => 0.00038638279798617
902 => 0.00038386218459672
903 => 0.00038460461820588
904 => 0.00038360399648596
905 => 0.00038170906102483
906 => 0.00038552631424314
907 => 0.00038596621711638
908 => 0.00038507522460244
909 => 0.00038528508559387
910 => 0.0003779080481264
911 => 0.00037846890826297
912 => 0.00037534596775189
913 => 0.00037476045405367
914 => 0.00036686593238721
915 => 0.00035287964292585
916 => 0.00036062940496941
917 => 0.00035126878220223
918 => 0.00034772377252372
919 => 0.00036450529697967
920 => 0.00036282089737133
921 => 0.00035993793743275
922 => 0.00035567343882211
923 => 0.00035409169480504
924 => 0.00034448151887666
925 => 0.00034391369841452
926 => 0.0003486767611012
927 => 0.00034647877155827
928 => 0.00034339196179627
929 => 0.00033221184974319
930 => 0.00031964170218764
1001 => 0.00032002111592921
1002 => 0.00032401944599072
1003 => 0.00033564512989284
1004 => 0.00033110277406591
1005 => 0.00032780724279594
1006 => 0.00032719008885239
1007 => 0.00033491506255532
1008 => 0.00034584751877699
1009 => 0.00035097678263627
1010 => 0.00034589383792978
1011 => 0.00034005482473614
1012 => 0.00034041021841385
1013 => 0.00034277449333252
1014 => 0.00034302294519742
1015 => 0.00033922234786862
1016 => 0.00034029219375455
1017 => 0.00033866700002506
1018 => 0.00032869318910705
1019 => 0.00032851279449484
1020 => 0.00032606506044614
1021 => 0.00032599094403193
1022 => 0.00032182673779921
1023 => 0.00032124413656146
1024 => 0.00031297585233714
1025 => 0.00031841806205226
1026 => 0.00031476771350419
1027 => 0.00030926577721208
1028 => 0.00030831724132151
1029 => 0.00030828872718725
1030 => 0.00031393798554881
1031 => 0.00031835204717914
1101 => 0.00031483121288003
1102 => 0.00031402958715863
1103 => 0.0003225888526393
1104 => 0.00032149960808744
1105 => 0.00032055632933041
1106 => 0.00034486863723056
1107 => 0.00032562354841455
1108 => 0.0003172315912195
1109 => 0.00030684495060118
1110 => 0.0003102268931605
1111 => 0.00031093951814882
1112 => 0.00028596151979445
1113 => 0.0002758279489729
1114 => 0.0002723504893425
1115 => 0.00027034916216114
1116 => 0.00027126119208877
1117 => 0.00026213978980007
1118 => 0.00026826952299215
1119 => 0.00026037115962307
1120 => 0.00025904697330074
1121 => 0.00027317022542412
1122 => 0.00027513539345025
1123 => 0.00026675137612095
1124 => 0.00027213527249547
1125 => 0.00027018299682831
1126 => 0.00026050655439335
1127 => 0.00026013698546743
1128 => 0.00025528168679697
1129 => 0.00024768408454878
1130 => 0.00024421177645047
1201 => 0.00024240336824491
1202 => 0.0002431495527157
1203 => 0.00024277225901364
1204 => 0.00024031016239646
1205 => 0.00024291338350971
1206 => 0.00023626322929059
1207 => 0.0002336150842966
1208 => 0.00023241897863931
1209 => 0.00022651658400124
1210 => 0.00023590991867722
1211 => 0.0002377605239425
1212 => 0.00023961477547183
1213 => 0.00025575476908339
1214 => 0.00025494846061371
1215 => 0.00026223709649151
1216 => 0.00026195387350424
1217 => 0.00025987503648382
1218 => 0.00025110476504675
1219 => 0.00025460043892651
1220 => 0.00024384129807295
1221 => 0.0002519027779509
1222 => 0.00024822385519005
1223 => 0.00025065893046479
1224 => 0.00024628044555892
1225 => 0.00024870367988904
1226 => 0.00023819937110383
1227 => 0.00022839059535981
1228 => 0.00023233793305521
1229 => 0.00023662914056294
1230 => 0.00024593357181904
1231 => 0.0002403919293228
]
'min_raw' => 0.00022651658400124
'max_raw' => 0.00067615751984043
'avg_raw' => 0.00045133705192083
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000226'
'max' => '$0.000676'
'avg' => '$0.000451'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00042910341599876
'max_diff' => 2.0537519840425E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00024238491351715
102 => 0.0002357087500876
103 => 0.00022193391798064
104 => 0.00022201188203442
105 => 0.00021989292421579
106 => 0.00021806183528759
107 => 0.00024102845362615
108 => 0.00023817219158725
109 => 0.00023362111184658
110 => 0.00023971291293218
111 => 0.0002413236818291
112 => 0.00024136953815512
113 => 0.00024581395897503
114 => 0.00024818594716332
115 => 0.00024860402036229
116 => 0.00025559741255049
117 => 0.0002579415053669
118 => 0.00026759649192926
119 => 0.00024798470053771
120 => 0.00024758080859989
121 => 0.00023979863706618
122 => 0.00023486306084824
123 => 0.00024013658019239
124 => 0.00024480819842414
125 => 0.00023994379726673
126 => 0.00024057898536477
127 => 0.00023404892424712
128 => 0.00023638311382875
129 => 0.00023839363234574
130 => 0.00023728354219347
131 => 0.00023562168350656
201 => 0.00024442517900357
202 => 0.00024392845128645
203 => 0.00025212646868475
204 => 0.00025851740949257
205 => 0.00026997111793751
206 => 0.00025801857607989
207 => 0.00025758297794755
208 => 0.00026184101956334
209 => 0.00025794085348291
210 => 0.00026040562381659
211 => 0.00026957400533156
212 => 0.00026976771878562
213 => 0.00026652276884435
214 => 0.00026632531334552
215 => 0.0002669485414776
216 => 0.0002705988081134
217 => 0.00026932329278949
218 => 0.00027079935141442
219 => 0.0002726451853271
220 => 0.00028028033700732
221 => 0.00028212114622874
222 => 0.00027764893417085
223 => 0.00027805272484644
224 => 0.00027637999477183
225 => 0.00027476415847899
226 => 0.00027839632249134
227 => 0.00028503417361427
228 => 0.00028499287988694
301 => 0.00028653273232608
302 => 0.00028749204763883
303 => 0.00028337396405476
304 => 0.00028069324306767
305 => 0.00028172120207283
306 => 0.00028336493090812
307 => 0.00028118816296517
308 => 0.0002677521428443
309 => 0.00027182777305269
310 => 0.00027114938889788
311 => 0.00027018328736709
312 => 0.00027428136505754
313 => 0.00027388609546697
314 => 0.00026204623663574
315 => 0.00026280418598378
316 => 0.000262092330046
317 => 0.00026439248221301
318 => 0.00025781663771744
319 => 0.00025983932319529
320 => 0.0002611079325655
321 => 0.00026185515323046
322 => 0.00026455462664634
323 => 0.00026423787459819
324 => 0.00026453493689428
325 => 0.00026853754333546
326 => 0.00028878135318629
327 => 0.00028988317909102
328 => 0.00028445738536223
329 => 0.00028662488293783
330 => 0.00028246376157229
331 => 0.00028525715022207
401 => 0.00028716831579187
402 => 0.00027853212607794
403 => 0.00027802074697149
404 => 0.00027384245117788
405 => 0.0002760876306666
406 => 0.00027251538866593
407 => 0.00027339189190117
408 => 0.00027094111244325
409 => 0.00027535202752218
410 => 0.00028028411596734
411 => 0.00028153015628266
412 => 0.00027825236066713
413 => 0.00027587902062424
414 => 0.00027171221733572
415 => 0.00027864170406779
416 => 0.00028066809716053
417 => 0.00027863106028753
418 => 0.00027815903433393
419 => 0.00027726454600477
420 => 0.00027834880426148
421 => 0.00028065706098855
422 => 0.00027956852974287
423 => 0.0002802875238081
424 => 0.00027754745985492
425 => 0.00028337532731178
426 => 0.00029263138338596
427 => 0.00029266114311976
428 => 0.00029157260600649
429 => 0.0002911272000726
430 => 0.00029224410520877
501 => 0.00029284998042729
502 => 0.00029646184683229
503 => 0.00030033752338796
504 => 0.00031842361478312
505 => 0.00031334511269202
506 => 0.0003293921689242
507 => 0.00034208330695438
508 => 0.00034588882433343
509 => 0.00034238792740814
510 => 0.00033041154814144
511 => 0.00032982392983828
512 => 0.00034772169675963
513 => 0.00034266475783469
514 => 0.00034206325104061
515 => 0.00033566423501343
516 => 0.00033944684601905
517 => 0.00033861953350456
518 => 0.00033731358022693
519 => 0.00034453053852669
520 => 0.00035804004020153
521 => 0.00035593445767421
522 => 0.00035436273799272
523 => 0.00034747591986916
524 => 0.00035162332260606
525 => 0.00035014651192971
526 => 0.0003564918278025
527 => 0.00035273300324542
528 => 0.0003426264465487
529 => 0.0003442359490143
530 => 0.00034399267595449
531 => 0.00034899921828678
601 => 0.00034749637854865
602 => 0.0003436992223759
603 => 0.00035799386619348
604 => 0.00035706565153495
605 => 0.00035838164770133
606 => 0.0003589609899123
607 => 0.00036766188770419
608 => 0.00037122636713184
609 => 0.00037203556636692
610 => 0.00037542154613646
611 => 0.0003719513201057
612 => 0.00038583469845799
613 => 0.00039506633494468
614 => 0.00040578935577964
615 => 0.0004214585712958
616 => 0.00042735034127822
617 => 0.00042628604576609
618 => 0.00043816626614015
619 => 0.00045951475806989
620 => 0.00043060118636183
621 => 0.00046104724757806
622 => 0.00045140837611368
623 => 0.00042855478526753
624 => 0.00042708328344318
625 => 0.00044256000049983
626 => 0.00047688586935268
627 => 0.00046828762852583
628 => 0.00047689993299444
629 => 0.00046685322236232
630 => 0.00046635431849911
701 => 0.00047641198668372
702 => 0.00049991227661201
703 => 0.00048874816976227
704 => 0.00047274168504187
705 => 0.00048456062427093
706 => 0.00047432196531953
707 => 0.00045125140108182
708 => 0.00046828105361311
709 => 0.00045689380994202
710 => 0.00046021721302441
711 => 0.00048415150549639
712 => 0.00048127166810388
713 => 0.00048499844435555
714 => 0.00047842078181806
715 => 0.00047227620780588
716 => 0.00046080690411007
717 => 0.00045741140871558
718 => 0.00045834980148549
719 => 0.00045741094369472
720 => 0.00045099397368526
721 => 0.00044960822962268
722 => 0.00044729859547421
723 => 0.00044801444767342
724 => 0.000443671659767
725 => 0.00045186739781219
726 => 0.00045338859901398
727 => 0.00045935277369544
728 => 0.00045997199409626
729 => 0.00047658213568941
730 => 0.00046743354882199
731 => 0.00047357121074364
801 => 0.00047302220049145
802 => 0.00042905009187932
803 => 0.00043510906047687
804 => 0.00044453491420558
805 => 0.00044028857987724
806 => 0.00043428525662617
807 => 0.00042943725122311
808 => 0.00042209202730346
809 => 0.00043243028891783
810 => 0.00044602400358917
811 => 0.00046031675313337
812 => 0.00047748855521266
813 => 0.00047365600889038
814 => 0.00045999573823795
815 => 0.00046060852800058
816 => 0.0004643965531893
817 => 0.00045949071639153
818 => 0.00045804388934656
819 => 0.00046419778137086
820 => 0.00046424015984312
821 => 0.0004585954017171
822 => 0.00045232228603986
823 => 0.00045229600145612
824 => 0.00045117976111247
825 => 0.00046705179903971
826 => 0.00047577981505566
827 => 0.00047678046802599
828 => 0.00047571246313797
829 => 0.00047612349583177
830 => 0.0004710448556208
831 => 0.00048265312111911
901 => 0.00049330601347883
902 => 0.00049045081076057
903 => 0.00048617045599493
904 => 0.00048276094725427
905 => 0.00048964763885702
906 => 0.00048934098532061
907 => 0.00049321296975745
908 => 0.00049303731417773
909 => 0.00049173531144432
910 => 0.00049045085725919
911 => 0.0004955435729151
912 => 0.00049407695259271
913 => 0.00049260805420387
914 => 0.00048966195360795
915 => 0.00049006237760848
916 => 0.00048578276190644
917 => 0.00048380281586078
918 => 0.0004540291778889
919 => 0.00044607268894113
920 => 0.00044857596233337
921 => 0.00044940010493156
922 => 0.00044593743074497
923 => 0.00045090201604052
924 => 0.00045012829068101
925 => 0.00045313840344068
926 => 0.00045125781567234
927 => 0.00045133499565033
928 => 0.00045686540329343
929 => 0.00045847090416026
930 => 0.00045765433346141
1001 => 0.00045822623158848
1002 => 0.00047140538254369
1003 => 0.00046953172872338
1004 => 0.00046853638747465
1005 => 0.00046881210380283
1006 => 0.00047217965943607
1007 => 0.00047312239115165
1008 => 0.00046912797062813
1009 => 0.00047101176243849
1010 => 0.00047903270887824
1011 => 0.00048183958618589
1012 => 0.0004907977911744
1013 => 0.00048699218647588
1014 => 0.00049397753860272
1015 => 0.00051544812955858
1016 => 0.000532600323266
1017 => 0.00051682645708827
1018 => 0.00054832427651326
1019 => 0.00057284984702946
1020 => 0.00057190851478357
1021 => 0.00056763191427741
1022 => 0.00053971020429074
1023 => 0.00051401623047177
1024 => 0.0005355103305951
1025 => 0.00053556512347661
1026 => 0.00053371876121384
1027 => 0.0005222511637732
1028 => 0.00053331971368037
1029 => 0.00053419829497693
1030 => 0.00053370652308448
1031 => 0.00052491434301394
1101 => 0.00051149030911272
1102 => 0.00051411333320443
1103 => 0.00051840990017488
1104 => 0.00051027560254205
1105 => 0.00050767620157389
1106 => 0.00051250898252997
1107 => 0.00052808120972036
1108 => 0.00052513737037379
1109 => 0.00052506049483146
1110 => 0.00053765548793827
1111 => 0.00052864019104343
1112 => 0.00051414641793831
1113 => 0.00051048654907989
1114 => 0.00049749648021556
1115 => 0.00050646876704919
1116 => 0.00050679166367928
1117 => 0.00050187763387505
1118 => 0.00051454516437416
1119 => 0.00051442843085053
1120 => 0.00052645436574635
1121 => 0.00054944343653226
1122 => 0.00054264443707739
1123 => 0.00053473794044043
1124 => 0.00053559759584824
1125 => 0.00054502589386157
1126 => 0.0005393253296556
1127 => 0.00054137529228981
1128 => 0.00054502279099761
1129 => 0.00054722341753032
1130 => 0.0005352809595559
1201 => 0.00053249660132826
1202 => 0.00052680078157146
1203 => 0.00052531484851443
1204 => 0.00052995397485916
1205 => 0.00052873172897008
1206 => 0.00050676452546783
1207 => 0.00050446883047748
1208 => 0.00050453923616534
1209 => 0.00049876660195776
1210 => 0.00048996194920024
1211 => 0.0005131000509485
1212 => 0.00051124173756059
1213 => 0.00050919030340237
1214 => 0.00050944159238143
1215 => 0.00051948505812732
1216 => 0.00051365934078752
1217 => 0.00052914796515166
1218 => 0.00052596396961306
1219 => 0.00052269831660321
1220 => 0.00052224690388303
1221 => 0.00052098990608666
1222 => 0.00051667919293462
1223 => 0.00051147374776984
1224 => 0.00050803666198411
1225 => 0.000468636965964
1226 => 0.00047594932036785
1227 => 0.00048436151756739
1228 => 0.00048726537433091
1229 => 0.00048229812639614
1230 => 0.00051687533015882
1231 => 0.00052319291848049
]
'min_raw' => 0.00021806183528759
'max_raw' => 0.00057284984702946
'avg_raw' => 0.00039545584115853
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000218'
'max' => '$0.000572'
'avg' => '$0.000395'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.4547487136468E-6
'max_diff' => -0.00010330767281096
'year' => 2027
]
2 => [
'items' => [
101 => 0.00050405653136807
102 => 0.00050047689467287
103 => 0.00051711001054461
104 => 0.00050707820835823
105 => 0.0005115955282685
106 => 0.00050183155346438
107 => 0.00052167119645438
108 => 0.00052152005161529
109 => 0.00051380198239352
110 => 0.0005203252416487
111 => 0.00051919166482359
112 => 0.00051047798368098
113 => 0.00052194743568891
114 => 0.00052195312439401
115 => 0.00051452465057336
116 => 0.00050584981945285
117 => 0.00050429896453887
118 => 0.00050313060368923
119 => 0.00051130818312131
120 => 0.0005186401752695
121 => 0.00053228319490227
122 => 0.0005357133741881
123 => 0.00054910159230065
124 => 0.00054112956027513
125 => 0.00054466345881695
126 => 0.00054850000558456
127 => 0.00055033938718929
128 => 0.00054734221357104
129 => 0.00056813962711027
130 => 0.00056989556602926
131 => 0.00057048431715999
201 => 0.00056347154632989
202 => 0.00056970052818647
203 => 0.00056678619385797
204 => 0.00057436848215533
205 => 0.00057555748177587
206 => 0.00057455044139716
207 => 0.0005749278486438
208 => 0.00055718092510323
209 => 0.00055626065349517
210 => 0.0005437126848198
211 => 0.00054882607480491
212 => 0.0005392668373189
213 => 0.00054229816999677
214 => 0.00054363435255758
215 => 0.00054293640661551
216 => 0.0005491151782026
217 => 0.00054386196011393
218 => 0.00052999785386891
219 => 0.00051612997035741
220 => 0.00051595587037646
221 => 0.00051230470143635
222 => 0.00050966557503761
223 => 0.00051017396441005
224 => 0.00051196559486878
225 => 0.00050956144221834
226 => 0.00051007449007995
227 => 0.00051859450300261
228 => 0.0005203031308323
229 => 0.00051449654586303
301 => 0.0004911822693252
302 => 0.00048546088738338
303 => 0.00048957330326322
304 => 0.00048760783334616
305 => 0.0003935375777414
306 => 0.00041563798893191
307 => 0.00040250667506156
308 => 0.00040855818863572
309 => 0.00039515451751133
310 => 0.00040155145191848
311 => 0.00040037017171212
312 => 0.00043590697890776
313 => 0.00043535212054268
314 => 0.00043561770187959
315 => 0.00042294081270027
316 => 0.00044313544137798
317 => 0.00045308404163998
318 => 0.0004512428205049
319 => 0.00045170621619705
320 => 0.0004437435429026
321 => 0.00043569479796262
322 => 0.00042676750113122
323 => 0.00044335331519673
