/* Ċ ĠCopyright Ġ 2 0 2 1 ĠSpl endo ĠConsult ing ĠB . V . ĠThe ĠNe therlands ĊĊĠĠĠ ĠLicensed Ġunder Ġthe ĠApache ĠLicense , ĠVersion Ġ 2 . 0 Ġ( the Ġ" License "); ĊĠĠĠ Ġyou Ġmay Ġnot Ġuse Ġthis Ġfile Ġexcept Ġin Ġcompliance Ġwith Ġthe ĠLicense . ĊĠĠĠ ĠYou Ġmay Ġobtain Ġa Ġcopy Ġof Ġthe ĠLicense Ġat ĊĊĠĠĠĠĠ Ġhttp :// www . apache . org / licenses / LICENSE - 2 . 0 ĊĊĠĠĠ ĠUnless Ġrequired Ġby Ġapplicable Ġlaw Ġor Ġagreed Ġto Ġin Ġwriting , Ġsoftware ĊĠĠĠ Ġdistributed Ġunder Ġthe ĠLicense Ġis Ġdistributed Ġon Ġan Ġ" AS ĠIS " ĠBASIS , ĊĠĠĠ ĠWITHOUT ĠWARRANTIES ĠOR ĠCONDITIONS ĠOF ĠANY ĠKIND , Ġeither Ġexpress Ġor Ġimplied . ĊĠĠĠ ĠSee Ġthe ĠLicense Ġfor Ġthe Ġspecific Ġlanguage Ġgoverning Ġpermissions Ġand ĊĠĠĠ Ġlimitations Ġunder Ġthe ĠLicense . ĊĊ Ġ*/ Ċ Ċ package Ġcom . spl endo . kal uga . scientific . converter . energy Ċ Ċ import Ġcom . spl endo . kal uga . scientific . Physical Quantity Ċ import Ġcom . spl endo . kal uga . scientific . 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Metric Multiple Unit Ċ import Ġcom . spl endo . kal uga . scientific . unit . Pas cal Ċ import Ġcom . spl endo . kal uga . scientific . unit . P ound Square Foot Ċ import Ġcom . spl endo . kal uga . scientific . unit . P ound Square In ch Ċ import Ġcom . spl endo . kal uga . scientific . unit . UK Imp erial Volume Ċ import Ġcom . spl endo . kal uga . scientific . unit . US Custom ary Volume Ċ import Ġcom . spl endo . kal uga . scientific . unit . Volume Ċ import Ġcom . spl endo . kal uga . scientific . unit . uk Imp erial Ċ import Ġcom . spl endo . kal uga . scientific . unit . us Custom ary Ċ import Ġkotlin . jvm . Jvm Name Ċ Ċ @ Jvm Name (" erg Div Cubic Cent imeter ") Ċ infix Ġoperator Ġfun ĠSc ientific Value < Physical Quantity . Energy , ĠE rg >. div ( volume : ĠSc ientific Value < Physical Quantity . Volume , ĠC ubic Cent imeter >) Ġ= ĊĠĠĠ ĠB ary e . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" erg Multiple Div Cubic Cent imeter ") Ċ infix Ġoperator Ġfun Ġ< E rg Unit > ĠSc ientific Value < Physical Quantity . Energy , ĠE rg Unit >. div ( volume : ĠSc ientific Value < Physical Quantity . Volume , ĠC ubic Cent imeter >) Ġwhere ĠE rg Unit Ġ: ĠEnergy , ĠE rg Unit Ġ: ĠMetric Multiple Unit < Measurement System . Metric , ĠPhysical Quantity . Energy , ĠE rg > Ġ= ĊĠĠĠ ĠB ary e . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" foot P ound al Div Cubic Foot ") Ċ infix Ġoperator Ġfun ĠSc ientific Value < Physical Quantity . Energy , ĠF oot P ound al >. div ( volume : ĠSc ientific Value < Physical Quantity . Volume , ĠC ubic Foot >) Ġ= ĊĠĠĠ ĠP ound Square Foot . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" foot P ound Force Div Cubic Foot ") Ċ infix Ġoperator Ġfun ĠSc ientific Value < Physical Quantity . Energy , ĠF oot P ound Force >. div ( volume : ĠSc ientific Value < Physical Quantity . Volume , ĠC ubic Foot >) Ġ= ĊĠĠĠ ĠP ound Square Foot . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" imp erial Energy Div Imp erial Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠImp erial Energy , ĠVolume Unit Ġ: ĠImp erial Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" metric And Imp erial Energy Div Imp erial Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠMetric And Imp erial Energy , ĠVolume Unit Ġ: ĠImp erial Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" imp erial Energy Div UK Imp erial Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠImp erial Energy , ĠVolume Unit Ġ: ĠUK Imp erial Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . uk Imp erial . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" imp erial Energy Div US Custom ary Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠImp erial Energy , ĠVolume Unit Ġ: ĠU SC ustom ary Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . us Custom ary . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" metric And Imp erial Energy Div UK Imp erial Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠMetric And Imp erial Energy , ĠVolume Unit Ġ: ĠUK Imp erial Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . uk Imp erial . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" metric And Imp erial Energy Div US Custom ary Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠMetric And Imp erial Energy , ĠVolume Unit Ġ: ĠU SC ustom ary Volume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠP ound Square In ch . us Custom ary . pressure ( this , Ġvolume ) Ċ Ċ @ Jvm Name (" energy Div Volume ") Ċ infix Ġoperator Ġfun Ġ< Energy Unit Ġ: ĠEnergy , ĠVolume Unit Ġ: ĠVolume > ĠSc ientific Value < Physical Quantity . Energy , ĠEnergy Unit >. div ( ĊĠĠĠ Ġvolume : ĠSc ientific Value < Physical Quantity . Volume , ĠVolume Unit > Ċ ) Ġ= ĠPas cal . pressure ( this , Ġvolume ) Ċ