324 => 0.00044150925580193
325 => 0.00044573886458197
326 => 0.00045649595058193
327 => 0.00045807997235762
328 => 0.00046020891368771
329 => 0.00045944583976923
330 => 0.00047762535631994
331 => 0.00047542369691334
401 => 0.00048072906262261
402 => 0.00046981552283957
403 => 0.00045746581665236
404 => 0.00045981309205623
405 => 0.00045958703055924
406 => 0.00045670900824126
407 => 0.00045411085837765
408 => 0.00044978567087892
409 => 0.00046347120413219
410 => 0.00046291559647483
411 => 0.00047191023862431
412 => 0.00047032034825509
413 => 0.00045970267125732
414 => 0.00046008188366846
415 => 0.00046263226937666
416 => 0.00047145918343252
417 => 0.00047407961250643
418 => 0.00047286572535335
419 => 0.00047573890620577
420 => 0.0004780097512025
421 => 0.00047602408937482
422 => 0.00050413687346463
423 => 0.00049246248549407
424 => 0.00049815250096106
425 => 0.00049950953612241
426 => 0.00049603351909197
427 => 0.00049678734271904
428 => 0.0004979291801094
429 => 0.00050486219314898
430 => 0.00052305642544834
501 => 0.0005311145270814
502 => 0.00055535772342419
503 => 0.00053044541391497
504 => 0.00052896722056607
505 => 0.0005333341523018
506 => 0.00054756747495797
507 => 0.00055910224610278
508 => 0.00056292899514843
509 => 0.00056343476320755
510 => 0.00057061399881465
511 => 0.00057472900277982
512 => 0.0005697422507793
513 => 0.00056551650059357
514 => 0.00055038038794768
515 => 0.00055213243420071
516 => 0.0005642022954634
517 => 0.00058125168540823
518 => 0.00059588183566759
519 => 0.00059075886695898
520 => 0.00062984350195341
521 => 0.00063371858386669
522 => 0.00063318317284267
523 => 0.00064201118613063
524 => 0.00062448937754767
525 => 0.0006169984649094
526 => 0.00056643015574803
527 => 0.00058063778796785
528 => 0.00060128941578434
529 => 0.0005985560954032
530 => 0.00058355833126327
531 => 0.00059587045851861
601 => 0.00059179968421217
602 => 0.00058858889562011
603 => 0.00060329814060235
604 => 0.0005871247215219
605 => 0.00060112807355699
606 => 0.00058316862972585
607 => 0.00059078226824851
608 => 0.00058646039879279
609 => 0.00058925717799904
610 => 0.0005729072639069
611 => 0.00058172928067929
612 => 0.00057254023900507
613 => 0.00057253588220286
614 => 0.0005723330335986
615 => 0.00058314390037788
616 => 0.00058349644235543
617 => 0.00057550719547123
618 => 0.00057435582017972
619 => 0.00057861305809264
620 => 0.00057362894746899
621 => 0.00057596098146018
622 => 0.0005736995824029
623 => 0.00057319049384276
624 => 0.00056913398958126
625 => 0.0005673863360095
626 => 0.00056807163600647
627 => 0.00056573235382044
628 => 0.00056432285168782
629 => 0.00057205264814777
630 => 0.00056792292971832
701 => 0.00057141970956996
702 => 0.00056743468760021
703 => 0.00055362086526166
704 => 0.00054567638995623
705 => 0.00051958336010071
706 => 0.00052698331099944
707 => 0.00053188948610109
708 => 0.00053026799525926
709 => 0.00053375158502117
710 => 0.00053396544914001
711 => 0.00053283289859742
712 => 0.00053152155015781
713 => 0.00053088325825952
714 => 0.00053564056312659
715 => 0.00053840233872545
716 => 0.0005323818864087
717 => 0.00053097137866596
718 => 0.00053705838835648
719 => 0.00054077146075135
720 => 0.00056818670111987
721 => 0.00056615569156331
722 => 0.00057125312698478
723 => 0.00057067923398284
724 => 0.00057602215838969
725 => 0.00058475558170655
726 => 0.00056699809019981
727 => 0.00057008017671752
728 => 0.00056932452027915
729 => 0.00057757457912953
730 => 0.00057760033491274
731 => 0.00057265401251093
801 => 0.00057533549412987
802 => 0.00057383876465278
803 => 0.000576543557113
804 => 0.00056612856619243
805 => 0.00057881290090489
806 => 0.00058600410132638
807 => 0.0005861039511512
808 => 0.00058951252307809
809 => 0.00059297582956699
810 => 0.00059962334478199
811 => 0.00059279043397558
812 => 0.00058049869260532
813 => 0.00058138611663017
814 => 0.00057417947316216
815 => 0.00057430061814084
816 => 0.00057365393675032
817 => 0.00057559467628317
818 => 0.00056655444938264
819 => 0.00056867617256685
820 => 0.00056570574768417
821 => 0.00057007371959394
822 => 0.00056537450387065
823 => 0.00056932415587873
824 => 0.00057102869475239
825 => 0.00057731847989226
826 => 0.00056444549749142
827 => 0.0005381966149518
828 => 0.00054371444829857
829 => 0.00053555313936225
830 => 0.0005363084995766
831 => 0.00053783444742427
901 => 0.00053288835119089
902 => 0.00053383191048281
903 => 0.00053379819990518
904 => 0.00053350770035907
905 => 0.00053222102970147
906 => 0.00053035510268791
907 => 0.00053778838160787
908 => 0.00053905144054332
909 => 0.00054185906409692
910 => 0.00055021264736319
911 => 0.00054937792740383
912 => 0.00055073939028974
913 => 0.00054776732445408
914 => 0.00053644636518662
915 => 0.00053706114774162
916 => 0.00052939479942953
917 => 0.00054166301833428
918 => 0.00053875774216506
919 => 0.00053688469171882
920 => 0.00053637361255088
921 => 0.0005447479027343
922 => 0.00054725362160809
923 => 0.00054569222575848
924 => 0.00054248975731774
925 => 0.00054863944344877
926 => 0.00055028484002301
927 => 0.00055065318363609
928 => 0.00056154924837492
929 => 0.00055126215261481
930 => 0.00055373835880921
1001 => 0.00057305701267366
1002 => 0.0005555376594106
1003 => 0.00056481805156225
1004 => 0.00056436382465925
1005 => 0.00056911135925269
1006 => 0.00056397438825244
1007 => 0.00056403806716459
1008 => 0.00056825355625771
1009 => 0.00056233366209389
1010 => 0.00056086781304727
1011 => 0.00055884275308797
1012 => 0.00056326439742376
1013 => 0.00056591497322929
1014 => 0.00058727666758848
1015 => 0.00060107729635612
1016 => 0.00060047817466475
1017 => 0.00060595302541508
1018 => 0.00060348655500817
1019 => 0.00059552167144224
1020 => 0.00060911675647521
1021 => 0.00060481470272826
1022 => 0.00060516935881216
1023 => 0.00060515615849501
1024 => 0.00060801664814466
1025 => 0.00060598972906786
1026 => 0.00060199446350849
1027 => 0.00060464670723803
1028 => 0.00061252292292029
1029 => 0.00063697093806982
1030 => 0.00065065237124061
1031 => 0.00063614729861402
1101 => 0.00064615270348118
1102 => 0.00064015302585116
1103 => 0.00063906270595084
1104 => 0.00064534683960103
1105 => 0.00065164197279529
1106 => 0.00065124100002542
1107 => 0.00064667105658506
1108 => 0.00064408961149362
1109 => 0.00066363717857356
1110 => 0.00067803949301395
1111 => 0.00067705735172345
1112 => 0.00068139220397023
1113 => 0.00069411946423871
1114 => 0.00069528308541444
1115 => 0.00069513649589182
1116 => 0.00069225233939646
1117 => 0.00070478397997437
1118 => 0.0007152380950177
1119 => 0.00069158474049908
1120 => 0.00070059162825462
1121 => 0.00070463511035188
1122 => 0.00071057214171774
1123 => 0.00072058890879394
1124 => 0.00073146977465494
1125 => 0.00073300844839031
1126 => 0.00073191668574275
1127 => 0.00072474046221404
1128 => 0.00073664643547488
1129 => 0.00074362067538164
1130 => 0.00074777367564348
1201 => 0.00075830499331415
1202 => 0.00070466008152075
1203 => 0.00066668754662827
1204 => 0.00066075758697476
1205 => 0.00067281639311432
1206 => 0.00067599620412615
1207 => 0.00067471442629443
1208 => 0.00063197288596111
1209 => 0.00066053256161047
1210 => 0.00069126037124345
1211 => 0.0006924407515544
1212 => 0.00070782373554487
1213 => 0.00071283306570198
1214 => 0.00072521838410811
1215 => 0.00072444367906965
1216 => 0.00072745930700808
1217 => 0.00072676606636844
1218 => 0.00074970726067931
1219 => 0.00077501480480452
1220 => 0.00077413848502453
1221 => 0.00077050022613126
1222 => 0.00077590366100309
1223 => 0.00080202375866156
1224 => 0.00079961903863521
1225 => 0.00080195501930725
1226 => 0.00083275208651078
1227 => 0.0008727926547071
1228 => 0.00085418979077259
1229 => 0.00089455265268058
1230 => 0.00091995893470828
1231 => 0.0009638964724166
]
'min_raw' => 0.0003935375777414
'max_raw' => 0.0009638964724166
'avg_raw' => 0.000678717025079
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000393'
'max' => '$0.000963'
'avg' => '$0.000678'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0001754757424538
'max_diff' => 0.00039104662538714
'year' => 2028
]
3 => [
'items' => [
101 => 0.00095839527629858
102 => 0.00097549983729989
103 => 0.00094854698711306
104 => 0.00088665779501435
105 => 0.00087686359346241
106 => 0.00089647183299807
107 => 0.00094467677655243
108 => 0.00089495368777871
109 => 0.00090501260387815
110 => 0.00090211563536481
111 => 0.00090196126822406
112 => 0.00090785283413003
113 => 0.0008993068105
114 => 0.00086448877283096
115 => 0.0008804456743107
116 => 0.00087428394833603
117 => 0.00088112084269203
118 => 0.00091801674178165
119 => 0.00090170418530575
120 => 0.00088452023218287
121 => 0.00090607272282342
122 => 0.00093351644964815
123 => 0.00093179907054458
124 => 0.00092846663727487
125 => 0.00094725138913568
126 => 0.00097827829579386
127 => 0.00098666474398736
128 => 0.00099285544859042
129 => 0.00099370904216237
130 => 0.0010025015864589
131 => 0.00095522185976998
201 => 0.0010302560002548
202 => 0.0010432123235402
203 => 0.0010407770717471
204 => 0.0010551774797935
205 => 0.0010509405144432
206 => 0.00104480181641
207 => 0.0010676295262181
208 => 0.0010414593990243
209 => 0.0010043141982002
210 => 0.00098393560637934
211 => 0.0010107717799832
212 => 0.0010271596947497
213 => 0.0010379910639432
214 => 0.0010412686297166
215 => 0.00095889205036472
216 => 0.00091449564290858
217 => 0.00094295323108212
218 => 0.00097767345269166
219 => 0.00095502898718587
220 => 0.00095591660736205
221 => 0.00092363155041165
222 => 0.00098052996385198
223 => 0.0009722403436047
224 => 0.0010152469081116
225 => 0.0010049830463428
226 => 0.001040053230193
227 => 0.0010308180754554
228 => 0.0010691526864407
301 => 0.0010844454006308
302 => 0.0011101242478771
303 => 0.0011290137124431
304 => 0.0011401059673341
305 => 0.0011394400299565
306 => 0.0011833930699743
307 => 0.001157475497878
308 => 0.0011249169190224
309 => 0.0011243280370519
310 => 0.0011411905863999
311 => 0.0011765298638187
312 => 0.0011856928242878
313 => 0.001190813669156
314 => 0.0011829709169825
315 => 0.0011548392500011
316 => 0.0011426921388294
317 => 0.0011530418294834
318 => 0.0011403850471726
319 => 0.001162234204307
320 => 0.0011922377637806
321 => 0.0011860421473962
322 => 0.0012067531640704
323 => 0.0012281868874658
324 => 0.0012588380745698
325 => 0.001266851429889
326 => 0.001280097201511
327 => 0.0012937314515193
328 => 0.0012981104051687
329 => 0.0013064711863948
330 => 0.0013064271209507
331 => 0.001331622897921
401 => 0.0013594146201676
402 => 0.0013699053519358
403 => 0.0013940282111745
404 => 0.0013527186600941
405 => 0.0013840524291185
406 => 0.0014123162731137
407 => 0.0013786189531211
408 => 0.0014250628582623
409 => 0.0014268661698548
410 => 0.001454094033911
411 => 0.0014264933774624
412 => 0.0014101041957676
413 => 0.0014574191492258
414 => 0.0014803133647972
415 => 0.0014734174407478
416 => 0.0014209391182381
417 => 0.0013903944836363
418 => 0.0013104532832634
419 => 0.001405147088308
420 => 0.001451269678489
421 => 0.0014208196718719
422 => 0.0014361768840385
423 => 0.0015199608540263
424 => 0.0015518603651874
425 => 0.0015452254898603
426 => 0.0015463466745713
427 => 0.0015635590717767
428 => 0.0016398883200258
429 => 0.0015941500651768
430 => 0.0016291152472292
501 => 0.0016476606537134
502 => 0.0016648866608027
503 => 0.0016225850317269
504 => 0.0015675512338336
505 => 0.0015501197198791
506 => 0.0014177920188179
507 => 0.0014109037873076
508 => 0.0014070372142261
509 => 0.0013826590178847
510 => 0.0013635044333104
511 => 0.0013482719964928
512 => 0.0013082975334926
513 => 0.0013217877412925
514 => 0.0012580767905891
515 => 0.0012988367990717
516 => 0.0011971525833944
517 => 0.0012818382197732
518 => 0.0012357476780756
519 => 0.0012666962372244
520 => 0.0012665882606171
521 => 0.0012096021509745
522 => 0.0011767337522025
523 => 0.0011976787751573
524 => 0.0012201335023828
525 => 0.0012237767063283
526 => 0.0012528898463046
527 => 0.0012610146978871
528 => 0.001236396018279
529 => 0.0011950454040392
530 => 0.00120465020862
531 => 0.0011765391111442
601 => 0.0011272754940956
602 => 0.0011626574839202
603 => 0.0011747384508825
604 => 0.0011800740941306
605 => 0.0011316289847279
606 => 0.0011164064795591
607 => 0.0011083021455364
608 => 0.001188791748763
609 => 0.0011932011509227
610 => 0.0011706420260468
611 => 0.0012726114096301
612 => 0.0012495325976441
613 => 0.0012753172850787
614 => 0.0012037786732771
615 => 0.0012065115445875
616 => 0.0011726440193035
617 => 0.0011916075704337
618 => 0.0011782047437187
619 => 0.0011900755029038
620 => 0.0011971907870144
621 => 0.0012310527549707
622 => 0.0012822248690541
623 => 0.0012259949061552
624 => 0.0012014947060922
625 => 0.0012166944924169
626 => 0.001257173526404
627 => 0.0013185013349781
628 => 0.0012821940379651
629 => 0.0012983065998416
630 => 0.0013018264778136
701 => 0.0012750548211654
702 => 0.0013194884441454
703 => 0.0013433007836785
704 => 0.0013677273167701
705 => 0.0013889361910376
706 => 0.0013579708223023
707 => 0.0013911082055603
708 => 0.00136440532419
709 => 0.0013404500791076
710 => 0.0013404864093261
711 => 0.0013254589341557
712 => 0.0012963413074292
713 => 0.0012909715703163
714 => 0.0013189056209007
715 => 0.0013413060841049
716 => 0.0013431510935454
717 => 0.0013555531409526
718 => 0.0013628925448569
719 => 0.0014348286805552
720 => 0.0014637619894199
721 => 0.0014991410918202
722 => 0.0015129232460621
723 => 0.0015544025891544
724 => 0.0015209046508199
725 => 0.0015136571611493
726 => 0.001413041842597
727 => 0.0014295175953734
728 => 0.001455896865242
729 => 0.0014134768270411
730 => 0.0014403825775327
731 => 0.0014456943426215
801 => 0.0014120354103753
802 => 0.0014300141004046
803 => 0.0013822680299968
804 => 0.001283265602914
805 => 0.0013195986621481
806 => 0.0013463520233199
807 => 0.0013081716782621
808 => 0.0013766084689947
809 => 0.0013366291086708
810 => 0.0013239575707959
811 => 0.0012745213838163
812 => 0.0012978533610973
813 => 0.0013294101944517
814 => 0.0013099117403143
815 => 0.0013503739603569
816 => 0.0014076792548171
817 => 0.0014485184202387
818 => 0.0014516535442578
819 => 0.0014253966969033
820 => 0.0014674734623579
821 => 0.001467779945658
822 => 0.0014203171823366
823 => 0.001391246504076
824 => 0.00138464158481
825 => 0.0014011419681072
826 => 0.0014211764795689
827 => 0.0014527653202109
828 => 0.0014718537950286
829 => 0.0015216264136085
830 => 0.0015350934571034
831 => 0.0015498896549518
901 => 0.0015696619382558
902 => 0.0015934036338716
903 => 0.0015414581554797
904 => 0.0015435220461747
905 => 0.0014951511359304
906 => 0.0014434598812441
907 => 0.0014826871001451
908 => 0.00153397147068
909 => 0.0015222067794151
910 => 0.001520883011317
911 => 0.0015231092220754
912 => 0.0015142390290605
913 => 0.0014741194747991
914 => 0.0014539716858108
915 => 0.0014799674738549
916 => 0.001493783078261
917 => 0.0015152098758475
918 => 0.0015125685707801
919 => 0.0015677617002928
920 => 0.0015892080814679
921 => 0.0015837211794209
922 => 0.0015847309014472
923 => 0.0016235585501519
924 => 0.0016667428810266
925 => 0.001707190705565
926 => 0.00174833596996
927 => 0.0016987337478048
928 => 0.0016735487984342
929 => 0.0016995332375305
930 => 0.0016857455283885
1001 => 0.0017649737948185
1002 => 0.001770459388087
1003 => 0.0018496819254115
1004 => 0.0019248735469768
1005 => 0.0018776470366695
1006 => 0.0019221795087605
1007 => 0.0019703450081127
1008 => 0.0020632640709337
1009 => 0.0020319721995076
1010 => 0.0020080031164014
1011 => 0.0019853524486838
1012 => 0.0020324848925119
1013 => 0.0020931200285376
1014 => 0.0021061802560814
1015 => 0.0021273428140933
1016 => 0.0021050929719783
1017 => 0.0021318904560661
1018 => 0.0022264973503074
1019 => 0.0022009337323653
1020 => 0.0021646292853307
1021 => 0.0022393123421915
1022 => 0.0022663398501464
1023 => 0.0024560330553896
1024 => 0.0026955285628446
1025 => 0.002596375850146
1026 => 0.0025348285617359
1027 => 0.0025492936344334
1028 => 0.0026367492863214
1029 => 0.0026648372660042
1030 => 0.0025884844547192
1031 => 0.0026154535584578
1101 => 0.0027640559716014
1102 => 0.0028437763985167
1103 => 0.0027355053508839
1104 => 0.0024367898245572
1105 => 0.0021613604670908
1106 => 0.0022344167354365
1107 => 0.0022261344218061
1108 => 0.0023857891762003
1109 => 0.0022003240485318
1110 => 0.0022034468056299
1111 => 0.0023664030512676
1112 => 0.0023229291187088
1113 => 0.0022525069156841
1114 => 0.0021618746271068
1115 => 0.0019943324591997
1116 => 0.0018459356888255
1117 => 0.0021369759292646
1118 => 0.0021244257448745
1119 => 0.0021062512180446
1120 => 0.0021466966608154
1121 => 0.0023430882502714
1122 => 0.0023385607884769
1123 => 0.0023097593864716
1124 => 0.0023316049960487
1125 => 0.0022486772747032
1126 => 0.0022700496367231
1127 => 0.0021613168376734
1128 => 0.0022104686039267
1129 => 0.0022523558212646
1130 => 0.002260765300296
1201 => 0.0022797122859525
1202 => 0.0021178123679858
1203 => 0.002190500678021
1204 => 0.002233198250193
1205 => 0.0020402890657686
1206 => 0.0022293850558673
1207 => 0.0021149940506088
1208 => 0.0020761680253288
1209 => 0.0021284421534284
1210 => 0.0021080708748697
1211 => 0.0020905568458066
1212 => 0.0020807837166601
1213 => 0.0021191680670515
1214 => 0.0021173773912265
1215 => 0.0020545731439049
1216 => 0.0019726475635023
1217 => 0.0020001444774009
1218 => 0.0019901545907966
1219 => 0.0019539499530216
1220 => 0.0019783475075173
1221 => 0.001870913024838
1222 => 0.0016860775813466
1223 => 0.0018081855369798
1224 => 0.0018034845135158
1225 => 0.0018011140443108
1226 => 0.0018928747981531
1227 => 0.0018840541189519
1228 => 0.0018680444998295
1229 => 0.0019536559238116
1230 => 0.001922406602422
1231 => 0.0020187096476786
]
'min_raw' => 0.00086448877283096
'max_raw' => 0.0028437763985167
'avg_raw' => 0.0018541325856738
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000864'
'max' => '$0.002843'
'avg' => '$0.001854'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.00047095119508957
'max_diff' => 0.0018798799261001
'year' => 2029
]
4 => [
'items' => [
101 => 0.002082141061775
102 => 0.0020660528033689
103 => 0.0021257103549172
104 => 0.0020007779507612
105 => 0.0020422754840038
106 => 0.002050828068092
107 => 0.0019525994921287
108 => 0.0018854972911564
109 => 0.0018810223393727
110 => 0.0017646763701396
111 => 0.0018268274477921
112 => 0.0018815178241399
113 => 0.0018553253780139
114 => 0.0018470336320475
115 => 0.0018893943639296
116 => 0.001892686155592
117 => 0.0018176329568415
118 => 0.0018332388934874
119 => 0.001898318243572
120 => 0.0018315990608417
121 => 0.0017019745873132
122 => 0.0016698259256796
123 => 0.0016655367016003
124 => 0.0015783469815075
125 => 0.0016719742529748
126 => 0.0016311034399244
127 => 0.001760213848643
128 => 0.001686466675616
129 => 0.0016832875823834
130 => 0.0016784819166907
131 => 0.0016034341228448
201 => 0.001619864820161
202 => 0.0016744829605057
203 => 0.0016939713282981
204 => 0.0016919385318738
205 => 0.0016742153018212
206 => 0.0016823289057817
207 => 0.0016561921604579
208 => 0.0016469627316948
209 => 0.001617832115764
210 => 0.0015750181578838
211 => 0.0015809717013203
212 => 0.0014961460478781
213 => 0.0014499285298446
214 => 0.00143713612999
215 => 0.0014200295982733
216 => 0.0014390683582662
217 => 0.0014959057474597
218 => 0.0014273477973676
219 => 0.0013098100007157
220 => 0.0013168742225691
221 => 0.0013327454316875
222 => 0.0013031695384939
223 => 0.0012751784377028
224 => 0.0012995144288509
225 => 0.0012497121149361
226 => 0.0013387638033907
227 => 0.0013363552047825
228 => 0.0013695481673189
301 => 0.0013903044079811
302 => 0.0013424679931675
303 => 0.0013304372642053
304 => 0.0013372905141883
305 => 0.001224021557772
306 => 0.0013602916770592
307 => 0.0013614701467096
308 => 0.0013513793740937
309 => 0.0014239390057462
310 => 0.0015770624604497
311 => 0.0015194512574136
312 => 0.0014971424582902
313 => 0.0014547334148489
314 => 0.0015112409472345
315 => 0.0015069020504021
316 => 0.0014872799134483
317 => 0.0014754123837938
318 => 0.0014972786710605
319 => 0.001472702908818
320 => 0.0014682884266225
321 => 0.0014415414675215
322 => 0.0014319940200315
323 => 0.0014249254700048
324 => 0.0014171436909668
325 => 0.0014343083564262
326 => 0.0013954109662954
327 => 0.0013485045269558
328 => 0.0013446047640594
329 => 0.001355372352287
330 => 0.0013506084960489
331 => 0.0013445819565485
401 => 0.0013330756514119
402 => 0.0013296619764711
403 => 0.0013407547639489
404 => 0.0013282316536362
405 => 0.0013467101850717
406 => 0.001341685046985
407 => 0.0013136150341244
408 => 0.0012786294052502
409 => 0.0012783179597684
410 => 0.0012707803634154
411 => 0.0012611801011746
412 => 0.0012585095278435
413 => 0.001297464919555
414 => 0.001378101414561
415 => 0.0013622705411235
416 => 0.0013737099695953
417 => 0.0014299806356577
418 => 0.001447867388281
419 => 0.00143517179494
420 => 0.0014177932837446
421 => 0.0014185578500398
422 => 0.0014779454836274
423 => 0.0014816494174879
424 => 0.001491008063419
425 => 0.0015030365681935
426 => 0.0014372203013158
427 => 0.0014154579097886
428 => 0.0014051456813515
429 => 0.0013733880090999
430 => 0.0014076359359262
501 => 0.001387681135607
502 => 0.0013903737199231
503 => 0.0013886201708549
504 => 0.0013895777272206
505 => 0.0013387389116289
506 => 0.001357261904021
507 => 0.0013264638365757
508 => 0.0012852286815116
509 => 0.0012850904468129
510 => 0.0012951826925971
511 => 0.001289179429895
512 => 0.0012730248043219
513 => 0.0012753194926369
514 => 0.0012552156084132
515 => 0.0012777604681742
516 => 0.0012784069740828
517 => 0.001269725975048
518 => 0.001304459442101
519 => 0.0013186897718925
520 => 0.0013129757523627
521 => 0.0013182888610499
522 => 0.001362928385387
523 => 0.0013702065756129
524 => 0.001373439066941
525 => 0.0013691079567844
526 => 0.0013191047896088
527 => 0.0013213226427029
528 => 0.0013050495082669
529 => 0.0012913004244891
530 => 0.0012918503157358
531 => 0.0012989191320534
601 => 0.0013297890674927
602 => 0.0013947530267428
603 => 0.0013972183615083
604 => 0.001400206419163
605 => 0.001388052487004
606 => 0.0013843867447673
607 => 0.0013892228049858
608 => 0.0014136198524374
609 => 0.0014763756822168
610 => 0.0014541935806518
611 => 0.0014361591867945
612 => 0.001451980212245
613 => 0.0014495446893862
614 => 0.0014289864254343
615 => 0.0014284094234366
616 => 0.0013889515420382
617 => 0.0013743648616977
618 => 0.0013621751398111
619 => 0.0013488642817317
620 => 0.0013409731588782
621 => 0.0013530975100324
622 => 0.0013558704925924
623 => 0.0013293603868965
624 => 0.0013257471574483
625 => 0.00134739588202
626 => 0.0013378690854818
627 => 0.0013476676319745
628 => 0.0013499409788112
629 => 0.0013495749176109
630 => 0.0013396278478794
701 => 0.0013459678135004
702 => 0.0013309719047721
703 => 0.0013146661063427
704 => 0.0013042640228319
705 => 0.0012951868253326
706 => 0.001300223382075
707 => 0.0012822689769272
708 => 0.0012765250013696
709 => 0.0013438199758017
710 => 0.0013935314969577
711 => 0.0013928086717521
712 => 0.001388408659209
713 => 0.0013818711330799
714 => 0.0014131415916813
715 => 0.0014022475891772
716 => 0.0014101738862233
717 => 0.0014121914614872
718 => 0.0014182980541562
719 => 0.001420480636156
720 => 0.001413883357452
721 => 0.0013917420843315
722 => 0.0013365681368444
723 => 0.0013108845153499
724 => 0.0013024084924621
725 => 0.0013027165797959
726 => 0.0012942181557697
727 => 0.0012967213225181
728 => 0.0012933476565282
729 => 0.0012869587493208
730 => 0.0012998288850585
731 => 0.0013013120483086
801 => 0.0012983080048408
802 => 0.0012990155658254
803 => 0.0012741433689555
804 => 0.0012760343480639
805 => 0.0012655051360941
806 => 0.0012635310357813
807 => 0.0012369141048049
808 => 0.0011897583533944
809 => 0.0012158872171954
810 => 0.001184327223998
811 => 0.0011723749763623
812 => 0.0012289550577141
813 => 0.0012232759868336
814 => 0.0012135558861188
815 => 0.0011991778313152
816 => 0.0011938448709279
817 => 0.0011614434918243
818 => 0.0011595290454922
819 => 0.0011755880438868
820 => 0.0011681773686841
821 => 0.0011577699740573
822 => 0.0011200754456998
823 => 0.0010776943155966
824 => 0.0010789735355162
825 => 0.001092454184473
826 => 0.0011316509894283
827 => 0.0011163361196207
828 => 0.0011052250058574
829 => 0.0011031442282483
830 => 0.0011291895164282
831 => 0.0011660490558593
901 => 0.0011833427270746
902 => 0.0011662052241168
903 => 0.0011465185834676
904 => 0.0011477168180648
905 => 0.0011556881360215
906 => 0.0011565258088304
907 => 0.0011437118295871
908 => 0.0011473188896857
909 => 0.0011418394355594
910 => 0.0011082120357001
911 => 0.0011076038226702
912 => 0.0010993511164297
913 => 0.0010991012277646
914 => 0.0010850613157153
915 => 0.0010830970349663
916 => 0.0010552199374309
917 => 0.0010735687274483
918 => 0.0010612613224593
919 => 0.0010427111601176
920 => 0.0010395131051379
921 => 0.0010394169677434
922 => 0.001058463836728
923 => 0.0010733461536946
924 => 0.0010614754150384
925 => 0.0010587726779509
926 => 0.0010876308391078
927 => 0.0010839583750527
928 => 0.0010807780448657
929 => 0.0011627486883822
930 => 0.0010978625277898
1001 => 0.001069568458199
1002 => 0.0010345491741822
1003 => 0.0010459516296406
1004 => 0.0010483542945426
1005 => 0.00096413922918274
1006 => 0.00092997318765454
1007 => 0.00091824868972218
1008 => 0.00091150107540204
1009 => 0.00091457604797893
1010 => 0.00088382260332659
1011 => 0.00090448942674799
1012 => 0.00087785954320303
1013 => 0.00087339495656558
1014 => 0.00092101248715351
1015 => 0.00092763818835725
1016 => 0.00089937088857811
1017 => 0.00091752307109646
1018 => 0.00091094083738109
1019 => 0.000878316036124
1020 => 0.00087707000868778
1021 => 0.00086070003023418
1022 => 0.00083508418380676
1023 => 0.0008233770546245
1024 => 0.00081727988010043
1025 => 0.00081979569314062
1026 => 0.00081852362108235
1027 => 0.00081022249043943
1028 => 0.00081899943217385
1029 => 0.00079657797292512
1030 => 0.00078764956719031
1031 => 0.00078361681345733
1101 => 0.00076371647784305
1102 => 0.00079538676152479
1103 => 0.00080162620638181
1104 => 0.00080787794487267
1105 => 0.00086229506019242
1106 => 0.00085957653489221
1107 => 0.00088415067963053
1108 => 0.00088319577355495
1109 => 0.00087618682940083
1110 => 0.00084661724692995
1111 => 0.00085840315547572
1112 => 0.00082212796090871
1113 => 0.00084930780315178
1114 => 0.00083690405820939
1115 => 0.00084511408450971
1116 => 0.0008303517169535
1117 => 0.00083852182068233
1118 => 0.00080310581022556
1119 => 0.00077003483797774
1120 => 0.00078334356261213
1121 => 0.00079781166832698
1122 => 0.00082918220792155
1123 => 0.00081049817334035
1124 => 0.00081721765869732
1125 => 0.00079470850757975
1126 => 0.00074826569940306
1127 => 0.00074852856065366
1128 => 0.00074138434642726
1129 => 0.00073521070226328
1130 => 0.00081264425946982
1201 => 0.0008030141725878
1202 => 0.0007876698894959
1203 => 0.00080820882217198
1204 => 0.00081363964196822
1205 => 0.00081379424977299
1206 => 0.00082877892486687
1207 => 0.00083677624865063
1208 => 0.0008381858116299
1209 => 0.00086176452165545
1210 => 0.00086966779424531
1211 => 0.00090222025552995
1212 => 0.00083609773160177
1213 => 0.0008347359817346
1214 => 0.00080849784707482
1215 => 0.00079185720726509
1216 => 0.00080963724591928
1217 => 0.00082538793294958
1218 => 0.00080898726482572
1219 => 0.0008111288458457
1220 => 0.00078911228887324
1221 => 0.0007969821720156
1222 => 0.00080376077556555
1223 => 0.00080001802911317
1224 => 0.00079441495652298
1225 => 0.00082409655623157
1226 => 0.00082242180405288
1227 => 0.00085006199207855
1228 => 0.00087160949521336
1229 => 0.00091022647290787
1230 => 0.00086992764353508
1231 => 0.00086845899401939
]
'min_raw' => 0.00073521070226328
'max_raw' => 0.0021257103549172
'avg_raw' => 0.0014304605285903
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.000735'
'max' => '$0.002125'
'avg' => '$0.00143'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00012927807056768
'max_diff' => -0.00071806604359942
'year' => 2030
]
5 => [
'items' => [
101 => 0.00088281527861399
102 => 0.00086966559637294
103 => 0.00087797574163768
104 => 0.00090888758003137
105 => 0.00090954069846639
106 => 0.00089860012318421
107 => 0.000897934388184
108 => 0.00090003564534373
109 => 0.0009123427741598
110 => 0.00090804228519159
111 => 0.00091301891990066
112 => 0.00091924227780928
113 => 0.00094498472476842
114 => 0.00095119114157962
115 => 0.00093611276638657
116 => 0.0009374741748411
117 => 0.00093183444860824
118 => 0.00092638654373286
119 => 0.0009386326382901
120 => 0.00096101261679103
121 => 0.0009608733921063
122 => 0.00096606511211389
123 => 0.0009692995106681
124 => 0.00095541510434901
125 => 0.00094637686637905
126 => 0.00094984270193476
127 => 0.00095538464846441
128 => 0.00094804552336768
129 => 0.00090274504345721
130 => 0.00091648631525619
131 => 0.00091419909571498
201 => 0.00091094181695289
202 => 0.00092475877200487
203 => 0.00092342609298342
204 => 0.00088350718230138
205 => 0.00088606266144665
206 => 0.00088366258945221
207 => 0.00089141771307478
208 => 0.00086924679424718
209 => 0.00087606641955513
210 => 0.00088034362461826
211 => 0.00088286293125949
212 => 0.00089196439435232
213 => 0.00089089644270706
214 => 0.00089189800897857
215 => 0.00090539307604807
216 => 0.00097364649433779
217 => 0.00097736137730262
218 => 0.00095906793492918
219 => 0.00096637580433518
220 => 0.00095234629313103
221 => 0.00096176439799193
222 => 0.00096820802614383
223 => 0.00093909050956382
224 => 0.00093736635920307
225 => 0.00092327894321561
226 => 0.00093084872261525
227 => 0.00091880465930402
228 => 0.00092175985115715
301 => 0.00091349687710682
302 => 0.00092836858525569
303 => 0.00094499746579594
304 => 0.0009491985777148
305 => 0.00093814726094868
306 => 0.00093014537929275
307 => 0.00091609671108861
308 => 0.00093945995940708
309 => 0.00094629208519749
310 => 0.00093942407315883
311 => 0.00093783260470044
312 => 0.00093481677484752
313 => 0.00093847242726048
314 => 0.00094625487597316
315 => 0.00094258481687953
316 => 0.00094500895556899
317 => 0.00093577063864571
318 => 0.00095541970066523
319 => 0.00098662713995652
320 => 0.00098672747697677
321 => 0.00098305739810015
322 => 0.00098155568089679
323 => 0.00098532140454321
324 => 0.00098736415514333
325 => 0.00099954181490024
326 => 0.0010126089289988
327 => 0.0010735874488681
328 => 0.0010564649244983
329 => 0.0011105686949548
330 => 0.0011533577528905
331 => 0.0011661883204267
401 => 0.0011543848020182
402 => 0.0011140056031565
403 => 0.0011120244070212
404 => 0.0011723679777787
405 => 0.0011553181551291
406 => 0.001153290132977
407 => 0.0011317154036763
408 => 0.0011444687407752
409 => 0.0011416793988715
410 => 0.0011372762862172
411 => 0.0011616087649968
412 => 0.0012071569930968
413 => 0.0012000578745988
414 => 0.0011947587119587
415 => 0.0011715393238329
416 => 0.0011855225817227
417 => 0.0011805434114198
418 => 0.0012019370869007
419 => 0.0011892639474738
420 => 0.0011551889859535
421 => 0.0011606155358882
422 => 0.0011597953237822
423 => 0.0011766752308012
424 => 0.0011716083016991
425 => 0.0011588059245538
426 => 0.0012070013142049
427 => 0.0012038717736778
428 => 0.0012083087466327
429 => 0.0012102620393453
430 => 0.0012395977237279
501 => 0.0012516156149823
502 => 0.0012543438866998
503 => 0.0012657599538944
504 => 0.0012540598445482
505 => 0.0013008686239695
506 => 0.0013319937309167
507 => 0.0013681471443191
508 => 0.0014209769984216
509 => 0.0014408415122676
510 => 0.0014372531656416
511 => 0.0014773081580833
512 => 0.0015492860891285
513 => 0.0014518019634337
514 => 0.0015544529845003
515 => 0.0015219548563937
516 => 0.0014449023792691
517 => 0.0014399411081313
518 => 0.0014921219402377
519 => 0.0016078540036307
520 => 0.001578864434373
521 => 0.0016079014201808
522 => 0.0015740282338457
523 => 0.0015723461446385
524 => 0.0016062562751269
525 => 0.001685489143358
526 => 0.001647848577661
527 => 0.0015938815968891
528 => 0.0016337299756719
529 => 0.0015992096221769
530 => 0.0015214256041141
531 => 0.0015788422665957
601 => 0.0015404493795266
602 => 0.0015516544650515
603 => 0.0016323506031597
604 => 0.0016226410303271
605 => 0.0016352061166548
606 => 0.0016130290681719
607 => 0.0015923122078894
608 => 0.0015536426497177
609 => 0.0015421944999293
610 => 0.0015453583566695
611 => 0.001542192932079
612 => 0.0015205576696736
613 => 0.001515885536817
614 => 0.001508098444032
615 => 0.0015105119897008
616 => 0.0014958699770705
617 => 0.0015235024800981
618 => 0.0015286313161567
619 => 0.0015487399475007
620 => 0.0015508276923146
621 => 0.001606829944379
622 => 0.0015759848450215
623 => 0.0015966784007083
624 => 0.0015948273743123
625 => 0.0014465723400919
626 => 0.0014670005757423
627 => 0.0014987804996807
628 => 0.0014844636870231
629 => 0.0014642230635435
630 => 0.0014478776748501
701 => 0.0014231127395779
702 => 0.0014579689104051
703 => 0.0015038010685024
704 => 0.0015519900714785
705 => 0.0016098860010858
706 => 0.0015969643035804
707 => 0.0015509077473461
708 => 0.0015529738108144
709 => 0.0015657454022097
710 => 0.0015492050309314
711 => 0.001544326952535
712 => 0.001565075229146
713 => 0.001565218111124
714 => 0.0015461864149977
715 => 0.0015250361675169
716 => 0.0015249475472077
717 => 0.0015211840649557
718 => 0.0015746977489777
719 => 0.0016041248643461
720 => 0.0016074986356989
721 => 0.0016038977826532
722 => 0.0016052836080778
723 => 0.0015881606180271
724 => 0.0016272986956179
725 => 0.0016632156659699
726 => 0.0016535891506614
727 => 0.0016391576357242
728 => 0.0016276622389608
729 => 0.0016508812005129
730 => 0.001649847296705
731 => 0.0016629019625671
801 => 0.0016623097275162
802 => 0.0016579199343976
803 => 0.0016535893074347
804 => 0.0016707597538307
805 => 0.0016658149410176
806 => 0.0016608624475444
807 => 0.0016509294636951
808 => 0.0016522795211696
809 => 0.0016378504980369
810 => 0.0016311749717086
811 => 0.0015307910725574
812 => 0.0015039652145656
813 => 0.0015124051755805
814 => 0.0015151838298901
815 => 0.0015035091821138
816 => 0.0015202476280541
817 => 0.0015176389589847
818 => 0.0015277877643133
819 => 0.0015214472313539
820 => 0.0015217074490382
821 => 0.0015403536045277
822 => 0.0015457666627927
823 => 0.0015430135376704
824 => 0.0015449417321344
825 => 0.0015893761597188
826 => 0.0015830590050493
827 => 0.0015797031425367
828 => 0.0015806327393871
829 => 0.0015919866883198
830 => 0.0015951651741183
831 => 0.0015816977064417
901 => 0.0015880490420525
902 => 0.0016150922229787
903 => 0.0016245558057914
904 => 0.001654759019352
905 => 0.0016419281574121
906 => 0.0016654797598095
907 => 0.0017378693562459
908 => 0.0017956991748584
909 => 0.001742516483744
910 => 0.0018487135810429
911 => 0.0019314032543589
912 => 0.0019282294869702
913 => 0.001913810629781
914 => 0.0018196706351294
915 => 0.0017330416085028
916 => 0.0018055104677387
917 => 0.0018056952057643
918 => 0.0017994700664864
919 => 0.0017608062610732
920 => 0.0017981246498667
921 => 0.0018010868480487
922 => 0.0017994288047788
923 => 0.0017697853558206
924 => 0.0017245252882865
925 => 0.0017333689971454
926 => 0.001747855172663
927 => 0.0017204298202754
928 => 0.0017116657584269
929 => 0.0017279598168343
930 => 0.0017804626680249
1001 => 0.0017705373081356
1002 => 0.0017702781168774
1003 => 0.0018127430154913
1004 => 0.0017823473125824
1005 => 0.0017334805446356
1006 => 0.0017211410412555
1007 => 0.0016773441171418
1008 => 0.0017075948086265
1009 => 0.0017086834771587
1010 => 0.0016921154825872
1011 => 0.0017348249460836
1012 => 0.0017344313708587
1013 => 0.0017749776499839
1014 => 0.0018524869071842
1015 => 0.0018295636058312
1016 => 0.0018029063004057
1017 => 0.0018058046886323
1018 => 0.001837592853647
1019 => 0.0018183730034259
1020 => 0.001825284595571
1021 => 0.0018375823921245
1022 => 0.0018450019581224
1023 => 0.0018047371272659
1024 => 0.0017953494691037
1025 => 0.0017761456151242
1026 => 0.0017711356880779
1027 => 0.0017867768264426
1028 => 0.0017826559390931
1029 => 0.0017085919787841
1030 => 0.0017008518828438
1031 => 0.001701089260536
1101 => 0.0016816264212727
1102 => 0.0016519409197795
1103 => 0.0017299526452744
1104 => 0.0017236872119438
1105 => 0.0017167706584528
1106 => 0.0017176178967901
1107 => 0.0017514801427648
1108 => 0.0017318383300151
1109 => 0.00178405930844
1110 => 0.0017733242451821
1111 => 0.0017623138680588
1112 => 0.0017607918985561
1113 => 0.0017565538427248
1114 => 0.0017420199723684
1115 => 0.0017244694505627
1116 => 0.0017128810758665
1117 => 0.0015800422499357
1118 => 0.0016046963633406
1119 => 0.0016330586735197
1120 => 0.0016428492293387
1121 => 0.0016261018061245
1122 => 0.0017426812627136
1123 => 0.00176398145282
1124 => 0.0016994617876106
1125 => 0.0016873927925705
1126 => 0.0017434725040192
1127 => 0.0017096495825497
1128 => 0.0017248800420164
1129 => 0.0016919601192654
1130 => 0.0017588508607658
1201 => 0.0017583412653882
1202 => 0.0017323192561486
1203 => 0.0017543128801669
1204 => 0.0017504909467572
1205 => 0.0017211121624151
1206 => 0.0017597822206314
1207 => 0.0017598014004978
1208 => 0.001734755782372
1209 => 0.0017055079835919
1210 => 0.0017002791679721
1211 => 0.0016963399577952
1212 => 0.0017239112377909
1213 => 0.0017486315612218
1214 => 0.0017946299544389
1215 => 0.0018061950433885
1216 => 0.0018513343554906
1217 => 0.001824456092927
1218 => 0.0018363708785897
1219 => 0.0018493060638758
1220 => 0.0018555076673777
1221 => 0.0018454024872678
1222 => 0.0019155224190443
1223 => 0.0019214426897055
1224 => 0.001923427705248
1225 => 0.0018997836587783
1226 => 0.0019207851060014
1227 => 0.0019109592243405
1228 => 0.0019365234387135
1229 => 0.0019405322339475
1230 => 0.0019371369270013
1231 => 0.0019384093818831
]
'min_raw' => 0.00086924679424718
'max_raw' => 0.0019405322339475
'avg_raw' => 0.0014048895140973
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000869'
'max' => '$0.00194'
'avg' => '$0.0014048'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0001340360919839
'max_diff' => -0.00018517812096977
'year' => 2031
]
6 => [
'items' => [
101 => 0.0018785743901155
102 => 0.0018754716301376
103 => 0.0018331652776774
104 => 0.0018504054290177
105 => 0.0018181757924289
106 => 0.0018283961421933
107 => 0.0018329011749863
108 => 0.0018305480015136
109 => 0.0018513801613075
110 => 0.0018336685697536
111 => 0.0017869247675875
112 => 0.0017401682301038
113 => 0.0017395812398627
114 => 0.0017272710688647
115 => 0.0017183730699534
116 => 0.0017200871402172
117 => 0.0017261277473965
118 => 0.0017180219788829
119 => 0.0017197517555682
120 => 0.0017484775739853
121 => 0.0017542383320057
122 => 0.0017346610253789
123 => 0.0016560553142808
124 => 0.0016367652756098
125 => 0.0016506305728685
126 => 0.0016440038538183
127 => 0.0013268394192714
128 => 0.0014013524986016
129 => 0.0013570793570887
130 => 0.0013774824576072
131 => 0.0013322910445968
201 => 0.0013538587555703
202 => 0.0013498759868802
203 => 0.0014696908134409
204 => 0.0014678200697241
205 => 0.0014687154957437
206 => 0.0014259744788035
207 => 0.0014940620793344
208 => 0.0015276044797068
209 => 0.0015213966740999
210 => 0.0015229590450293
211 => 0.0014961123360809
212 => 0.0014689754305704
213 => 0.0014388764260193
214 => 0.0014947966561258
215 => 0.0014885792811281
216 => 0.0015028397024318
217 => 0.0015391079689165
218 => 0.0015444486089261
219 => 0.0015516264832584
220 => 0.0015490537262661
221 => 0.0016103472355702
222 => 0.0016029241871659
223 => 0.0016208115980635
224 => 0.0015840158367259
225 => 0.0015423779400868
226 => 0.0015502919429925
227 => 0.0015495297608723
228 => 0.0015398263076901
229 => 0.0015310664640279
301 => 0.001516483792401
302 => 0.0015626255232578
303 => 0.0015607522532497
304 => 0.0015910783172426
305 => 0.0015857178908602
306 => 0.0015499196515596
307 => 0.0015511981926796
308 => 0.001559796996157
309 => 0.0015895575531718
310 => 0.001598392512747
311 => 0.0015942998074595
312 => 0.0016039869373025
313 => 0.0016116432497543
314 => 0.0016049484522678
315 => 0.0016997326665985
316 => 0.001660371652476
317 => 0.0016795559368872
318 => 0.0016841312756788
319 => 0.001672411641573
320 => 0.0016749532105619
321 => 0.001678802995044
322 => 0.0017021781325545
323 => 0.0017635212570325
324 => 0.0017906897092871
325 => 0.0018724273383627
326 => 0.0017884337475305
327 => 0.0017834499154505
328 => 0.0017981733306869
329 => 0.0018461619717611
330 => 0.0018850522580078
331 => 0.0018979544095903
401 => 0.0018996596419132
402 => 0.0019238649360008
403 => 0.0019377389591697
404 => 0.0019209257766361
405 => 0.0019066783648524
406 => 0.0018556459042972
407 => 0.0018615530505632
408 => 0.0019022474305012
409 => 0.0019597306390506
410 => 0.0020090572120945
411 => 0.0019917847654192
412 => 0.002123561341105
413 => 0.0021366264503252
414 => 0.0021348212746765
415 => 0.0021645855378291
416 => 0.002105509536858
417 => 0.0020802534018992
418 => 0.0019097588169951
419 => 0.0019576608409694
420 => 0.0020272892460033
421 => 0.002018073665504
422 => 0.0019675076565957
423 => 0.0020090188532424
424 => 0.0019952939534559
425 => 0.0019844685555476
426 => 0.0020340618019719
427 => 0.0019795319903501
428 => 0.0020267452694192
429 => 0.0019661937506542
430 => 0.0019918636645006
501 => 0.0019772921798874
502 => 0.0019867217162462
503 => 0.0019315968393699
504 => 0.0019613408848516
505 => 0.0019303593892886
506 => 0.0019303447000258
507 => 0.001929660781794
508 => 0.001966110373931
509 => 0.001967298993822
510 => 0.0019403626901605
511 => 0.0019364807479788
512 => 0.001950834322833
513 => 0.0019340300458859
514 => 0.0019418926613046
515 => 0.0019342681964971
516 => 0.0019325517688732
517 => 0.0019188749815395
518 => 0.001912982645505
519 => 0.0019152931822909
520 => 0.0019074061290772
521 => 0.0019026538942288
522 => 0.0019287154426707
523 => 0.001914791808658
524 => 0.0019265814460652
525 => 0.0019131456662689
526 => 0.0018665713998042
527 => 0.0018397860466464
528 => 0.0017518115747313
529 => 0.0017767610258344
530 => 0.0017933025377279
531 => 0.0017878355681458
601 => 0.0017995807342445
602 => 0.0018003017920527
603 => 0.0017964833188262
604 => 0.0017920620160066
605 => 0.0017899099703074
606 => 0.0018059495558112
607 => 0.0018152610750637
608 => 0.0017949626997433
609 => 0.0017902070744101
610 => 0.0018107298525632
611 => 0.0018232487353809
612 => 0.0019156811323543
613 => 0.0019088334418338
614 => 0.0019260198012489
615 => 0.0019240848809249
616 => 0.0019420989235937
617 => 0.0019715442700546
618 => 0.0019116736476512
619 => 0.00192206511753
620 => 0.0019195173690898
621 => 0.0019473330185046
622 => 0.0019474198559259
623 => 0.001930742984607
624 => 0.0019397837871003
625 => 0.00193473745917
626 => 0.0019438568557922
627 => 0.0019087419867521
628 => 0.0019515081068271
629 => 0.0019757537411217
630 => 0.0019760903917774
701 => 0.0019875826300078
702 => 0.0019992594096354
703 => 0.0020216719712975
704 => 0.0019986343354551
705 => 0.0019571918712433
706 => 0.0019601838833011
707 => 0.0019358861816969
708 => 0.0019362946304506
709 => 0.0019341142989926
710 => 0.0019406576378257
711 => 0.0019101778816621
712 => 0.0019173314195116
713 => 0.0019073164246312
714 => 0.0019220433468871
715 => 0.0019061996129872
716 => 0.0019195161404884
717 => 0.001925263112308
718 => 0.0019464695620459
719 => 0.0019030674031185
720 => 0.0018145674629977
721 => 0.0018331712233692
722 => 0.001805654800486
723 => 0.0018082015501862
724 => 0.0018133463898929
725 => 0.0017966702811167
726 => 0.0017998515571466
727 => 0.0017997378995805
728 => 0.0017987584600788
729 => 0.0017944203601242
730 => 0.0017881292569231
731 => 0.0018131910757767
801 => 0.0018174495671615
802 => 0.0018269156659945
803 => 0.0018550803552053
804 => 0.001852266038584
805 => 0.0018568563057582
806 => 0.0018468357782903
807 => 0.0018086663737159
808 => 0.0018107391560228
809 => 0.0017848915274413
810 => 0.0018262546840183
811 => 0.0018164593425739
812 => 0.0018101442222222
813 => 0.001808421083125
814 => 0.0018366555871527
815 => 0.0018451037932794
816 => 0.0018398394381593
817 => 0.0018290420922221
818 => 0.0018497761883703
819 => 0.0018553237577982
820 => 0.0018565656540066
821 => 0.0018933024970126
822 => 0.0018586188354353
823 => 0.0018669675375029
824 => 0.0019321017277922
825 => 0.0018730340051036
826 => 0.0019043234951792
827 => 0.0019027920374626
828 => 0.0019187986818067
829 => 0.0019014790254275
830 => 0.0019016937233257
831 => 0.0019159065391192
901 => 0.0018959472026321
902 => 0.0018910049902291
903 => 0.0018841773591912
904 => 0.0018990852417786
905 => 0.0019080218431643
906 => 0.0019800442871221
907 => 0.0020265740705414
908 => 0.0020245540899296
909 => 0.0020430129314762
910 => 0.0020346970542958
911 => 0.0020078428932629
912 => 0.0020536796716301
913 => 0.0020391749970624
914 => 0.0020403707448106
915 => 0.0020403262390197
916 => 0.0020499705795865
917 => 0.0020431366804041
918 => 0.0020296663636302
919 => 0.002038608588538
920 => 0.0020651637996106
921 => 0.0021475919895931
922 => 0.0021937198967356
923 => 0.0021448150316632
924 => 0.0021785489527279
925 => 0.0021583206207142
926 => 0.0021546445310466
927 => 0.0021758319263924
928 => 0.002197056407469
929 => 0.0021957044997804
930 => 0.0021802966164079
1001 => 0.0021715930940514
1002 => 0.002237499081229
1003 => 0.0022860574899022
1004 => 0.0022827461319704
1005 => 0.0022973613889701
1006 => 0.0023402722355542
1007 => 0.0023441954655896
1008 => 0.0023437012287796
1009 => 0.0023339770937901
1010 => 0.0023762283949297
1011 => 0.0024114751736813
1012 => 0.0023317262374973
1013 => 0.0023620935884059
1014 => 0.0023757264706038
1015 => 0.0023957435863641
1016 => 0.0024295158159098
1017 => 0.0024662014148379
1018 => 0.0024713891607635
1019 => 0.0024677082067728
1020 => 0.0024435130681179
1021 => 0.0024836548882153
1022 => 0.0025071690249868
1023 => 0.0025211711553228
1024 => 0.0025566782281226
1025 => 0.002375810662643
1026 => 0.0022477836100953
1027 => 0.0022277903371069
1028 => 0.0022684474439254
1029 => 0.0022791683987591
1030 => 0.0022748467953086
1031 => 0.0021307407079558
1101 => 0.0022270316483805
1102 => 0.0023306326039052
1103 => 0.0023346123385351
1104 => 0.0023864771430646
1105 => 0.0024033664494296
1106 => 0.0024451244151512
1107 => 0.0024425124430258
1108 => 0.0024526798431647
1109 => 0.0024503425339476
1110 => 0.0025276903722697
1111 => 0.0026130165242042
1112 => 0.0026100619508832
1113 => 0.0025977953070095
1114 => 0.0026160133649356
1115 => 0.0027040790978381
1116 => 0.0026959714163771
1117 => 0.0027038473383058
1118 => 0.0028076818005651
1119 => 0.0029426813717822
1120 => 0.0028799605172165
1121 => 0.0030160467241843
1122 => 0.0031017057778507
1123 => 0.0032498442538552
1124 => 0.0032312965870621
1125 => 0.0032889658086803
1126 => 0.0031980923924875
1127 => 0.0029894286603613
1128 => 0.0029564068260196
1129 => 0.0030225173746176
1130 => 0.0031850437073729
1201 => 0.0030173988420171
1202 => 0.0030513131799374
1203 => 0.0030415458483348
1204 => 0.0030410253887422
1205 => 0.0030608892145302
1206 => 0.0030320756991972
1207 => 0.0029146842542783
1208 => 0.0029684840616925
1209 => 0.0029477093723709
1210 => 0.0029707604390289
1211 => 0.003095157538799
1212 => 0.0030401586157341
1213 => 0.0029822217180351
1214 => 0.0030548874449766
1215 => 0.0031474158860259
1216 => 0.0031416256224747
1217 => 0.0031303900910428
1218 => 0.003193724193451
1219 => 0.0032983335754785
1220 => 0.003326609071086
1221 => 0.0033474814638764
1222 => 0.0033503594142002
1223 => 0.0033800040911718
1224 => 0.003220597191675
1225 => 0.003473580035036
1226 => 0.0035172631835744
1227 => 0.0035090525621302
1228 => 0.0035576045432628
1229 => 0.0035433193187687
1230 => 0.0035226222697598
1231 => 0.0035995874871575
]
'min_raw' => 0.0013268394192714
'max_raw' => 0.0035995874871575
'avg_raw' => 0.0024632134532144
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.001326'
'max' => '$0.003599'
'avg' => '$0.002463'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00045759262502421
'max_diff' => 0.00165905525321
'year' => 2032
]
7 => [
'items' => [
101 => 0.0035113530761838
102 => 0.0033861154382102
103 => 0.0033174075930982
104 => 0.0034078876260454
105 => 0.0034631406248483
106 => 0.0034996593423062
107 => 0.0035107098841438
108 => 0.0032329714955097
109 => 0.0030832859081132
110 => 0.0031792326534856
111 => 0.0032962943047306
112 => 0.0032199469082918
113 => 0.0032229395816874
114 => 0.0031140882581085
115 => 0.0033059252315429
116 => 0.0032779761981164
117 => 0.003422975832974
118 => 0.0033883705064205
119 => 0.0035066120797934
120 => 0.0034754751108177
121 => 0.0036047229281915
122 => 0.0036562833817869
123 => 0.0037428614081174
124 => 0.0038065485567221
125 => 0.0038439468685237
126 => 0.0038417016141607
127 => 0.0039898923572839
128 => 0.0039025094534544
129 => 0.0037927359316753
130 => 0.0037907504749974
131 => 0.0038476037374296
201 => 0.0039667525785567
202 => 0.0039976461395158
203 => 0.0040149114255148
204 => 0.0039884690389983
205 => 0.0038936211596805
206 => 0.0038526663262807
207 => 0.0038875610309131
208 => 0.0038448878056839
209 => 0.0039185537644218
210 => 0.0040197128599687
211 => 0.0039988239067647
212 => 0.0040686525454788
213 => 0.004140917840361
214 => 0.0042442604576799
215 => 0.0042712780446131
216 => 0.0043159370884269
217 => 0.0043619059142429
218 => 0.0043766698622004
219 => 0.0044048588198353
220 => 0.0044047102501141
221 => 0.0044896595712826
222 => 0.0045833613031929
223 => 0.004618731537789
224 => 0.0047000634419165
225 => 0.004560785406308
226 => 0.0046664293962278
227 => 0.0047617229195761
228 => 0.0046481100525495
301 => 0.0048046989213428
302 => 0.00481077891228
303 => 0.0049025795569346
304 => 0.0048095220167017
305 => 0.0047542647463616
306 => 0.0049137904153705
307 => 0.0049909798615925
308 => 0.0049677297722019
309 => 0.0047907954439409
310 => 0.0046878120758227
311 => 0.0044182847374491
312 => 0.0047375515124672
313 => 0.0048930570454389
314 => 0.0047903927221779
315 => 0.0048421706352037
316 => 0.0051246541396278
317 => 0.0052322055686601
318 => 0.0052098356232626
319 => 0.0052136157757942
320 => 0.0052716485747035
321 => 0.0055289979643134
322 => 0.005374788244747
323 => 0.0054926757972275
324 => 0.005555202929988
325 => 0.0056132816155709
326 => 0.0054706587197364
327 => 0.005285108427802
328 => 0.0052263368614751
329 => 0.0047801847785223
330 => 0.0047569606250643
331 => 0.0047439242039644
401 => 0.0046617314129683
402 => 0.0045971503937456
403 => 0.0045457931695202
404 => 0.0044110164765873
405 => 0.0044564996540409
406 => 0.0042416937355878
407 => 0.0043791189499598
408 => 0.0040362835174385
409 => 0.0043218070530521
410 => 0.0041664095737797
411 => 0.0042707548017093
412 => 0.004270390751039
413 => 0.004078258103736
414 => 0.0039674400024777
415 => 0.0040380576097045
416 => 0.0041137652902843
417 => 0.0041260486067472
418 => 0.0042242055907915
419 => 0.004251599095161
420 => 0.004168595498041
421 => 0.004029179015124
422 => 0.0040615622843542
423 => 0.0039667837565603
424 => 0.003800688032205
425 => 0.0039199808811901
426 => 0.00396071270477
427 => 0.0039787021985036
428 => 0.0038153661298229
429 => 0.0037640423908449
430 => 0.0037367180628609
501 => 0.0040080943797439
502 => 0.0040229609869801
503 => 0.003946901322433
504 => 0.0042906982184591
505 => 0.0042128863925372
506 => 0.0042998212664522
507 => 0.004058623842097
508 => 0.0040678379085227
509 => 0.0039536511824728
510 => 0.0040175881191009
511 => 0.0039723995530758
512 => 0.0040124226464585
513 => 0.0040364123236107
514 => 0.0041505803127425
515 => 0.0043231106680974
516 => 0.0041335274223332
517 => 0.0040509232872716
518 => 0.0041021704280805
519 => 0.0042386483173239
520 => 0.0044454193057022
521 => 0.0043230067189283
522 => 0.004377331346238
523 => 0.0043891988605707
524 => 0.0042989363510439
525 => 0.0044487474131775
526 => 0.0045290323784378
527 => 0.0046113881401621
528 => 0.0046828953405113
529 => 0.0045784934378874
530 => 0.0046902184391199
531 => 0.0046001878102442
601 => 0.0045194210289473
602 => 0.0045195435188154
603 => 0.0044688773370935
604 => 0.0043707052256575
605 => 0.0043526007820783
606 => 0.0044467823839165
607 => 0.0045223071095599
608 => 0.0045285276877029
609 => 0.0045703420564196
610 => 0.0045950873691039
611 => 0.0048376250730312
612 => 0.0049351757439278
613 => 0.0050544588577606
614 => 0.0051009263530264
615 => 0.0052407768542574
616 => 0.005127836216411
617 => 0.005103400798983
618 => 0.004764169227747
619 => 0.0048197183785327
620 => 0.0049086579286366
621 => 0.0047656358081697
622 => 0.0048563504244517
623 => 0.0048742594113041
624 => 0.0047607759712443
625 => 0.0048213923799102
626 => 0.0046604131700062
627 => 0.0043266195749679
628 => 0.0044491190208688
629 => 0.0045393198459194
630 => 0.0044105921468906
701 => 0.0046413315649498
702 => 0.004506538360348
703 => 0.0044638153857041
704 => 0.0042971378297782
705 => 0.0043758032201677
706 => 0.0044821992870496
707 => 0.004416458887587
708 => 0.0045528800874425
709 => 0.0047460888886429
710 => 0.0048837809861614
711 => 0.0048943512756793
712 => 0.004805824481629
713 => 0.004947689234065
714 => 0.0049487225639092
715 => 0.0047886985436268
716 => 0.0046906847222213
717 => 0.0046684157757752
718 => 0.0047240479700818
719 => 0.0047915957242397
720 => 0.0048980997059266
721 => 0.0049624578314893
722 => 0.0051302696900447
723 => 0.0051756747674267
724 => 0.0052255611815103
725 => 0.0052922248151263
726 => 0.0053722715994871
727 => 0.0051971337923716
728 => 0.005204092343946
729 => 0.0050410064429081
730 => 0.004866725768765
731 => 0.0049989830760469
801 => 0.0051718919118656
802 => 0.0051322264338815
803 => 0.0051277632573161
804 => 0.0051352690823172
805 => 0.0051053626072705
806 => 0.0049700967290204
807 => 0.0049021670517724
808 => 0.0049898136661313
809 => 0.005036393940961
810 => 0.005108635884995
811 => 0.0050997305405504
812 => 0.0052858180301638
813 => 0.0053581260016339
814 => 0.0053396265282993
815 => 0.0053430308766075
816 => 0.0054739410050754
817 => 0.0056195399916529
818 => 0.0057559126560612
819 => 0.0058946367876396
820 => 0.0057273994325269
821 => 0.0056424866173667
822 => 0.0057300949679556
823 => 0.0056836087439563
824 => 0.0059507323757659
825 => 0.0059692274364625
826 => 0.006236331752193
827 => 0.0064898455540116
828 => 0.0063306180772609
829 => 0.0064807624160737
830 => 0.0066431557599474
831 => 0.0069564388676502
901 => 0.0068509361384085
902 => 0.0067701227012479
903 => 0.0066937543936188
904 => 0.0068526647186675
905 => 0.0070571003131881
906 => 0.0071011337821881
907 => 0.0071724848240479
908 => 0.0070974679279226
909 => 0.0071878175164654
910 => 0.0075067912656423
911 => 0.0074206017429556
912 => 0.0072981987650832
913 => 0.0075499979054938
914 => 0.0076411230355641
915 => 0.0082806869209982
916 => 0.0090881627454251
917 => 0.0087538624519402
918 => 0.0085463514719711
919 => 0.0085951214744901
920 => 0.0088899843107892
921 => 0.0089846848953298
922 => 0.0087272560612993
923 => 0.0088181842774767
924 => 0.0093192076884794
925 => 0.0095879906737268
926 => 0.0092229472773898
927 => 0.0082158070247272
928 => 0.0072871777161658
929 => 0.007533492025519
930 => 0.0075055676268613
1001 => 0.0080438547780402
1002 => 0.0074185461513443
1003 => 0.0074290747449244
1004 => 0.0079784931043338
1005 => 0.0078319177054586
1006 => 0.0075944843312396
1007 => 0.0072889112425571
1008 => 0.0067240311260378
1009 => 0.0062237010539892
1010 => 0.0072049635444105
1011 => 0.0071626497215135
1012 => 0.0071013730354014
1013 => 0.0072377376695139
1014 => 0.0078998856249876
1015 => 0.0078846209714502
1016 => 0.0077875150337396
1017 => 0.0078611690316406
1018 => 0.0075815724292957
1019 => 0.0076536308400163
1020 => 0.0072870306165388
1021 => 0.0074527492281283
1022 => 0.0075939749058553
1023 => 0.0076223280515408
1024 => 0.0076862091365179
1025 => 0.0071403522596017
1026 => 0.0073854259718212
1027 => 0.0075293838174487
1028 => 0.0068789770336724
1029 => 0.0075165273665507
1030 => 0.0071308501057966
1031 => 0.0069999454508186
1101 => 0.0071761913233696
1102 => 0.0071075081354317
1103 => 0.0070484583636549
1104 => 0.0070155075763995
1105 => 0.0071449230936538
1106 => 0.0071388857050889
1107 => 0.0069271368003914
1108 => 0.0066509189862029
1109 => 0.0067436267511852
1110 => 0.0067099451510272
1111 => 0.0065878786870417
1112 => 0.0066701367454069
1113 => 0.0063079138862174
1114 => 0.0056847282836877
1115 => 0.00609642378141
1116 => 0.0060805739525862
1117 => 0.0060725817501608
1118 => 0.0063819595382713
1119 => 0.0063522200025045
1120 => 0.0062982424538773
1121 => 0.0065868873470315
1122 => 0.0064815280782085
1123 => 0.0068062205189551
1124 => 0.0070200839602213
1125 => 0.0069658412737586
1126 => 0.0071669808739611
1127 => 0.0067457625508471
1128 => 0.0068856743814397
1129 => 0.0069145100158154
1130 => 0.0065833255138551
1201 => 0.006357085758351
1202 => 0.0063419981459809
1203 => 0.0059497295876955
1204 => 0.0061592762852504
1205 => 0.0063436687074672
1206 => 0.0062553590466553
1207 => 0.0062274028462184
1208 => 0.0063702250112907
1209 => 0.0063813235167059
1210 => 0.0061282764170716
1211 => 0.006180892922045
1212 => 0.0064003124945504
1213 => 0.0061753641117905
1214 => 0.0057383261491977
1215 => 0.0056299346919521
1216 => 0.0056154732735046
1217 => 0.0053215070448196
1218 => 0.0056371779274191
1219 => 0.0054993791277108
1220 => 0.0059346838849064
1221 => 0.0056860401421825
1222 => 0.0056753216073916
1223 => 0.005659118969988
1224 => 0.0054060900933669
1225 => 0.0054614873365229
1226 => 0.0056456362100119
1227 => 0.0057113426026583
1228 => 0.0057044888875887
1229 => 0.0056447337800698
1230 => 0.0056720893622963
1231 => 0.005583967500628
]
'min_raw' => 0.0030832859081132
'max_raw' => 0.0095879906737268
'avg_raw' => 0.00633563829092
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.003083'
'max' => '$0.009587'
'avg' => '$0.006335'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0017564464888418
'max_diff' => 0.0059884031865693
'year' => 2033
]
8 => [
'items' => [
101 => 0.005552849837175
102 => 0.0054546339317297
103 => 0.0053102836835614
104 => 0.0053303564709207
105 => 0.0050443608580023
106 => 0.0048885352691484
107 => 0.0048454047999019
108 => 0.004787728933879
109 => 0.0048519194424388
110 => 0.0050435506683644
111 => 0.0048124027530656
112 => 0.0044161158654268
113 => 0.0044399333826139
114 => 0.004493444272249
115 => 0.004393727083424
116 => 0.0042993531328304
117 => 0.0043814036260709
118 => 0.0042134916476206
119 => 0.0045137356326357
120 => 0.0045056148742651
121 => 0.0046175272649153
122 => 0.0046875083794622
123 => 0.0045262245670863
124 => 0.0044856621244316
125 => 0.004508768335228
126 => 0.0041268741404845
127 => 0.0045863183617373
128 => 0.0045902916544415
129 => 0.0045562699100519
130 => 0.0048009097741201
131 => 0.0053171761923911
201 => 0.005122935999069
202 => 0.0050477203252737
203 => 0.0049047352744067
204 => 0.0050952543650748
205 => 0.0050806254714723
206 => 0.0050144680667586
207 => 0.004974455861964
208 => 0.0050481795761391
209 => 0.0049653206779135
210 => 0.004950436942982
211 => 0.00486025770296
212 => 0.0048280678171661
213 => 0.0048042357072406
214 => 0.0047779988959074
215 => 0.0048358707639024
216 => 0.0047047254973474
217 => 0.004546577162211
218 => 0.0045334288393331
219 => 0.0045697325148113
220 => 0.004553670840903
221 => 0.0045333519422178
222 => 0.0044945576311049
223 => 0.0044830481877071
224 => 0.004520448295162
225 => 0.0044782257544071
226 => 0.0045405274132718
227 => 0.0045235848093686
228 => 0.0044289448012233
301 => 0.0043109883108554
302 => 0.004309938250669
303 => 0.0042845247183067
304 => 0.0042521567638931
305 => 0.0042431527394537
306 => 0.0043744935623876
307 => 0.0046463651351607
308 => 0.00459299024009
309 => 0.0046315590718578
310 => 0.0048212795511799
311 => 0.0048815859864625
312 => 0.0048387819071351
313 => 0.0047801890433111
314 => 0.0047827668319556
315 => 0.0049829963849082
316 => 0.0049954844565193
317 => 0.0050270377846759
318 => 0.0050675927283266
319 => 0.0048456885894034
320 => 0.0047723151669678
321 => 0.0047375467688153
322 => 0.0046304735595692
323 => 0.004745942835978
324 => 0.004678663833502
325 => 0.004687742069514
326 => 0.0046818298564017
327 => 0.0046850583245431
328 => 0.0045136517083229
329 => 0.004576103270407
330 => 0.0044722654357625
331 => 0.0043332382315175
401 => 0.0043327721635796
402 => 0.0043667988748589
403 => 0.0043465584555247
404 => 0.0042920920075249
405 => 0.0042998287093889
406 => 0.0042320470601202
407 => 0.0043080586288365
408 => 0.0043102383686448
409 => 0.0042809697743109
410 => 0.0043980760834935
411 => 0.0044460546339153
412 => 0.0044267894181307
413 => 0.0044447029350187
414 => 0.0045952082079534
415 => 0.0046197471344472
416 => 0.0046306457046452
417 => 0.0046160430643637
418 => 0.0044474538951215
419 => 0.0044549315416739
420 => 0.0044000655327689
421 => 0.0043537095368817
422 => 0.004355563533612
423 => 0.0043793965413557
424 => 0.0044834766839596
425 => 0.0047025072082101
426 => 0.0047108192564961
427 => 0.0047208937014984
428 => 0.0046799158706638
429 => 0.004667556564779
430 => 0.0046838616794485
501 => 0.0047661180282791
502 => 0.0049777036898523
503 => 0.0049029151857212
504 => 0.0048421109677101
505 => 0.0048954526596053
506 => 0.004887241124244
507 => 0.0048179275019979
508 => 0.0048159820994776
509 => 0.0046829470974818
510 => 0.0046337670863044
511 => 0.0045926685879045
512 => 0.0045477901005553
513 => 0.0045211846289141
514 => 0.0045620627253255
515 => 0.0045714120296302
516 => 0.0044820313573999
517 => 0.0044698491020478
518 => 0.0045428392884069
519 => 0.0045107190287387
520 => 0.0045437555123516
521 => 0.0045514202599315
522 => 0.004550186059037
523 => 0.004516648818955
524 => 0.0045380244556884
525 => 0.00448746470243
526 => 0.0044324885645909
527 => 0.004397417213784
528 => 0.0043668128086653
529 => 0.0043837939113636
530 => 0.0043232593808711
531 => 0.0043038931662471
601 => 0.0045307828709302
602 => 0.0046983887352549
603 => 0.0046959516796084
604 => 0.0046811167301203
605 => 0.0046590750043404
606 => 0.0047645055387489
607 => 0.0047277756487111
608 => 0.0047544997125986
609 => 0.0047613021084634
610 => 0.0047818909119956
611 => 0.0047892496395909
612 => 0.004767006453833
613 => 0.004692355605653
614 => 0.0045063327895782
615 => 0.0044197386665363
616 => 0.0043911611635933
617 => 0.0043921999015489
618 => 0.0043635468716037
619 => 0.0043719864730613
620 => 0.0043606119226346
621 => 0.0043390712759257
622 => 0.0043824638371293
623 => 0.0043874644255784
624 => 0.0043773360832909
625 => 0.004379721674551
626 => 0.0042958633262827
627 => 0.0043022388943708
628 => 0.0042667389210884
629 => 0.0042600831040565
630 => 0.0041703422629348
701 => 0.0040113533547448
702 => 0.0040994486433088
703 => 0.0039930419227956
704 => 0.0039527440854124
705 => 0.0041435077799852
706 => 0.0041243603960114
707 => 0.0040915883978159
708 => 0.0040431117822019
709 => 0.0040251313339204
710 => 0.0039158878220806
711 => 0.0039094331326096
712 => 0.0039635771669004
713 => 0.0039385915580577
714 => 0.0039035023004525
715 => 0.0037764125663474
716 => 0.0036335216272484
717 => 0.0036378346065193
718 => 0.0036832855556663
719 => 0.0038154403202067
720 => 0.0037638051674001
721 => 0.0037263432715938
722 => 0.0037193277846098
723 => 0.0038071412921321
724 => 0.0039314158027749
725 => 0.003989722622683
726 => 0.0039319423349585
727 => 0.0038655674515322
728 => 0.0038696073831348
729 => 0.0038964832381654
730 => 0.003899307510525
731 => 0.0038561042848627
801 => 0.0038682657398223
802 => 0.003849791377672
803 => 0.0037364142512563
804 => 0.0037343636185622
805 => 0.0037065390432866
806 => 0.0037056965262055
807 => 0.0036583599824962
808 => 0.0036517372728092
809 => 0.0035577476921515
810 => 0.0036196119187671
811 => 0.003578116643571
812 => 0.0035155734761048
813 => 0.0035047910104596
814 => 0.0035044668765221
815 => 0.0035686847251137
816 => 0.0036188614958168
817 => 0.0035788384716487
818 => 0.0035697260048594
819 => 0.0036670233100124
820 => 0.003654641341047
821 => 0.0036439186357782
822 => 0.0039202883834016
823 => 0.0037015201627573
824 => 0.0036061247317029
825 => 0.0034880547706721
826 => 0.0035264989453442
827 => 0.00353459969781
828 => 0.003250662725241
829 => 0.0031354695308318
830 => 0.0030959395674746
831 => 0.0030731895146908
901 => 0.0030835569994216
902 => 0.0029798696136392
903 => 0.003049549251716
904 => 0.0029597647401051
905 => 0.0029447120745494
906 => 0.0031052579034765
907 => 0.0031275969176766
908 => 0.0030322917429114
909 => 0.0030934930936169
910 => 0.0030713006330886
911 => 0.0029613038378595
912 => 0.0029571027693634
913 => 0.0029019102440917
914 => 0.0028155446294203
915 => 0.0027760732260167
916 => 0.0027555161764177
917 => 0.0027639984157311
918 => 0.0027597095359734
919 => 0.0027317216944444
920 => 0.0027613137662885
921 => 0.0026857182510151
922 => 0.0026556155077188
923 => 0.0026420187969502
924 => 0.0025749234260296
925 => 0.0026817019986112
926 => 0.0027027387225708
927 => 0.0027238168953751
928 => 0.0029072879989573
929 => 0.0028981223011063
930 => 0.0029809757458035
1001 => 0.0029777562133003
1002 => 0.0029541250687358
1003 => 0.002854429156953
1004 => 0.0028941661704809
1005 => 0.002771861819345
1006 => 0.0028635005551035
1007 => 0.0028216804630284
1008 => 0.0028493611399057
1009 => 0.0027995887870143
1010 => 0.0028271348621545
1011 => 0.0027077273102326
1012 => 0.0025962262183575
1013 => 0.0026410975126478
1014 => 0.0026898777411963
1015 => 0.0027956457056606
1016 => 0.0027326511785924
1017 => 0.0027553063926129
1018 => 0.0026794152180813
1019 => 0.0025228300477803
1020 => 0.0025237163028391
1021 => 0.0024996290857816
1022 => 0.0024788142134527
1023 => 0.0027398868578129
1024 => 0.0027074183475389
1025 => 0.002655684025791
1026 => 0.0027249324712909
1027 => 0.0027432428594016
1028 => 0.0027437641304098
1029 => 0.0027942860086854
1030 => 0.0028212495441776
1031 => 0.0028260019841748
1101 => 0.0029054992512389
1102 => 0.0029321456865645
1103 => 0.0030418985825259
1104 => 0.0028189618765749
1105 => 0.0028143706418234
1106 => 0.0027259069389299
1107 => 0.002669801859999
1108 => 0.0027297485016843
1109 => 0.0027828530426848
1110 => 0.0027275570450471
1111 => 0.0027347775349764
1112 => 0.0026605471759968
1113 => 0.0026870810364689
1114 => 0.0027099355716046
1115 => 0.0026973166406302
1116 => 0.0026784254901983
1117 => 0.0027784990759189
1118 => 0.002772852532021
1119 => 0.0028660433557259
1120 => 0.0029386922669435
1121 => 0.0030688921033918
1122 => 0.002933021786587
1123 => 0.0029280701322071
1124 => 0.0029764733480416
1125 => 0.0029321382762844
1126 => 0.0029601565112402
1127 => 0.0030643779325802
1128 => 0.0030665799669832
1129 => 0.0030296930535727
1130 => 0.0030274484815394
1201 => 0.0030345330167585
1202 => 0.0030760273608181
1203 => 0.0030615279620113
1204 => 0.0030783070333905
1205 => 0.0030992895190803
1206 => 0.0031860819762833
1207 => 0.0032070073438805
1208 => 0.0031561695491786
1209 => 0.0031607596328335
1210 => 0.0031417449020863
1211 => 0.0031233769104384
1212 => 0.0031646654732331
1213 => 0.0032401211332692
1214 => 0.0032396517275243
1215 => 0.0032571559740042
1216 => 0.0032680609745482
1217 => 0.0032212487292651
1218 => 0.0031907756789198
1219 => 0.0032024609854728
1220 => 0.0032211460451239
1221 => 0.0031964016724589
1222 => 0.0030436679416622
1223 => 0.0030899975989174
1224 => 0.0030822860785457
1225 => 0.0030713039357834
1226 => 0.0031178887644101
1227 => 0.0031133955440446
1228 => 0.0029788061496307
1229 => 0.0029874221259869
1230 => 0.00297933011569
1231 => 0.0030054770564289
]
'min_raw' => 0.0024788142134527
'max_raw' => 0.005552849837175
'avg_raw' => 0.0040158320253139
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.002478'
'max' => '$0.005552'
'avg' => '$0.004015'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00060447169466044
'max_diff' => -0.0040351408365518
'year' => 2034
]
9 => [
'items' => [
101 => 0.0029307262556775
102 => 0.0029537190985343
103 => 0.0029681399940296
104 => 0.0029766340122628
105 => 0.0030073202305242
106 => 0.0030037195569902
107 => 0.0030070964076017
108 => 0.003052595968422
109 => 0.0032827171334873
110 => 0.0032952421207681
111 => 0.0032335645025987
112 => 0.0032582034945201
113 => 0.0032109020179862
114 => 0.0032426558160758
115 => 0.0032643809582697
116 => 0.0031662092182001
117 => 0.0031603961248825
118 => 0.0031128994183288
119 => 0.0031384214580798
120 => 0.0030978140577363
121 => 0.003107777693394
122 => 0.0030799184994809
123 => 0.0031300595018143
124 => 0.0031861249335472
125 => 0.0032002892756939
126 => 0.0031630289896386
127 => 0.0031360500869621
128 => 0.0030886840212651
129 => 0.0031674548441408
130 => 0.0031904898332469
131 => 0.0031673338511493
201 => 0.0031619681041291
202 => 0.0031518000232214
203 => 0.0031641253105612
204 => 0.0031903643797492
205 => 0.0031779905192797
206 => 0.0031861636721192
207 => 0.0031550160416137
208 => 0.0032212642260662
209 => 0.0033264822864706
210 => 0.0033268205797397
211 => 0.0033144466525704
212 => 0.0033093835081727
213 => 0.0033220799083611
214 => 0.0033289671846297
215 => 0.0033700250147172
216 => 0.0034140817022172
217 => 0.003619675039341
218 => 0.0035619452529716
219 => 0.0037443598924702
220 => 0.0038886261887372
221 => 0.0039318853429871
222 => 0.0038920889565776
223 => 0.0037559476684296
224 => 0.0037492679273368
225 => 0.0039527204891992
226 => 0.0038952358217554
227 => 0.0038883982034776
228 => 0.0038156574973408
301 => 0.0038586562637794
302 => 0.0038492518028054
303 => 0.0038344064010761
304 => 0.0039164450521208
305 => 0.0040700140832357
306 => 0.0040460789095752
307 => 0.0040282124127584
308 => 0.0039499266245661
309 => 0.0039970721548217
310 => 0.0039802845345109
311 => 0.0040524148050534
312 => 0.0040096864306651
313 => 0.0038948003188618
314 => 0.003913096310836
315 => 0.0039103309084555
316 => 0.0039672426934873
317 => 0.0039501591882581
318 => 0.0039069950798791
319 => 0.0040694892009825
320 => 0.0040589377365978
321 => 0.0040738973006947
322 => 0.00408048296345
323 => 0.0041793902714981
324 => 0.0042199094309245
325 => 0.0042291079895021
326 => 0.0042675980570929
327 => 0.0042281503215568
328 => 0.0043859693894602
329 => 0.0044909098606181
330 => 0.0046128036180553
331 => 0.0047909231596242
401 => 0.004857897754952
402 => 0.0048457993937724
403 => 0.0049808475973398
404 => 0.0052235262171974
405 => 0.0048948516812929
406 => 0.0052409467656845
407 => 0.005131377057826
408 => 0.0048715892515685
409 => 0.0048548619795425
410 => 0.0050307932981386
411 => 0.0054209920300228
412 => 0.0053232516732831
413 => 0.0054211518982318
414 => 0.0053069460855526
415 => 0.0053012748043509
416 => 0.0054156051768222
417 => 0.0056827443239255
418 => 0.0055558365286979
419 => 0.0053738830851711
420 => 0.0055082346763621
421 => 0.0053918468944197
422 => 0.0051295926468142
423 => 0.0053231769330744
424 => 0.0051937326338153
425 => 0.0052315113619765
426 => 0.0055035840256328
427 => 0.0054708475229267
428 => 0.0055132115887469
429 => 0.0054384401214349
430 => 0.0053685917805872
501 => 0.0052382146653893
502 => 0.0051996164290932
503 => 0.0052102835929864
504 => 0.0051996111429766
505 => 0.0051266663452509
506 => 0.0051109139231271
507 => 0.0050846591961248
508 => 0.0050927966338557
509 => 0.005043430066
510 => 0.005136594979197
511 => 0.0051538872080528
512 => 0.0052216848625687
513 => 0.0052287238399706
514 => 0.005417539342758
515 => 0.0053135429367383
516 => 0.005383312704514
517 => 0.0053770718397856
518 => 0.0048772196410756
519 => 0.0049460948638245
520 => 0.0050532430961864
521 => 0.0050049729627434
522 => 0.0049367302875266
523 => 0.0048816206683484
524 => 0.0047981239600455
525 => 0.0049156439735696
526 => 0.0050701702944937
527 => 0.0052326428824765
528 => 0.0054278430513122
529 => 0.0053842766460085
530 => 0.0052289937510985
531 => 0.0052359596283299
601 => 0.005279019940403
602 => 0.0052232529238265
603 => 0.0052068061419366
604 => 0.0052767604051289
605 => 0.0052772421416933
606 => 0.0052130754494529
607 => 0.0051417659134084
608 => 0.0051414671238486
609 => 0.0051287782806779
610 => 0.0053092034025642
611 => 0.0054084189765643
612 => 0.0054197938822296
613 => 0.0054076533547826
614 => 0.0054123257619566
615 => 0.0053545944055119
616 => 0.0054865511666425
617 => 0.005607647739827
618 => 0.0055751912713626
619 => 0.0055265344111757
620 => 0.0054877768784048
621 => 0.0055660612283739
622 => 0.0055625753495008
623 => 0.0056065900669026
624 => 0.0056045933050799
625 => 0.005589792811095
626 => 0.0055751917999349
627 => 0.0056330831587611
628 => 0.005616411377126
629 => 0.005599713699609
630 => 0.0055662239510623
701 => 0.0055707757640956
702 => 0.0055221273052016
703 => 0.0054996203021151
704 => 0.0051611689775469
705 => 0.0050707237244061
706 => 0.0050991796422271
707 => 0.0051085480692313
708 => 0.0050691861791558
709 => 0.0051256210182842
710 => 0.0051168257083853
711 => 0.0051510431141177
712 => 0.0051296655645632
713 => 0.0051305429066537
714 => 0.0051934097217194
715 => 0.0052116602255876
716 => 0.0052023778720206
717 => 0.0052088789142784
718 => 0.0053586926891919
719 => 0.005337393961174
720 => 0.0053260794364139
721 => 0.0053292136370973
722 => 0.0053674942686313
723 => 0.0053782107554158
724 => 0.0053328042478757
725 => 0.0053542182193235
726 => 0.0054453961919107
727 => 0.0054773033220899
728 => 0.0055791355653306
729 => 0.0055358754184782
730 => 0.0056152812902812
731 => 0.0058593478687469
801 => 0.006054325139748
802 => 0.0058750159835589
803 => 0.0062330669115467
804 => 0.0065118609183403
805 => 0.0065011603400038
806 => 0.0064525461562978
807 => 0.0061351465916855
808 => 0.0058430707801683
809 => 0.0060874045986964
810 => 0.0060880274558476
811 => 0.0060670389641471
812 => 0.0059366812447757
813 => 0.0060625027980797
814 => 0.0060724900560642
815 => 0.0060668998474191
816 => 0.0059669548896169
817 => 0.0058143574119688
818 => 0.0058441745938345
819 => 0.0058930157459845
820 => 0.0058005492556328
821 => 0.0057710006092232
822 => 0.0058259371647586
823 => 0.0060029541931798
824 => 0.0059694901493466
825 => 0.0059686162679233
826 => 0.0061117896384047
827 => 0.0060093084038872
828 => 0.0058445506839857
829 => 0.0058029471868232
830 => 0.0056552827993702
831 => 0.0057572751177465
901 => 0.0057609456397114
902 => 0.0057050854892729
903 => 0.0058490834273309
904 => 0.0058477564609813
905 => 0.0059844610719027
906 => 0.0062457889440773
907 => 0.0061685014331117
908 => 0.006078624466716
909 => 0.0060883965849811
910 => 0.0061955726027071
911 => 0.0061307715357995
912 => 0.0061540744512685
913 => 0.0061955373309536
914 => 0.0062205529157329
915 => 0.0060847972272994
916 => 0.0060531460823803
917 => 0.0059883989479182
918 => 0.0059715076290995
919 => 0.0060242428191256
920 => 0.0060103489597155
921 => 0.0057606371465532
922 => 0.0057345408726943
923 => 0.0057353412081567
924 => 0.0056697208867284
925 => 0.0055696341458685
926 => 0.0058326561249795
927 => 0.0058115317790666
928 => 0.0057882121360734
929 => 0.00579106865928
930 => 0.0059052375857701
1001 => 0.0058390138427368
1002 => 0.0060150805174487
1003 => 0.0059788865021767
1004 => 0.0059417642469854
1005 => 0.0059366328205464
1006 => 0.0059223439194198
1007 => 0.0058733419607905
1008 => 0.0058141691511845
1009 => 0.0057750981368216
1010 => 0.0053272227606855
1011 => 0.0054103458253251
1012 => 0.0055059713342873
1013 => 0.0055389808767859
1014 => 0.0054825157701513
1015 => 0.0058755715473593
1016 => 0.0059473866254349
1017 => 0.0057298540695623
1018 => 0.0056891626101542
1019 => 0.0058782392726637
1020 => 0.0057642029314885
1021 => 0.0058155534889372
1022 => 0.0057045616709864
1023 => 0.0059300884761175
1024 => 0.0059283703397231
1025 => 0.0058406353187732
1026 => 0.0059147883576966
1027 => 0.005901902442367
1028 => 0.0058028498197964
1029 => 0.00593322862093
1030 => 0.0059332932871887
1031 => 0.0058488502370483
1101 => 0.0057502392414449
1102 => 0.0057326099245187
1103 => 0.0057193286023804
1104 => 0.005812287097851
1105 => 0.0058956333942163
1106 => 0.006050720188453
1107 => 0.0060897126932954
1108 => 0.0062419030355735
1109 => 0.0061512810967602
1110 => 0.0061914526284856
1111 => 0.0062350645087836
1112 => 0.0062559736479722
1113 => 0.0062219033277106
1114 => 0.0064583175733125
1115 => 0.0064782781791867
1116 => 0.0064849707976777
1117 => 0.0064052532442305
1118 => 0.0064760610898173
1119 => 0.0064429324437766
1120 => 0.0065291239773716
1121 => 0.006542639910388
1122 => 0.0065311923959663
1123 => 0.0065354825664403
1124 => 0.0063337447141498
1125 => 0.0063232835422566
1126 => 0.0061806447212018
1127 => 0.0062387710951146
1128 => 0.0061301066251542
1129 => 0.0061645652479467
1130 => 0.0061797542805398
1201 => 0.0061718203918832
1202 => 0.0062420574730835
1203 => 0.0061823416055756
1204 => 0.0060247416130246
1205 => 0.005867098682461
1206 => 0.0058651196038809
1207 => 0.0058236150028924
1208 => 0.0057936147783245
1209 => 0.0057993938858914
1210 => 0.0058197602147381
1211 => 0.005792431050268
1212 => 0.0057982631131315
1213 => 0.0058951142154973
1214 => 0.0059145370133663
1215 => 0.0058485307572304
1216 => 0.0055835061141876
1217 => 0.0055184684020209
1218 => 0.0055652162197724
1219 => 0.0055428737738323
1220 => 0.0044735317390435
1221 => 0.0047247577883425
1222 => 0.0045754878006795
1223 => 0.0046442782785765
1224 => 0.0044919122744486
1225 => 0.0045646293178049
1226 => 0.0045512011350983
1227 => 0.0049551651880518
1228 => 0.0049488578449994
1229 => 0.0049518768363414
1230 => 0.0048077725136449
1231 => 0.0050373346125592
]
'min_raw' => 0.0029307262556775
'max_raw' => 0.006542639910388
'avg_raw' => 0.0047366830830328
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.00293'
'max' => '$0.006542'
'avg' => '$0.004736'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00045191204222481
'max_diff' => 0.000989790073213
'year' => 2035
]
10 => [
'items' => [
101 => 0.0051504251572704
102 => 0.0051294951072517
103 => 0.0051347627499212
104 => 0.0050442471963245
105 => 0.0049527532247574
106 => 0.0048512723294682
107 => 0.0050398112894978
108 => 0.0050188489756099
109 => 0.0050669289816663
110 => 0.0051892099742887
111 => 0.0052072163149527
112 => 0.0052314170194073
113 => 0.0052227427895838
114 => 0.0054293981355785
115 => 0.0054043708096226
116 => 0.0054646794643231
117 => 0.0053406199859756
118 => 0.0052002349103916
119 => 0.0052269175237263
120 => 0.0052243477734941
121 => 0.0051916319036168
122 => 0.005162097479117
123 => 0.0051129309835973
124 => 0.0052685010506939
125 => 0.005262185190074
126 => 0.005364431632124
127 => 0.0053463585803227
128 => 0.0052256623171678
129 => 0.0052299730078185
130 => 0.0052589644740919
131 => 0.005359304269883
201 => 0.0053890919529281
202 => 0.0053752931113077
203 => 0.0054079539459072
204 => 0.0054337677378851
205 => 0.0054111957607435
206 => 0.0057307673569821
207 => 0.0055980589497699
208 => 0.0056627401040659
209 => 0.0056781661782421
210 => 0.0056386526136153
211 => 0.0056472216909082
212 => 0.0056602015080731
213 => 0.0057390124161896
214 => 0.0059458350432075
215 => 0.0060374353768245
216 => 0.006313019499992
217 => 0.0060298292442558
218 => 0.0060130259064382
219 => 0.0060626669288639
220 => 0.0062244639827053
221 => 0.0063555852980192
222 => 0.006399085802879
223 => 0.0064048351127113
224 => 0.0064864449516871
225 => 0.0065332221894546
226 => 0.0064765353706836
227 => 0.0064284992271324
228 => 0.0062564397233977
229 => 0.0062763560794575
301 => 0.0064135600226093
302 => 0.006607368673583
303 => 0.0067736766584719
304 => 0.0067154413985822
305 => 0.0071597353238536
306 => 0.0072037852517663
307 => 0.0071976989760335
308 => 0.0072980512673269
309 => 0.0070988724054982
310 => 0.0070137195831578
311 => 0.0064388851866016
312 => 0.0066003902048435
313 => 0.0068351472337154
314 => 0.0068040762606505
315 => 0.0066335894312104
316 => 0.0067735473289238
317 => 0.0067272728710516
318 => 0.0066907742861989
319 => 0.0068579813790083
320 => 0.0066741303119755
321 => 0.006833313178683
322 => 0.0066291595055947
323 => 0.006715707412344
324 => 0.0066665786346219
325 => 0.0066983709748047
326 => 0.0065125136037205
327 => 0.0066127977297249
328 => 0.0065083414543751
329 => 0.0065082919285
330 => 0.0065059860504322
331 => 0.0066288783951511
401 => 0.0066328859101004
402 => 0.0065420682816731
403 => 0.0065289800425787
404 => 0.0065773741223344
405 => 0.0065207173293701
406 => 0.0065472266862045
407 => 0.0065215202707831
408 => 0.0065157332152118
409 => 0.0064696209718333
410 => 0.0064497545495033
411 => 0.0064575446855935
412 => 0.0064309529350271
413 => 0.0064149304434452
414 => 0.0065027987735763
415 => 0.0064558542693856
416 => 0.0064956038550301
417 => 0.0064503041853905
418 => 0.0062932757942933
419 => 0.0062029671060282
420 => 0.0059063550317851
421 => 0.0059904738480943
422 => 0.0060462447103345
423 => 0.0060278124406968
424 => 0.00606741208822
425 => 0.0060698431849629
426 => 0.0060569689358825
427 => 0.0060420622047408
428 => 0.006034806432415
429 => 0.006088885014789
430 => 0.0061202794520585
501 => 0.0060518420624782
502 => 0.0060358081396403
503 => 0.0061050021190379
504 => 0.0061472104064983
505 => 0.0064588526863181
506 => 0.0064357652196378
507 => 0.006493710230319
508 => 0.0064871865113549
509 => 0.0065479221139129
510 => 0.0066471991553144
511 => 0.0064453411718478
512 => 0.0064803767380537
513 => 0.0064717868263094
514 => 0.006565569230338
515 => 0.0065658620087666
516 => 0.006509634772773
517 => 0.0065401164695879
518 => 0.0065231024226474
519 => 0.0065538491050552
520 => 0.0064354568724445
521 => 0.0065796458321125
522 => 0.006661391680913
523 => 0.0066625267221029
524 => 0.0067012736056591
525 => 0.0067406426834205
526 => 0.0068162081998592
527 => 0.0067385352021802
528 => 0.0065988090406696
529 => 0.0066088968182179
530 => 0.0065269754208481
531 => 0.0065283525343381
601 => 0.0065210013946017
602 => 0.0065430627183188
603 => 0.0064402980923845
604 => 0.0064644167446883
605 => 0.0064306504902244
606 => 0.0064803033368109
607 => 0.0064268850817934
608 => 0.0064717826839939
609 => 0.0064911590007245
610 => 0.0065626580266027
611 => 0.0064163246175371
612 => 0.0061179408905514
613 => 0.0061806647675168
614 => 0.0060878912266308
615 => 0.0060964777710536
616 => 0.006113823957326
617 => 0.0060575992922981
618 => 0.0060683251865426
619 => 0.0060679419821232
620 => 0.0060646397334609
621 => 0.0060500135265875
622 => 0.0060288026329143
623 => 0.0061133003049396
624 => 0.0061276581059618
625 => 0.0061595737190792
626 => 0.0062545329351491
627 => 0.0062450442701712
628 => 0.0062605206764311
629 => 0.0062267357684621
630 => 0.0060980449560368
701 => 0.0061050334863017
702 => 0.0060178864019152
703 => 0.006157345172198
704 => 0.0061243194946292
705 => 0.0061030276254559
706 => 0.0060972179416841
707 => 0.0061924125432835
708 => 0.0062208962600747
709 => 0.0062031471192416
710 => 0.0061667431135677
711 => 0.0062366495663396
712 => 0.0062553535839849
713 => 0.0062595407237581
714 => 0.006383401554837
715 => 0.0062664631682932
716 => 0.0062946114002019
717 => 0.0065142158702864
718 => 0.0063150649192651
719 => 0.0064205596196173
720 => 0.006415396203003
721 => 0.0064693637219571
722 => 0.0064109692912549
723 => 0.0064116931602085
724 => 0.0064596126609634
725 => 0.0063923183644807
726 => 0.0063756553503097
727 => 0.0063526355155753
728 => 0.0064028984825541
729 => 0.0064330288580594
730 => 0.0066758575563097
731 => 0.0068327359697135
801 => 0.0068259254640502
802 => 0.0068881607370798
803 => 0.0068601231765702
804 => 0.00676958249775
805 => 0.0069241243962366
806 => 0.0068752208732478
807 => 0.0068792524202652
808 => 0.0068791023658839
809 => 0.0069116189334513
810 => 0.0068885779652301
811 => 0.0068431618517593
812 => 0.0068733111873625
813 => 0.0069628439355192
814 => 0.0072407563329978
815 => 0.0073962797924764
816 => 0.0072313936254562
817 => 0.0073451298955529
818 => 0.0072769286618716
819 => 0.0072645344689008
820 => 0.0073359692515659
821 => 0.0074075290713617
822 => 0.0074029710202023
823 => 0.007351022265668
824 => 0.0073216777323824
825 => 0.0075438843695607
826 => 0.0077076024346424
827 => 0.0076964379601836
828 => 0.0077457143195629
829 => 0.0078903912347608
830 => 0.0079036186787364
831 => 0.0079019523248248
901 => 0.0078691667247903
902 => 0.0080116199364742
903 => 0.0081304569118866
904 => 0.0078615778056494
905 => 0.0079639634494186
906 => 0.008009927663566
907 => 0.0080774167669022
908 => 0.0081912821967174
909 => 0.0083149702548104
910 => 0.0083324611023953
911 => 0.0083200505090197
912 => 0.0082384749097939
913 => 0.0083738158588647
914 => 0.0084530954126946
915 => 0.0085003045727199
916 => 0.008620019147689
917 => 0.0080102115229045
918 => 0.0075785593766765
919 => 0.0075111506609104
920 => 0.0076482289351375
921 => 0.0076843753828725
922 => 0.0076698047951143
923 => 0.0071839410604385
924 => 0.0075085926888992
925 => 0.0078578905436386
926 => 0.0078713084967994
927 => 0.0080461743063557
928 => 0.0081031177819389
929 => 0.0082439076788173
930 => 0.0082351012324346
1001 => 0.008269381331868
1002 => 0.0082615009306568
1003 => 0.0085222845678136
1004 => 0.0088099676463423
1005 => 0.008800006096109
1006 => 0.0087586482498588
1007 => 0.0088200717041011
1008 => 0.009116991471135
1009 => 0.0090896558570289
1010 => 0.0091162100776909
1011 => 0.0094662952166887
1012 => 0.0099214556964162
1013 => 0.0097099879562178
1014 => 0.010168812104245
1015 => 0.010457617584206
1016 => 0.010957076798753
1017 => 0.010894542045203
1018 => 0.011088977852225
1019 => 0.010782591784952
1020 => 0.010079067443652
1021 => 0.0099677320236583
1022 => 0.010190628353948
1023 => 0.010738597232058
1024 => 0.01017337086392
1025 => 0.010287715422042
1026 => 0.010254784181611
1027 => 0.010253029415757
1028 => 0.010320001691249
1029 => 0.010222854912609
1030 => 0.0098270614600555
1031 => 0.010008451266935
1101 => 0.0099384079514449
1102 => 0.010016126232056
1103 => 0.010435539739059
1104 => 0.010250107030044
1105 => 0.010054768734427
1106 => 0.010299766306169
1107 => 0.010611732405296
1108 => 0.01059221012747
1109 => 0.010554328748808
1110 => 0.010767864096923
1111 => 0.011120561932022
1112 => 0.011215894739595
1113 => 0.011286267469152
1114 => 0.011295970679601
1115 => 0.011395919777736
1116 => 0.010858468286648
1117 => 0.011711417605737
1118 => 0.011858698390895
1119 => 0.011831015707448
1120 => 0.011994712101628
1121 => 0.011946548469883
1122 => 0.011876766924128
1123 => 0.012136260528124
1124 => 0.011838772051197
1125 => 0.011416524610956
1126 => 0.011184871314133
1127 => 0.011489931062328
1128 => 0.011676220405433
1129 => 0.011799345810998
1130 => 0.011836603484328
1201 => 0.010900189115973
1202 => 0.010395513707351
1203 => 0.010719004858162
1204 => 0.011113686388318
1205 => 0.01085627581082
1206 => 0.010866365818115
1207 => 0.010499365980912
1208 => 0.011146157730476
1209 => 0.011051925612939
1210 => 0.011540802005413
1211 => 0.011424127730871
1212 => 0.011822787450861
1213 => 0.011717806986045
1214 => 0.012153575026116
1215 => 0.012327414695248
1216 => 0.012619318555706
1217 => 0.012834044223722
1218 => 0.012960135243028
1219 => 0.012952565211184
1220 => 0.013452200647972
1221 => 0.013157583086831
1222 => 0.01278747399401
1223 => 0.0127807798882
1224 => 0.012972464631858
1225 => 0.013374183268425
1226 => 0.013478343066118
1227 => 0.013536554183288
1228 => 0.013447401830999
1229 => 0.013127615583811
1230 => 0.012989533503629
1231 => 0.013107183436567
]
'min_raw' => 0.0048512723294682
'max_raw' => 0.013536554183288
'avg_raw' => 0.0091939132563779
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.004851'
'max' => '$0.013536'
'avg' => '$0.009193'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0019205460737907
'max_diff' => 0.0069939142728995
'year' => 2036
]
11 => [
'items' => [
101 => 0.012963307678357
102 => 0.013211677601435
103 => 0.013552742554774
104 => 0.013482313990627
105 => 0.013717746121331
106 => 0.013961393608428
107 => 0.01430982045787
108 => 0.014400912138523
109 => 0.014551483222736
110 => 0.014706470328416
111 => 0.01475624800974
112 => 0.014851289048497
113 => 0.014850788135309
114 => 0.015137200702601
115 => 0.015453122633782
116 => 0.015572375849194
117 => 0.015846592042372
118 => 0.015377006421236
119 => 0.015733192509079
120 => 0.016054481276229
121 => 0.015671427562851
122 => 0.016199377866674
123 => 0.01621987698061
124 => 0.016529389263379
125 => 0.016215639269414
126 => 0.016029335524523
127 => 0.016567187455313
128 => 0.016827437062445
129 => 0.016749047762796
130 => 0.016152501321903
131 => 0.015805285706224
201 => 0.014896555467099
202 => 0.015972985689567
203 => 0.016497283451031
204 => 0.016151143517362
205 => 0.016325716366147
206 => 0.017278129223682
207 => 0.017640746375665
208 => 0.017565324542938
209 => 0.017578069591119
210 => 0.017773731224363
211 => 0.018641402658993
212 => 0.018121473822896
213 => 0.018518939936731
214 => 0.018729754530338
215 => 0.018925570873705
216 => 0.018444707822786
217 => 0.017819112058822
218 => 0.017620959619651
219 => 0.016116726722631
220 => 0.016038424867789
221 => 0.015994471663877
222 => 0.015717352930516
223 => 0.015499613515304
224 => 0.015326459048181
225 => 0.01487205001815
226 => 0.015025399726469
227 => 0.014301166575134
228 => 0.014764505280111
301 => 0.01360861168336
302 => 0.014571274218298
303 => 0.014047340767426
304 => 0.014399147988541
305 => 0.014397920566289
306 => 0.013750131931634
307 => 0.013376500966169
308 => 0.013614593159298
309 => 0.013869846890114
310 => 0.013911260949163
311 => 0.01424220407397
312 => 0.014334563186505
313 => 0.014054710763689
314 => 0.013584658357786
315 => 0.013693840810924
316 => 0.013374288387241
317 => 0.012814285056144
318 => 0.013216489225258
319 => 0.013353819412262
320 => 0.013414472246372
321 => 0.012863773287055
322 => 0.012690731717781
323 => 0.012598605838259
324 => 0.01351357003752
325 => 0.01356369384177
326 => 0.013307253372433
327 => 0.014466388610518
328 => 0.014204040606774
329 => 0.014497147603778
330 => 0.013683933647698
331 => 0.013714999515958
401 => 0.013330010996818
402 => 0.013545578842594
403 => 0.013393222437275
404 => 0.013528163090938
405 => 0.013609045962363
406 => 0.013993971308675
407 => 0.014575669447439
408 => 0.013936476298065
409 => 0.013657970689468
410 => 0.013830754002667
411 => 0.014290898734833
412 => 0.014988041558439
413 => 0.014575318975557
414 => 0.014758478249356
415 => 0.014798490402493
416 => 0.014494164049696
417 => 0.014999262505154
418 => 0.015269948870846
419 => 0.015547617071395
420 => 0.015788708589846
421 => 0.015436710286041
422 => 0.015813398928087
423 => 0.015509854377095
424 => 0.015237543534996
425 => 0.015237956518138
426 => 0.015067131949063
427 => 0.014736137821198
428 => 0.014675097425659
429 => 0.014992637271806
430 => 0.015247274157281
501 => 0.015268247270797
502 => 0.015409227334311
503 => 0.015492657883689
504 => 0.016310390685921
505 => 0.01663928958362
506 => 0.017041460929988
507 => 0.017198129334534
508 => 0.017669645063484
509 => 0.017288857817721
510 => 0.017206472101837
511 => 0.016062729175022
512 => 0.016250017015215
513 => 0.016549882917951
514 => 0.016067673853311
515 => 0.016373524515598
516 => 0.016433905915137
517 => 0.016051288573814
518 => 0.016255661027734
519 => 0.015712908382333
520 => 0.014587499971937
521 => 0.015000515406429
522 => 0.015304633785708
523 => 0.014870619360952
524 => 0.01564857341865
525 => 0.015194108718374
526 => 0.015050065226539
527 => 0.01448810020968
528 => 0.01475332606562
529 => 0.015112047833449
530 => 0.014890399486812
531 => 0.015350353086749
601 => 0.016001770049404
602 => 0.016466008569543
603 => 0.016501647038647
604 => 0.016203172771763
605 => 0.016681479689281
606 => 0.016684963632996
607 => 0.016145431476094
608 => 0.015814971034118
609 => 0.015739889726407
610 => 0.015927457553628
611 => 0.016155199522805
612 => 0.016514285132932
613 => 0.016731273046608
614 => 0.017297062443977
615 => 0.017450148832452
616 => 0.017618344360493
617 => 0.017843105455536
618 => 0.018112988777696
619 => 0.017522499433275
620 => 0.017545960675739
621 => 0.016996105174095
622 => 0.016408505713334
623 => 0.016854420458745
624 => 0.017437394670817
625 => 0.017303659742439
626 => 0.017288611831039
627 => 0.01731391824407
628 => 0.017213086475447
629 => 0.016757028122965
630 => 0.016527998473425
701 => 0.016823505153027
702 => 0.016980553801746
703 => 0.017224122559828
704 => 0.017194097569282
705 => 0.017821504532727
706 => 0.01806529590692
707 => 0.01800292364098
708 => 0.018014401638986
709 => 0.018455774276968
710 => 0.018946671425611
711 => 0.019406461384899
712 => 0.019874179479925
713 => 0.019310327061023
714 => 0.019024037576287
715 => 0.019319415246917
716 => 0.019162683697139
717 => 0.020063309671762
718 => 0.020125667060184
719 => 0.021026227909297
720 => 0.021880967391897
721 => 0.021344120837125
722 => 0.021850342958175
723 => 0.022397863454986
724 => 0.023454119325334
725 => 0.023098409507731
726 => 0.02282594136213
727 => 0.022568460281094
728 => 0.02310423753676
729 => 0.023793506416924
730 => 0.023941968331976
731 => 0.024182533351176
801 => 0.023929608648378
802 => 0.024234228594157
803 => 0.025309670859543
804 => 0.025019076866244
805 => 0.024606386680444
806 => 0.025455345062393
807 => 0.025762579800578
808 => 0.027918914093244
809 => 0.030641375211461
810 => 0.029514258431876
811 => 0.028814620674956
812 => 0.028979052143461
813 => 0.02997320278271
814 => 0.030292492415272
815 => 0.029424553128231
816 => 0.029731123957478
817 => 0.031420359368011
818 => 0.032326579968602
819 => 0.031095810671336
820 => 0.027700166993197
821 => 0.024569228444554
822 => 0.025399694335654
823 => 0.02530554527596
824 => 0.027120417988169
825 => 0.025012146295609
826 => 0.025047644183948
827 => 0.026900046541861
828 => 0.026405857350986
829 => 0.025605334152738
830 => 0.024575073149813
831 => 0.022670540398298
901 => 0.020983642628456
902 => 0.024292037624471
903 => 0.024149373616317
904 => 0.023942774990888
905 => 0.024402537875473
906 => 0.026635015937047
907 => 0.026583550091901
908 => 0.02625615064319
909 => 0.026504480239471
910 => 0.025561800773854
911 => 0.025804750736556
912 => 0.024568732487891
913 => 0.025127464356969
914 => 0.025603616589488
915 => 0.02569921119972
916 => 0.025914590737755
917 => 0.024074196166722
918 => 0.02490047929797
919 => 0.025385843225319
920 => 0.023192951343866
921 => 0.025342496803508
922 => 0.024042158991749
923 => 0.023600804808019
924 => 0.024195030072419
925 => 0.023963459908979
926 => 0.02376436948071
927 => 0.023653273600928
928 => 0.024089607052854
929 => 0.024069251575791
930 => 0.023355325359766
1001 => 0.022424037714318
1002 => 0.022736608416606
1003 => 0.022623048550099
1004 => 0.022211492944363
1005 => 0.022488831731215
1006 => 0.021267572071866
1007 => 0.019166458303507
1008 => 0.02055451841774
1009 => 0.020501079613261
1010 => 0.020474133344786
1011 => 0.021517222157468
1012 => 0.021416953236282
1013 => 0.021234964162493
1014 => 0.022208150572305
1015 => 0.02185292444152
1016 => 0.022947647674799
1017 => 0.023668703198496
1018 => 0.023485820193984
1019 => 0.024163976399185
1020 => 0.022743809414282
1021 => 0.023215531919457
1022 => 0.023312753273995
1023 => 0.022196141603072
1024 => 0.021433358471835
1025 => 0.021382489533345
1026 => 0.02005992870177
1027 => 0.020766430022659
1028 => 0.021388121948031
1029 => 0.02109037976102
1030 => 0.020996123479408
1031 => 0.021477658380474
1101 => 0.021515077766354
1102 => 0.020661911802753
1103 => 0.020839312022838
1104 => 0.021579100430925
1105 => 0.020820671253056
1106 => 0.019347167249158
1107 => 0.018981717883404
1108 => 0.018932960201445
1109 => 0.017941832537367
1110 => 0.019006138957488
1111 => 0.018541540683466
1112 => 0.020009201064359
1113 => 0.019170881326014
1114 => 0.019134743037622
1115 => 0.019080114714384
1116 => 0.018227010190944
1117 => 0.018413785863956
1118 => 0.019034656647788
1119 => 0.019256190338069
1120 => 0.019233082559201
1121 => 0.019031614042232
1122 => 0.019123845297615
1123 => 0.018826736288528
1124 => 0.018721820913631
1125 => 0.018390679131206
1126 => 0.017903992191294
1127 => 0.017971668995314
1128 => 0.017007414818783
1129 => 0.016482037966567
1130 => 0.016336620578229
1201 => 0.016142162369133
1202 => 0.01635858515038
1203 => 0.017004683207853
1204 => 0.016225351873191
1205 => 0.01488924296365
1206 => 0.014969545385732
1207 => 0.015149961086148
1208 => 0.014813757621993
1209 => 0.014495569258588
1210 => 0.014772208225131
1211 => 0.014206081266545
1212 => 0.01521837482439
1213 => 0.01519099512057
1214 => 0.01556831555912
1215 => 0.015804261772741
1216 => 0.015260482138839
1217 => 0.01512372303145
1218 => 0.015201627234374
1219 => 0.013914044293795
1220 => 0.01546309256312
1221 => 0.015476488796878
1222 => 0.015361782110347
1223 => 0.016186602492262
1224 => 0.017927230766033
1225 => 0.017272336392831
1226 => 0.017018741497239
1227 => 0.016536657415344
1228 => 0.017179005831149
1229 => 0.017129683495012
1230 => 0.016906629186057
1231 => 0.016771725244029
]
'min_raw' => 0.012598605838259
'max_raw' => 0.032326579968602
'avg_raw' => 0.022462592903431
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.012598'
'max' => '$0.032326'
'avg' => '$0.022462'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0077473335087912
'max_diff' => 0.018790025785314
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00039545584115853
]
1 => [
'year' => 2028
'avg' => 0.000678717025079
]
2 => [
'year' => 2029
'avg' => 0.0018541325856738
]
3 => [
'year' => 2030
'avg' => 0.0014304605285903
]
4 => [
'year' => 2031
'avg' => 0.0014048895140973
]
5 => [
'year' => 2032
'avg' => 0.0024632134532144
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00039545584115853
'min' => '$0.000395'
'max_raw' => 0.0024632134532144
'max' => '$0.002463'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0024632134532144
]
1 => [
'year' => 2033
'avg' => 0.00633563829092
]
2 => [
'year' => 2034
'avg' => 0.0040158320253139
]
3 => [
'year' => 2035
'avg' => 0.0047366830830328
]
4 => [
'year' => 2036
'avg' => 0.0091939132563779
]
5 => [
'year' => 2037
'avg' => 0.022462592903431
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0024632134532144
'min' => '$0.002463'
'max_raw' => 0.022462592903431
'max' => '$0.022462'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.022462592903431
]
]
]
]
'prediction_2025_max_price' => '$0.000676'
'last_price' => 0.00065562
'sma_50day_nextmonth' => '$0.000584'
'sma_200day_nextmonth' => '$0.000504'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.00062'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0006051'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000592'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000546'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000443'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.00057'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.000442'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.000628'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000614'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.000593'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.000552'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.00052'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0005098'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.00046'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.000531'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.00035'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.000372'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.001698'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.000614'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.000586'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.000558'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.00051'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.000443'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.000728'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.002373'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '68.41'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 57.76
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000591'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000625'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 92.9
'cci_20_action' => 'NEUTRAL'
'adx_14' => 27.98
'adx_14_action' => 'BUY'
'ao_5_34' => '0.000129'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 67.12
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000162'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 3
'buy_signals' => 31
'sell_pct' => 8.82
'buy_pct' => 91.18
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767694347
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Ternio para 2026
La previsión del precio de Ternio para 2026 sugiere que el precio medio podría oscilar entre $0.000226 en el extremo inferior y $0.000676 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Ternio podría potencialmente ganar 3.13% para 2026 si TERN alcanza el objetivo de precio previsto.
Predicción de precio de Ternio 2027-2032
La predicción del precio de TERN para 2027-2032 está actualmente dentro de un rango de precios de $0.000395 en el extremo inferior y $0.002463 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Ternio alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Ternio | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000218 | $0.000395 | $0.000572 |
| 2028 | $0.000393 | $0.000678 | $0.000963 |
| 2029 | $0.000864 | $0.001854 | $0.002843 |
| 2030 | $0.000735 | $0.00143 | $0.002125 |
| 2031 | $0.000869 | $0.0014048 | $0.00194 |
| 2032 | $0.001326 | $0.002463 | $0.003599 |
Predicción de precio de Ternio 2032-2037
La predicción de precio de Ternio para 2032-2037 se estima actualmente entre $0.002463 en el extremo inferior y $0.022462 en el extremo superior. Comparado con el precio actual, Ternio podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Ternio | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.001326 | $0.002463 | $0.003599 |
| 2033 | $0.003083 | $0.006335 | $0.009587 |
| 2034 | $0.002478 | $0.004015 | $0.005552 |
| 2035 | $0.00293 | $0.004736 | $0.006542 |
| 2036 | $0.004851 | $0.009193 | $0.013536 |
| 2037 | $0.012598 | $0.022462 | $0.032326 |
Ternio Histograma de precios potenciales
Pronóstico de precio de Ternio basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 91.18%
Bajista 8.82%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Ternio es Alcista, con 31 indicadores técnicos mostrando señales alcistas y 3 indicando señales bajistas. La predicción de precio de TERN se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Ternio
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Ternio aumentar durante el próximo mes, alcanzando $0.000504 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Ternio alcance $0.000584 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 68.41, lo que sugiere que el mercado de TERN está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de TERN para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.00062 | BUY |
| SMA 5 | $0.0006051 | BUY |
| SMA 10 | $0.000592 | BUY |
| SMA 21 | $0.000546 | BUY |
| SMA 50 | $0.000443 | BUY |
| SMA 100 | $0.00057 | BUY |
| SMA 200 | $0.000442 | BUY |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.000628 | BUY |
| EMA 5 | $0.000614 | BUY |
| EMA 10 | $0.000593 | BUY |
| EMA 21 | $0.000552 | BUY |
| EMA 50 | $0.00052 | BUY |
| EMA 100 | $0.0005098 | BUY |
| EMA 200 | $0.00046 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.000531 | BUY |
| SMA 50 | $0.00035 | BUY |
| SMA 100 | $0.000372 | BUY |
| SMA 200 | $0.001698 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.00051 | BUY |
| EMA 50 | $0.000443 | BUY |
| EMA 100 | $0.000728 | SELL |
| EMA 200 | $0.002373 | SELL |
Osciladores de Ternio
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 68.41 | NEUTRAL |
| Stoch RSI (14) | 57.76 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 92.9 | NEUTRAL |
| Índice Direccional Medio (14) | 27.98 | BUY |
| Oscilador Asombroso (5, 34) | 0.000129 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 67.12 | NEUTRAL |
| VWMA (10) | 0.000591 | BUY |
| Promedio Móvil de Hull (9) | 0.000625 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000162 | NEUTRAL |
Predicción de precios de Ternio basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Ternio
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Ternio por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.000921 | $0.001294 | $0.001819 | $0.002556 | $0.003591 | $0.005046 |
| Amazon.com acción | $0.001367 | $0.002854 | $0.005955 | $0.012427 | $0.02593 | $0.0541049 |
| Apple acción | $0.000929 | $0.001319 | $0.00187 | $0.002653 | $0.003764 | $0.005339 |
| Netflix acción | $0.001034 | $0.001632 | $0.002575 | $0.004063 | $0.006411 | $0.010116 |
| Google acción | $0.000849 | $0.001099 | $0.001423 | $0.001843 | $0.002387 | $0.003092 |
| Tesla acción | $0.001486 | $0.003369 | $0.007637 | $0.017314 | $0.039249 | $0.088976 |
| Kodak acción | $0.000491 | $0.000368 | $0.000276 | $0.0002073 | $0.000155 | $0.000116 |
| Nokia acción | $0.000434 | $0.000287 | $0.00019 | $0.000126 | $0.000083 | $0.000055 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Ternio
Podría preguntarse cosas como: "¿Debo invertir en Ternio ahora?", "¿Debería comprar TERN hoy?", "¿Será Ternio una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Ternio regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Ternio, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Ternio a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Ternio es de $0.0006556 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Ternio basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Ternio ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.000672 | $0.00069 | $0.000708 | $0.000726 |
| Si Ternio ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.000689 | $0.000725 | $0.000763 | $0.0008029 |
| Si Ternio ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.00074 | $0.000837 | $0.000945 | $0.001068 |
| Si Ternio ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.000826 | $0.00104 | $0.001311 | $0.001652 |
| Si Ternio ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.000996 | $0.001514 | $0.0023017 | $0.003498 |
| Si Ternio ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.0015077 | $0.003467 | $0.007973 | $0.018336 |
| Si Ternio ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.002359 | $0.008493 | $0.030571 | $0.110035 |
Cuadro de preguntas
¿Es TERN una buena inversión?
La decisión de adquirir Ternio depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Ternio ha experimentado un aumento de 6.2422% durante las últimas 24 horas, y Ternio ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Ternio dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Ternio subir?
Parece que el valor medio de Ternio podría potencialmente aumentar hasta $0.000676 para el final de este año. Mirando las perspectivas de Ternio en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.002125. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Ternio la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Ternio, el precio de Ternio aumentará en un 0.86% durante la próxima semana y alcanzará $0.000661 para el 13 de enero de 2026.
¿Cuál será el precio de Ternio el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Ternio, el precio de Ternio disminuirá en un -11.62% durante el próximo mes y alcanzará $0.000579 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Ternio este año en 2026?
Según nuestra predicción más reciente sobre el valor de Ternio en 2026, se anticipa que TERN fluctúe dentro del rango de $0.000226 y $0.000676. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Ternio no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Ternio en 5 años?
El futuro de Ternio parece estar en una tendencia alcista, con un precio máximo de $0.002125 proyectada después de un período de cinco años. Basado en el pronóstico de Ternio para 2030, el valor de Ternio podría potencialmente alcanzar su punto más alto de aproximadamente $0.002125, mientras que su punto más bajo se anticipa que esté alrededor de $0.000735.
¿Cuánto será Ternio en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Ternio, se espera que el valor de TERN en 2026 crezca en un 3.13% hasta $0.000676 si ocurre lo mejor. El precio estará entre $0.000676 y $0.000226 durante 2026.
¿Cuánto será Ternio en 2027?
Según nuestra última simulación experimental para la predicción de precios de Ternio, el valor de TERN podría disminuir en un -12.62% hasta $0.000572 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.000572 y $0.000218 a lo largo del año.
¿Cuánto será Ternio en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Ternio sugiere que el valor de TERN en 2028 podría aumentar en un 47.02% , alcanzando $0.000963 en el mejor escenario. Se espera que el precio oscile entre $0.000963 y $0.000393 durante el año.
¿Cuánto será Ternio en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Ternio podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.002843 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.002843 y $0.000864.
¿Cuánto será Ternio en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Ternio, se espera que el valor de TERN en 2030 aumente en un 224.23% , alcanzando $0.002125 en el mejor escenario. Se pronostica que el precio oscile entre $0.002125 y $0.000735 durante el transcurso de 2030.
¿Cuánto será Ternio en 2031?
Nuestra simulación experimental indica que el precio de Ternio podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.00194 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.00194 y $0.000869 durante el año.
¿Cuánto será Ternio en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Ternio, TERN podría experimentar un 449.04% aumento en valor, alcanzando $0.003599 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.003599 y $0.001326 a lo largo del año.
¿Cuánto será Ternio en 2033?
Según nuestra predicción experimental de precios de Ternio, se anticipa que el valor de TERN aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.009587. A lo largo del año, el precio de TERN podría oscilar entre $0.009587 y $0.003083.
¿Cuánto será Ternio en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Ternio sugieren que TERN podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.005552 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.005552 y $0.002478.
¿Cuánto será Ternio en 2035?
Basado en nuestra predicción experimental para el precio de Ternio, TERN podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.006542 en 2035. El rango de precios esperado para el año está entre $0.006542 y $0.00293.
¿Cuánto será Ternio en 2036?
Nuestra reciente simulación de predicción de precios de Ternio sugiere que el valor de TERN podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.013536 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.013536 y $0.004851.
¿Cuánto será Ternio en 2037?
Según la simulación experimental, el valor de Ternio podría aumentar en un 4830.69% en 2037, con un máximo de $0.032326 bajo condiciones favorables. Se espera que el precio caiga entre $0.032326 y $0.012598 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de DeCats- Predicción de precios de Tael
- Predicción de precios de Parachute
- Predicción de precios de SolChicks
- Predicción de precios de The DAOX Index
- Predicción de precios de NASDEX Token
- Predicción de precios de DragonKing
- Predicción de precios de Fufu
- Predicción de precios de BOMB
- Predicción de precios de Aurum
- Predicción de precios de ZrCoin
- Predicción de precios de Sway Social
- Predicción de precios de MemeDAO
- Predicción de precios de Pine
- Predicción de precios de Sator
- Predicción de precios de Formation FI
- Predicción de precios de XNF
- Predicción de precios de Value Liquidity
- Predicción de precios de NeoCortexAI
- Predicción de precios de One Cash
- Predicción de precios de APY.Finance
- Predicción de precios de Blind Boxes
- Predicción de precios de Merge
- Predicción de precios de SWAPZ.app
- Predicción de precios de Bee Token
Predicción de precios de DeCats
Predicción de precios de Tael
Predicción de precios de Parachute
Predicción de precios de SolChicks
Predicción de precios de The DAOX Index
Predicción de precios de NASDEX Token
Predicción de precios de DragonKing
Predicción de precios de Fufu
Predicción de precios de BOMB
Predicción de precios de Aurum
Predicción de precios de ZrCoin
Predicción de precios de Sway Social
Predicción de precios de MemeDAO
Predicción de precios de Pine
Predicción de precios de Sator
Predicción de precios de Formation FI
Predicción de precios de XNF
Predicción de precios de Value Liquidity
Predicción de precios de NeoCortexAI
Predicción de precios de One Cash
Predicción de precios de APY.Finance
Predicción de precios de Blind Boxes
Predicción de precios de Merge
Predicción de precios de SWAPZ.app
Predicción de precios de Bee Token¿Cómo leer y predecir los movimientos de precio de Ternio?
Los traders de Ternio utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Ternio
Las medias móviles son herramientas populares para la predicción de precios de Ternio. Una media móvil simple (SMA) calcula el precio de cierre promedio de TERN durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de TERN por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de TERN.
¿Cómo leer gráficos de Ternio y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Ternio en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de TERN dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Ternio?
La acción del precio de Ternio está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de TERN. La capitalización de mercado de Ternio puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de TERN, grandes poseedores de Ternio, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Ternio.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado