ponm ¡ & ¤ececa]i]dka · 2020. 9. 29. · ìêóòäììîëçéçèðæïæëèçìÛ [ g q...

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Page 1: ponm ¡ & ¤ececa]i]dka · 2020. 9. 29. · ìêóòäììîëçéçèðæïæëèçìÛ [ G Q éçèðæðæéîèçìÛ [ ìë ç ìëóòäììîéïéçèðæîæéìèéîÛ

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UgraveUuml ŋŊNtildeOumlOslashtimesOslashUcirc OtildeYacuteYacuteYacuteOacuteUumlOacuteOuml timesUacute pmiddotK6u xethbrvbar ĘĪĻ OtildeYacuteYacuteYacuteOacuteUumlOacuteOumlUuml timesUuml OcircOgraveYacute pmiddotK6u OumlUacute Ocirc

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UacuteUgraveŋŊŃńŅŇń

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UacuteUacuteŋŊŃńŅŇń

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[1X+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37y0G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37KG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3ViG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XA

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XA

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XA

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+a

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+a

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XAEN

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XhZGAacuteAEligregA

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X7G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XhZGAacuteAEligregA

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XhZGAacuteAEligregA

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlGEN

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlgGEN

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL37G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3EumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZ

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3EumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3EumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XA

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlgEN

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlgEN

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X0GENm

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X+U3A61

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3+aG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X0G

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZGLV

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X0G

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XL3hZG

[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1X0GEN

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[1XL3+aQ +ebw macrAcircsup1EcircordmCcedilraquocopysup2regAtilde [1XEumlGEN

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$EgraveAElig CcedilAumlEgrave

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$EgraveIacute CcedilAumlEgrave

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$EgraveIcirc CcedilAumlEgrave

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$IumlIgrave CcedilAumlEgrave

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$IumlIuml CcedilAumlEgrave

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śŝ ǝǜőŗŘŘŕŘ ŖŔŔŕœśœŕ śŖ ŃiacuteeumlmtAcirc Eumlƃ)2 ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŕœśœŕŜ ŃiacuteeumliċAcirc ŕś ŗř

ŜŔ ǝǜőŗŗŕŗŝ ŖŔŔŕœŜœŜ Śŗ ogravedxeumlZǍuAcircǮǸDzǨǑordmbƋƉǒ đƃă O ŖŔŔŕœŜœŕŔ ŚśogravedxeumlZǍuAcircǮǸDzǨǑ

ƋƉǒŖ Ŕ

Ŝŕ ǝǜǠǓǖǖǖǕǕ ŖŔŔŕœŜœŕŘ řŔ `3eumlĐAgraveAcirc macrƃĻeacute ƴƽƴƽ ŖŔŔŕœŜœŕŜ ŘŔ ŕŒřnveumls|AcircŕŕŔƀśDZǧǴ

ĥŘ ŗŔ

ŜŖ ǝǜǠőŘŖদ ŖŔŔŕœŜœŖŚ ŗŔ ĬugraveįĪĀįAcirc degƃguuml ŭūŧşŭť ŖŔŔŕœŜœŖŜ ŗŗ ŔŒŗŖ ĬugraveįĪĀįaringIgraveĘW Ŗ Ŕ

Ŝŗ ǝǜőŕřŗŚŝŖŔŔŕœŔśœŖŕʼnǑV

ǯǷǴǰǤǦǪǥǡǒŕŗŔ ŃiacuteeumlmtAcircBŕŘDZǧǴ sup3ƃĸ aCcedilƿLJnjƜdžƺ ŖŔŔŕœŜœŚ ŕŔŔ ŕŕŔ Ŝ

ŃiacuteeumliċAcircƃǵdzǶǚƃŗśŗŕŔ

řŜřśŔঠŘř

ŜŘ ǝǜőŗŘŘŚř ŖŔŔŕœŜœŗŔ Śř ŃiacuteeumlyumlAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŕœŕŔœś ŝŔ Ř ŃiacuteeumlVETHiquest|divideEgraveW ŗŜ ŜŔ

Ŝř ǝǜǙǟőŕŔŜřŘŖŔŔŕœŔŜœŖŚƃǑucircř

TszligaeligUcircǯǷǴǰǤǦǪǥŚŔ

ĴveumlĭǍbrvbarsup2ǑŕŖŝƀŗŔƁǛƄ

ŗŘƀŔŔƁǞǒEacircƃiacute ƭNJǏLJnjƝšƶNJơƿ ŖŔŔŖœŘœŖŘ ŝŔ řŒŗ

AcircānotuBIuml[ǮǸDzǨǑǭdzǧŜ

JƃŕŖśƀŘŕƁǛƄŖřƀřŗƁǞǒŝ ŘŔ

ŜŚ ǝǜǠőśŖŝŕŘŖŔŔŖœŔŜœŔŗƃǑucirc

ŕŜTdzǧǬǫǦǩǴŮǒŜŜŒř ogravedxeumlecircparaOumlAcirc ordfshyƃ ƜdžƺƷƩƝNjnjƤ ŖŔŔŖœŜœŕŖ ogravedxeumlIacute|İacircOumlW ŖŘŕ ŕŔŔŔ

Ŝś ǝǜőŕřŖŘŔŖŔŔŖœŔśœŖŕƃV

ǯǷǴǰǤǦǪǥǡƋƉŜř Ńiacuteeumliċ|yumlAcircŕŔDZǧǴ AacuteƃEcirc ŃiacuteƭNJǏLJnjƝš ŖŔŔŖœŜœŕŕ śŗŒŜ ŗŒŘř ŃiacuteeumlregCcedilaringatildeIacuteAcirc Ŗŕ śŔ

ŜŜ ŦŤőŘŕŕśŗ ŖŔŔŗœśœŕŔ ŝś ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŗ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗŗśŘŖŝŐ

řŜŘŔŕǒŗ Řś

Ŝŝ ŦŤőŘŕŕśř ŖŔŔŗœśœŕŔ ŜŖ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŘ ŕŗŔ ŝŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŗŔŐ

řŜŗŜřǒŘ Śś

ŝŔ ŦŤőŘŕŕśŖ ŖŔŔŗœśœŕŔ ŕŔŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŜŝƄ

řŜŘŔŕǒŜ řŗ

ŝŕ ŦŤőŖŗŕśŘ ŖŔŔŗœśœŕŖ śŜ ŃiacuteeumliċAcirc Eumlƃ)2 ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml ř Ş

ŝŖ ŦŤőŘŕŕŜŖ ŖŔŔŗœśœŕř ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml Ŗ Ş

ŝŗ ŦŤőŘŕඦ ŖŔŔŗœśœŕŔ ŝŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml Ŝ Ş

ŝŘ ŦŤőŘŕŖŗŕ ŖŔŔŗœśœŕř ŕŕŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml ŗ Ş

ŝř ŦŤőŘŕŖŗŚ ŖŔŔŗœśœŖŘ ŝŘ ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŘŜ Ş

ŝŚ ŦŤőŘŕŖŘś ŖŔŔŗœśœŖŝ ŕŔř ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Řŗ Ş

ŝś ŦŤőŘŕŗŜŝ ŖŔŔŗœŜœś ŚŜ ŃiacuteeumliċĪċĔshyAcircƃŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŗŘ Ş

ŝŜ ŦŤőŘŕŚřŕ ŖŔŔŗœŝœŘ Śŕ ŃiacuteeumliċĪċĔshyAcircƃŖŔƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Ś Ş

ŝŝ ŦŤőŘŕśřś ŖŔŔŗœŝœŝ ŕŔŗ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŕ Ş

ŕŔŔ ŦŤőŘŕŘŝŔ ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŕ ŦŤőŘŕřřř ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŖ ŦŤőŘদŕ ŖŔŔŗœŝœŘ řŗ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŖŔ Ş

ŕŔŗ ŦŤőŘŕśřŘ ŖŔŔŗœŝœŝ ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖř śŔ ŗŒř ŃiacuteeumlVOumlyumlAcirc ঠŞ

ŕŔŘ ŦŤőŘඦŜ ŖŔŔŗœŕŔœŖ Ŝŕ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŗ ŗǢř ŃiacuteeumlyumlOslashA|ƐƑĝ+ ŕ Ş

ŕŔř ŦŤőŘŕŜŝŜ ŖŔŔŗœŕŔœŖ ŝŖŃiacuteeumliċĪċĔshyAcircǑNJdžnj

ŗśŖŝŗƄřŜřŚŖŎEgraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŕř ŝŕ ŚŒŕŜ

ŃiacuteeumlğtAcircǑŗŖƀŘŔƁǞƄ

ŕŗŖƀřŔƁǛǒŕŗ ŕŕř

ŕŔŚ ŦŤőŗśśŚś ŖŔŔŗœŜœŕŚ řŖ ďeumlEacutevAcirc Eƃġ ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŗ ŕŒŖ ogravedxeumlĴAcirc ŕŜ ŗř

ŕŔś ŦŤőŗŝŖŗŔ ŖŔŔŚœŜœŕŝ ŜŗŒřogravedxeumlZǍuAcircǑĴǣĽordfƋ

ƉǒrZƃ$copy ƟƴNJ ŖŔŔŚœŜœŖŘ laquoėOgrave laquoėOgrave řŒŜ ďeumlĿr|ŀW ř ŖŔ

ŕŔŜ ŦŤŭőŕŚŗŖŕŔ ŖŔŕŖœśœŖŜ śŗ Msup1reumlŃĪDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŖœŜœŗŔ ŗŒŜueumlĐaacuteacirctAcircBregŝƿƔLj

ǑŗŗƀŘŘŌřŔŊũŐʼnŕŗŘƀřŔƁřŔƂŢŎŗŗ ŗŚ

ŕŔŝ ŦŤŭőŕŚŘŗŝŚ ŖŔŕŗœŜœŕŔ śŗ Msup1reumlDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŗœŜœŕŝ ŗŒřĮeumluumlĴuAcircōŗŘƀŕŕũŐ

ŕŗŚƀŗŔŌŢŎŝ ŕŜŔ

ŕŕŔ ŦŤőřŘřŜś ŖŔŕŚœŜœŖŕ řŘ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ńordfƃigrave ƒƩƻƣƭLJǏǀŭşš ŖŔŕŚœŜœŖŗ ŚŘ ŕŒŗ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ŗ Ŕ

ŕŕŕ ŦŤŭőŕŜŖŗřŖ ŖŔŕŝœŚœŖŗ Śŕ ŃiacuteeumlyumlAcirc plusmnacircƃsectN O ŖŔŕŝœŚœŖŝ Śŕ śŘŒř ŃiacuteeumlVOuml Ś Ŕ

8 9 5 () 44 5 4 - - 6 - (

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

lɼȒyumlsǓʺɩiumlsup2 rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumlʦƩƯƖƁ

lɼȒyumlsǓO ɰŶd ωΤΩηΤϏΝ ĽIumlϔ lɼȒȶigraveƯΖίΣƁ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteƌųșƳƯ

lɼȒyumlsǓŗȜAuml[ ɰŶd ωΤΩηΤϏΝ lɼȒyumlsǓŗȜAuml[

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

ˬ=ɘ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

63

71 9

2 4 60( 2 4 8

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63(

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ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ 8( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒɖģˏyumlɴǂƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1ˡďatildeǧdivideˡȡʹʵ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďlaquoyumlpǓ

ȡfrac34divideȒƖǂyumlʉjŮČˀƲ

ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒȋǣ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁƯ

ųˋƭųjfrac12ˢƹsecti

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

lɼȒOumlƽyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒːʙώIumlɑɍ

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Agraveiquestfrac34raquoszligUacuteoacuteiacuteiacuteograveYacuteegraveiumlUacuteigraveecirc

szligOumliacuteUgraveYacuteTHORNOslashIumlVaacuteograveszlig NtildeIcircOgraveucircsup2degsup2degregcopyparacopyplusmncedilreg

2 9 2 2 10plusmn AgraveiquestAumlshysup3plusmnmiddotmicrodeg plusmnsup1sup1paramacrmicromacrplusmnmicro sup3plusmn poundkKdJ sup2sup2 aHEuml3 UcircethigraveOumlTHORNAringregfrac14regraquoreg plusmnsup1sup1paramacrsup1macrcedil ordm degregacute poundkKgt plusmnplusmnpara acute

sup2 AgraveiquestAumlshysup3parasup1middotsup3 plusmnsup1sup1middotmacrplusmndegmacrplusmndeg acutepara OXJp sup2plusmn 0gEuml[Q plusmnsup1sup1middotmacrplusmndegmacrsup2sup2 sup3degāacutedegocircW9otilde OXZ7o plusmnsup2 plusmn

sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

acute yacuteuumlthornshysup1sup1degacutesup1 sup2degdegsup2macrcedilmacrplusmnsup1 paradeg 0cJ sup2sup3 NdEumlcent aumleacuteaumleacute sup2degdegsup2macrsup1macrsup2sup2 paradeg 0cJt sup3acute deg

micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

0b+b8CAEumloplusmnyuml

Āplusmnacutesup2 sup2micro

para AgraveiquestAumlshydividedivideoumluacuteoslashugrave sup2degdegacutemacrparamacrplusmnsup1 parasup2 OJp sup2plusmn poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegacutemacrsup1macrplusmnpara parasup2 paramicro OJpIcirc|jOgraveIuml cedilsup1 deg

middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

plusmnsup3 Agraveiquestshyacutemicroacutesup1sup1 sup2degdegmiddotmacrplusmnmacrplusmnacute acutemicro BE+KrJp sup2plusmn Euml sup2degdegmiddotmacrsup2macrplusmnplusmn acutemicro acutecedil BE+Krz sup2cedil deg

plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

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sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

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sup2cedil AgraveiquestAumlshyplusmnsup3cedilcedilparasup3 sup2degdegmiddotmacrplusmndegmacrsup2para middotsup3regmicro pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmndeg cedilmicro pound+J plusmnnotdegacutesup1 deg

sup2sup1 AgraveiquestAumlshyplusmnsup3cedilcedilmiddotmicro sup2degdegcedilmacrplusmndegmacrplusmnmicro middotsup1 pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmnsup1 cedilmiddot poundZ+Ji middotdegacute deg

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Ř ŪŨŔŝŚśŚ ŘŠŠŘŖŝŖŘŘ Ŝś đethOuml iumlEź(M ƗƥƵ ŘŠŠřŖřŖŘř řŕŘ divideeethntildeŌEacute řśŝ ŘŘŜ

ř ŪŨŔşşŝř ŘŠŠřŖŜŖŘŚ ŜŗŕŜ đethigraveotilde ZEgraveźD ƜƹƮƟƹƳƎƐƹƕ ŘŠŠřŖşŖř ŘঠđethigraveatildeOtilde şŘ ŗ

Ś ŪŨŔŠŗśś ŘŠŠřŖŘŘŖř śŚ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖřŖřŗ śŜ Řŕś đethicircOtildeigraveordmplusmnEacute ŘŘŗ Řŗ

ś ŪŨŔşŠŠŚ ŘŠŠřŖŘřŖŜ śŠŕř đethicircOtildeigraveƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖŚŖŜ śş Ř੠đethicircOtildeigraveordmplusmnEacute Šŗ ś

Ŝ ŪŨŮŔřřŜşŘ ŘŠŠŝŖŠŖŜ ŘŝŕŜ ŀueth8ďĩiŁIgraveG eacuteź S ŘŠŠŝŖŘŘŖř řŘ ŀueth8ďĩiŁ Ŝş ŗ

ŝ ŪŨŮŔŘŜŜŜŗ ŘŠŠŝŖśŖřŜ ŜŜ đethbOgraveqTHORN ēźC ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŘŖŜ Ŝŝŕŝ ř divideeethntildeŌigravevaacuteYacute=acuteŘŕŜŷŸ řŜŜ ŘŗŚ

Ş ŪŨŮŔřŘŜŞŠ ŘŠŠŝŖŘŘŖŘŘ Ŝş đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŝŖŘřŖŝ Ŝş řŕŘ đethpsigraveqOumlaacuteAėŘŷŸ řŜ ŘŜ

ş ŪŨŮŔŚŚŗŚŗ ŘŠŠŞŖřŖŚ śŜ đethŊƅotilde İhź ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŚŖŝ śşŕŜ đethbOgraveqTHORNƅotilde ŚŘ ş

Š ŪŨŔřŘŝŗŜ ŘŠŠŜŖŘřŖŚŗ ŝŜ RAacutesethsectŇĩsectƅw jeacuteźouml ƏƧƙƙƭƍƱƹƚ ŘŠŠŞŖśŖŘŜ ŝŜ RAacutesethsectŇĩsectƅw śŞŘ ŗ

Řŗ ŪŨŔřşŗŠŘ ŘŠŠŞŖśŖś şŜŕŜ Ĵzethy3yƒƥy 9źC ƗƥƵ ŘŠŠŞŖŜŖřŜ şŜőmŒ Ĵzethy3yƒƥyBacuteamp ŜŘ ŗ

ŘŘ ŪŨŮŔŚśŜŚŗ ŘŠŠŝŖŘŗŖŘŘ Řş ŀuethmicrozigraveBIgraveGƻbyƼ regsup3ź5d S ŘŠŠŞŖŘŗŖřŠ Śś ŚśŕŚ ŀuethmicrozigravemicroztimesx ŚşŚ ŗ

Řř ŪŨŮŔřŘśŠŞ ŘŠŠŝŖŜŖřŘ śŘ đethicircOtildeigraveordmplusmnƅotilde microeacuteźć ƩƳƹƎƍƶƢ ŘŠŠŞŖŘřŖŘŗ ŜŘ ŘઠdivideeethntildeŌigraveņģaacute Ŝŝş Şŗ

ŘŚ ŪŨŮŔřŘŜşŗ ŘŠŠŝŖŘŘŖŞ ŚşŕŜ đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŖřŝ ŘŕŘ Įethĩj13zW) śśŜ řŞŗ

Řś ŪŨŮŔŚŠŚŚś ŘŠŠŞŖŜŖŘŗ řŝ ŀuetheacuteucircegraveEuml EźĆ S ŘŠŠşŖŘřŖŘŚ řŕŜ ŀuethacuteoacutey Ŝşř śŞ

ŘŜ ŪŨŔřşŞśś ŘŠŠşŖŚŖřś Ŝŗ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŗŖŘś śŝ đethReacuteOumlEacuteqs1Ɓ řŗś Śś

Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

ŘŞ ǁǀŔŚŗřşř ŘŠŠŠŖŝŖŘŚ śŚ đethigraveIgraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŗŖřŖŘ uml ŘŕŜ đethicircOtildeigraveEacute řŚŚ ş

Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

ŘŠ ǁǀŔŚŝŗśş řŗŗřŖŘŖřŘ ŝŝ đethŃsƅotilde oacuteź uml S řŗŗřŖřŖŘŜ Şŗ śŕş đethŃsėQYacute)řŜDŽ řŜ ŗ

řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

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Śş ŪŨŮŔŘŚŞŠşś řŗŗŞŖŘŖŚŗ ŚŠ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖřś śş Řŕś a2ethacute4ŅW)ŘŗŗŸ řŠş ŘŜ

ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

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OtildeUcirc aacuteagraveaumlIumlOacuteOslashOumlOgraveOumlOuml OcircOgraveOacuteOtildeNtildeOacuteOacuteNtildeOcircOcirc OtildeOcirc iexcl1dntimesęĀĠ aecircyen ĂĞĖĔČăģĤĈ OcircOgraveOacuteOumlNtildeOacuteOacuteNtildeOcircOacute OumlOgrave iexcl1EacuteFn OtildeOslashOuml Ograve

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Ǧ ǷǵǢDzǥǧǭ ǦǮǮǧǤǭǤǭ ǧǬ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǧǤǭǤǦǦ ǧǬ ŔbrvbarʼnęlaquoNJĊ Ǩ Ǧ

ǧ ǷǵǢǭǧǮǧ ǦǮǮǧǤǭǤǦǨ Ǩǥ ǔTʼnxġĊ ļȋǂ ȮɖɁɖɓ ǦǮǮǨǤǮǤǨ ǨǦǣǧ ǥǣǪ currenethʼnŢęĊ ǧǦ ǩ

Ǩ ǷǵǢDzǥǧǮ ǦǮǮǧǤǭǤǭ ǧǩ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǮǤǭǤUuml ɡ ŔbrvbarʼnƈĊ ǯ ǦǨ

ǩ ǿǢǫǧǭǩ ǦǮǮǨǤǮǤǦǦ ǧǮ MƈʼnEacutenotżĬ ƲŊȋŏ ǿȃȁȇǜȋĜNtildeǃ ǦǮǮǮǤǦǥǤǧǨ Ǩǭ ŔbrvbarʼnƀȫyenĊ ǩǧ ǪǪ

Ǫ ǷǵǢǦǭǮǬǦ ǦǮǮǩǤǬǤǨǥ ǧǫ ŔbrvbarʼnƼĊ ƄRȋaacutedeg ǾǣǴǣǽǣDzǣ ǦǮǮǩǤǭǤǦǬ ǧǮ Ǩǧ ŔbrvbarʼnregyĊ Ǧǭ Ǩǥ

ǫ ǷǵǾǢǫǪǥǪ ǦǮǮǩǤǭǤǦǪ ǧǨ ƭsup2ethOslashyenĊ igraveegraveȋĀ8 ȴɖɈȸɍɐȢȸ ǦǮǮǩǤǭǤǨǦ ǧǨ ǥǣǧ ƭsup2ethƷyenŰŮ Ǧǫ ǥǣǪ

Ǭ ǷǵǾǢǦǦǫǦǮ ǦǮǮǩǤǦǥǤǪ Ǩǩ ljʼnİĔōĔĘ |ĈȋĀ ljȮɖɒɖȹǴDz ǦǮǮǩǤǦǥǤǦǧ ǨǨ ǥǣǪǨ ljʼnİĔbrvbarm1 Ǭ ǥǣǪ

ǭ ǷǵǾǢǦǬǧǧǥ ǦǮǮǪǤǩǤǨǥ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǫ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ ǫ ǥ

Ǯ ǷǵǾǢǦǬǧǦǪ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǦǥ ǩǦ ǥǣǭ ƭsup2ŮƱĿĔĊ Ǧǥ ǦǪ

Ǧǥ ǷǵǾǢǪǩǫǦ ǦǮǮǪǤǦǤǮ ǩǪǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǫǤǧ ǩǪ Ǧ ǔTʼnƎƪĊ Ǧǩǩ ǦǦǥ

ǦǦ ǷǵǾǢǦǬǧǧǫ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǩ ǥǣǮ ƭsup2ŮƱĿĊȪɎ ǨǨ ǦǮ

Ǧǧ ǷǵǾǢǦǬǧǧǭ ǦǮǮǪǤǪǤǪ ǩǦǣǪ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǥ ǥǣǮǩ ƭsup2ƕƪƉ2Ű ǧǭ ǩ

ǦǨ ǷǵǾǢǦǮǧǭǨ ǦǮǮǪǤǩǤǨǥ ǩǥǟIumlə ƭsup2ŭɔiexclĊŅōȪɎ ȋCcedilč ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǫǤǮ ǩǧǣǪ ǥǣǮǭ ƭsup2ŮƱĿzĉĘƑ ǩǥ ǧǬ

Ǧǩ ǷǵǾǢǦǮǮǫǩ ǦǮǮǪǤǫǤǧǥ ǩǨ 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǬǤǧǪ Ǫǥ ǦǣǪ ƭsup2šƱĘĊ ǨǪ ǥ

ǦǪ ǷǵǾǢǦǩǩǧǪ ǦǮǮǪǤǪǤǧǥ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǭǤǦǭ ǩǭǣǪ ǦǣǬǬ 7sup3ʼnǎĿƸyenĊ Ǯǥ Ǫ

Ǧǫ ǷǵǾǢǦǮǮǧǮ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǭǤǧǬ ǧǬ ǥǣǧǫ ƭsup2ethĿDȪɎŰ Ǧǧ ǧ

ǦǬ ǷǵǾǢǦǮǮǨǥ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǬ ǧǭǣǪ ǥǣǨǪ 7sup3ʼnǎĿŤiexclĊ ǧǨ Ǭǭ

Ǧǭ ǷǵǾǢǦǮǮǨǮ ǦǮǮǪǤǭǤǧǥ ǧǩǣǪ ƭsup2ethĿDȪɎŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǧǫ Ǩǩ ǥǣǨ ƭsup2ethĿDȪɎŰ ǨǬ ǥ

ǦǮ ǷǵǾǢǦǮǮǨǫ ǦǮǮǪǤǭǤǧǥ ǧǨ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǦǥǤǮ ǨǩǣǨ ǨǭǣǮ ǥǣǫǩ 7sup3ʼnqyenƪǎĿĊ Ǫǥ Ǭǭ

ǧǥ ǷǵǾǢǦǮǫǥǬ ǦǮǮǪǤǪǤǧǩ ǩǦ 7sup3ʼnšƱĿĊ ^ȋdž ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǦǥǤǨ Ǫǭ ǧǣǪ ŕʼnƜmicroeacuteƂyen ǦǨǧ Ǧǧǥ

ǧǦ ǷǵǾǢǧǨǩǥǪ ǦǮǮǪǤǦǦǤǧǫ ǩǦ ƁqʼnecircĜĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǪǤǦǦǤǧǮ Ǩǭǣǫ ǥǣǭǧ ƁqʼnŒyenĊdzǦǦȆȇ Ǩ Ǫ

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ǧǨ ǷǵǾǢǦǩǩǧǮ ǦǮǮǪǤǪǤǧǨ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǦ ǫǦ ǧǣǭ 7sup3ʼnŲUgraveƪĊ ǨǪǨ ǧǩ

ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

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ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

ǫǨ ǷǵǾǢǬǨǦǧǦ ǧǥǥǥǤǦǤǮ ǩǦǣǪ ŕʼnnjĿcurrenĊǑEumlœ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǥǤǨǦ ǧɭǨ ōbrvbarʼnEƚlaquoĊ ǧǮǫ Ǧǥǥ

ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

ɹɺɿɷʈʃʎƲƣǨǬǣǪ OslashħʼnicircyenRŃBȋĆĞǧǥɭǨǥȇ žiacuteȋG ɐȵȹɃȵȳɖȰ ǧǥǥǥǤǦǦǤǦǦ ǧǣǪ OslashħʼnĐĊ Ǧǫǥ ǧǥ

ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

Ǧǭǥ ǷǵǢǪǨǭǬǩ ǧǥǦǪǤǮǤǧǧ Ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǧǧ Ǫǩ ǫǥ LjocircʼnġĊ Ǩǥǩ ǧǪǥ

ǦǭǦ ǷǵǢǪǨǬǬǫ ǧǥǦǪǤǮǤǭ ǪǨ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǮǤǪ ǫǪ ǧǣǭ EumlʼnVlaquoļŴĿƛcurrenĦw

ǟȊəǨǫǨ ǪǮǥ

Ǧǭǧ ǷǵǢǪǨǭǮǬ ǧǥǦǫǤǫǤǦǦ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǦǦǤǦǦ ǫǬ ǨǣǩǭJĜƦ=ǍlaquoĪĿĊȋĆĞ

ǭǥȇǦǪǨ ǨǨǥ

ǦǭǨ ǷǵǢǪǧǭǩǪ ǧǥǦǪǤǫǤǦǨ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈǧǥǦǫǤǮɭǦǥaumlȓ

ȟǧǣǭ qʼnegraveƪPǁĿ ǩǬǥ ǬǨǪ

Ǧǭǩ ǷǵǢǪǨǥǮǫ ǧǥǦǩǤǫǤǧǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǧǤǮ ǭǥǣǩ ǭǮǣǧ Ǭǣǩ OslashħʼnampğcurrenĔĥǟǗyenə ǮǫǦ Ǫǭǥ

ǦǭǪ ǷǵǾǢǦǬǥǭǩǦ ǧǥǦǫǤǫǤǫ ǩǧ sup1ʼnEſĆUacuteǍĊǧȆȇ agravebrvbarȋAgrave b ǧǥǦǫǤǦǧǤǦ ǧ ĄĎǓlaquowȘĆETHȒĵ ǦǬǭ Ǭǥǥ

Ǧǭǫ ǷǵǾǢǦǬǥǩǫǪ ǧǥǦǫǤǩǤǪ Ǫǩ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǬǤǩaumlUuml ǭǥǢǮǥ ǬǣǪ ưʼnĊǟIumlə ǨǭǪ ǦǡǪǪǥ

ǦǭǬ ǷǵǢǪǩǩǨǫ ǧǥǦǫǤǭǤǧǬ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǭǤǦǦ ǨǣǨ JĜƦcurrenĴeacutem1 ǨǩǮ Ǫǥ

Ǧǭǭ ǷǵǢǪǨǭǭǮ ǧǥǦǫǤǫǤǬ ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǦǧǤǨǥ Ǭǭ ǭǫǣǦ ōbrvbarʼnŸńĿƊđĊ ǪǬǦ ǬǦǥ

ǦǭǮ ǷǵǾǢǦǫǦǫǬǩ ǧǥǦǬǤǦǦǤǪ ǩǥ MƈʼnƶlaquoƼyenǛĊ Ʊ_ȋHA ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǧǤǦǥ ǩǦǣǨ ǥǣǮǬǬMƈʼnIJƙĊɘǨǪȉǨǥǞǺǡǦǩǥȉ

ǪǥǞdzǠǮǬ Ǧǫ

ǦǮǥ ǷǵǾǢǦǨǥǪǮǫ ǧǥǦǬǤǬǤǦǪ Ǭǫ JĜƦȭɑɇģĊ regigraveȋAElig b ǧǥǦǭǤǩǤǦ ǬǫǣǪ ǭǪǣǪ ǭǣǬǫǪ ưʼnAacuteOgravelaquoIJļĊ ǧǫǥ ǦǡǬǥǥ

ǦǮǦ ǷǵǾǢǦǬǥǪǦǦ ǧǥǦǪǤǮǤǦǮ Ǫǥ Ɓqʼnǘcurrenġ ocircļȋĺő ȭȽɑ ǧǥǦǭǤǩǤǧǨ ǬǧǣǪ ǭǦǣǭ ǫǣǭǦǪ ưʼnAacuteOgravelaquoIJļĊ ǮǩǪ ǩǬǥ

ǦǮǧ ǷǵǾǢǦǬǥǩǪǫ ǧǥǦǫǤǩǤǪ ǩǦ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǩǤǧǬ ǬǨǣǩ ǭǦǣǮ ưʼnAacuteOgravelaquoIJļĊ ǬǪǧ ǦǡǪǪǥ

ǦǮǨ ǷǵǢǪǪǦǧǦ ǧǥǦǬǤǫǤǦǬ ǫǩ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǭǤǪǤǦǫ Ǭǥǣǧ ǬǬǣǬ ǩǣǨǬǧ OslashħʼnampğcurrenĔĥǟǗyenə ǨǨǨ ǫǥǥ

ǦǮǩ ǷǵǾǢǦǬǦǦǮǫ ǧǥǦǭǤǪǤǦǥ ǪǨ 7sup3ʼnšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǦǭǤǫǤǦǪ ǫǥ 7sup3ʼnEŲĿƺĊ Ǩǫ Ǧǫ

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UacuteUgraveŋŊŃńŅŇń

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UacuteUacuteŋŊŃńŅŇń

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Ŝŕ ǝǜǠǓǖǖǖǕǕ ŖŔŔŕœŜœŕŘ řŔ `3eumlĐAgraveAcirc macrƃĻeacute ƴƽƴƽ ŖŔŔŕœŜœŕŜ ŘŔ ŕŒřnveumls|AcircŕŕŔƀśDZǧǴ

ĥŘ ŗŔ

ŜŖ ǝǜǠőŘŖদ ŖŔŔŕœŜœŖŚ ŗŔ ĬugraveįĪĀįAcirc degƃguuml ŭūŧşŭť ŖŔŔŕœŜœŖŜ ŗŗ ŔŒŗŖ ĬugraveįĪĀįaringIgraveĘW Ŗ Ŕ

Ŝŗ ǝǜőŕřŗŚŝŖŔŔŕœŔśœŖŕʼnǑV

ǯǷǴǰǤǦǪǥǡǒŕŗŔ ŃiacuteeumlmtAcircBŕŘDZǧǴ sup3ƃĸ aCcedilƿLJnjƜdžƺ ŖŔŔŕœŜœŚ ŕŔŔ ŕŕŔ Ŝ

ŃiacuteeumliċAcircƃǵdzǶǚƃŗśŗŕŔ

řŜřśŔঠŘř

ŜŘ ǝǜőŗŘŘŚř ŖŔŔŕœŜœŗŔ Śř ŃiacuteeumlyumlAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŕœŕŔœś ŝŔ Ř ŃiacuteeumlVETHiquest|divideEgraveW ŗŜ ŜŔ

Ŝř ǝǜǙǟőŕŔŜřŘŖŔŔŕœŔŜœŖŚƃǑucircř

TszligaeligUcircǯǷǴǰǤǦǪǥŚŔ

ĴveumlĭǍbrvbarsup2ǑŕŖŝƀŗŔƁǛƄ

ŗŘƀŔŔƁǞǒEacircƃiacute ƭNJǏLJnjƝšƶNJơƿ ŖŔŔŖœŘœŖŘ ŝŔ řŒŗ

AcircānotuBIuml[ǮǸDzǨǑǭdzǧŜ

JƃŕŖśƀŘŕƁǛƄŖřƀřŗƁǞǒŝ ŘŔ

ŜŚ ǝǜǠőśŖŝŕŘŖŔŔŖœŔŜœŔŗƃǑucirc

ŕŜTdzǧǬǫǦǩǴŮǒŜŜŒř ogravedxeumlecircparaOumlAcirc ordfshyƃ ƜdžƺƷƩƝNjnjƤ ŖŔŔŖœŜœŕŖ ogravedxeumlIacute|İacircOumlW ŖŘŕ ŕŔŔŔ

Ŝś ǝǜőŕřŖŘŔŖŔŔŖœŔśœŖŕƃV

ǯǷǴǰǤǦǪǥǡƋƉŜř Ńiacuteeumliċ|yumlAcircŕŔDZǧǴ AacuteƃEcirc ŃiacuteƭNJǏLJnjƝš ŖŔŔŖœŜœŕŕ śŗŒŜ ŗŒŘř ŃiacuteeumlregCcedilaringatildeIacuteAcirc Ŗŕ śŔ

ŜŜ ŦŤőŘŕŕśŗ ŖŔŔŗœśœŕŔ ŝś ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŗ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗŗśŘŖŝŐ

řŜŘŔŕǒŗ Řś

Ŝŝ ŦŤőŘŕŕśř ŖŔŔŗœśœŕŔ ŜŖ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŘ ŕŗŔ ŝŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŗŔŐ

řŜŗŜřǒŘ Śś

ŝŔ ŦŤőŘŕŕśŖ ŖŔŔŗœśœŕŔ ŕŔŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŜŝƄ

řŜŘŔŕǒŜ řŗ

ŝŕ ŦŤőŖŗŕśŘ ŖŔŔŗœśœŕŖ śŜ ŃiacuteeumliċAcirc Eumlƃ)2 ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml ř Ş

ŝŖ ŦŤőŘŕŕŜŖ ŖŔŔŗœśœŕř ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml Ŗ Ş

ŝŗ ŦŤőŘŕඦ ŖŔŔŗœśœŕŔ ŝŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml Ŝ Ş

ŝŘ ŦŤőŘŕŖŗŕ ŖŔŔŗœśœŕř ŕŕŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml ŗ Ş

ŝř ŦŤőŘŕŖŗŚ ŖŔŔŗœśœŖŘ ŝŘ ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŘŜ Ş

ŝŚ ŦŤőŘŕŖŘś ŖŔŔŗœśœŖŝ ŕŔř ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Řŗ Ş

ŝś ŦŤőŘŕŗŜŝ ŖŔŔŗœŜœś ŚŜ ŃiacuteeumliċĪċĔshyAcircƃŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŗŘ Ş

ŝŜ ŦŤőŘŕŚřŕ ŖŔŔŗœŝœŘ Śŕ ŃiacuteeumliċĪċĔshyAcircƃŖŔƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Ś Ş

ŝŝ ŦŤőŘŕśřś ŖŔŔŗœŝœŝ ŕŔŗ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŕ Ş

ŕŔŔ ŦŤőŘŕŘŝŔ ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŕ ŦŤőŘŕřřř ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŖ ŦŤőŘদŕ ŖŔŔŗœŝœŘ řŗ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŖŔ Ş

ŕŔŗ ŦŤőŘŕśřŘ ŖŔŔŗœŝœŝ ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖř śŔ ŗŒř ŃiacuteeumlVOumlyumlAcirc ঠŞ

ŕŔŘ ŦŤőŘඦŜ ŖŔŔŗœŕŔœŖ Ŝŕ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŗ ŗǢř ŃiacuteeumlyumlOslashA|ƐƑĝ+ ŕ Ş

ŕŔř ŦŤőŘŕŜŝŜ ŖŔŔŗœŕŔœŖ ŝŖŃiacuteeumliċĪċĔshyAcircǑNJdžnj

ŗśŖŝŗƄřŜřŚŖŎEgraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŕř ŝŕ ŚŒŕŜ

ŃiacuteeumlğtAcircǑŗŖƀŘŔƁǞƄ

ŕŗŖƀřŔƁǛǒŕŗ ŕŕř

ŕŔŚ ŦŤőŗśśŚś ŖŔŔŗœŜœŕŚ řŖ ďeumlEacutevAcirc Eƃġ ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŗ ŕŒŖ ogravedxeumlĴAcirc ŕŜ ŗř

ŕŔś ŦŤőŗŝŖŗŔ ŖŔŔŚœŜœŕŝ ŜŗŒřogravedxeumlZǍuAcircǑĴǣĽordfƋ

ƉǒrZƃ$copy ƟƴNJ ŖŔŔŚœŜœŖŘ laquoėOgrave laquoėOgrave řŒŜ ďeumlĿr|ŀW ř ŖŔ

ŕŔŜ ŦŤŭőŕŚŗŖŕŔ ŖŔŕŖœśœŖŜ śŗ Msup1reumlŃĪDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŖœŜœŗŔ ŗŒŜueumlĐaacuteacirctAcircBregŝƿƔLj

ǑŗŗƀŘŘŌřŔŊũŐʼnŕŗŘƀřŔƁřŔƂŢŎŗŗ ŗŚ

ŕŔŝ ŦŤŭőŕŚŘŗŝŚ ŖŔŕŗœŜœŕŔ śŗ Msup1reumlDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŗœŜœŕŝ ŗŒřĮeumluumlĴuAcircōŗŘƀŕŕũŐ

ŕŗŚƀŗŔŌŢŎŝ ŕŜŔ

ŕŕŔ ŦŤőřŘřŜś ŖŔŕŚœŜœŖŕ řŘ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ńordfƃigrave ƒƩƻƣƭLJǏǀŭşš ŖŔŕŚœŜœŖŗ ŚŘ ŕŒŗ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ŗ Ŕ

ŕŕŕ ŦŤŭőŕŜŖŗřŖ ŖŔŕŝœŚœŖŗ Śŕ ŃiacuteeumlyumlAcirc plusmnacircƃsectN O ŖŔŕŝœŚœŖŝ Śŕ śŘŒř ŃiacuteeumlVOuml Ś Ŕ

8 9 5 () 44 5 4 - - 6 - (

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

lɼȒyumlsǓʺɩiumlsup2 rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumlʦƩƯƖƁ

lɼȒyumlsǓO ɰŶd ωΤΩηΤϏΝ ĽIumlϔ lɼȒȶigraveƯΖίΣƁ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteƌųșƳƯ

lɼȒyumlsǓŗȜAuml[ ɰŶd ωΤΩηΤϏΝ lɼȒyumlsǓŗȜAuml[

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

ˬ=ɘ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

63

71 9

2 4 60( 2 4 8

2 4

63 6063 609 9

63(

95 95

(

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ 8( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒɖģˏyumlɴǂƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1ˡďatildeǧdivideˡȡʹʵ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďlaquoyumlpǓ

ȡfrac34divideȒƖǂyumlʉjŮČˀƲ

ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒȋǣ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁƯ

ųˋƭųjfrac12ˢƹsecti

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

lɼȒOumlƽyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒːʙώIumlɑɍ

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Agraveiquestfrac34raquoszligUacuteoacuteiacuteiacuteograveYacuteegraveiumlUacuteigraveecirc

szligOumliacuteUgraveYacuteTHORNOslashIumlVaacuteograveszlig NtildeIcircOgraveucircsup2degsup2degregcopyparacopyplusmncedilreg

2 9 2 2 10plusmn AgraveiquestAumlshysup3plusmnmiddotmicrodeg plusmnsup1sup1paramacrmicromacrplusmnmicro sup3plusmn poundkKdJ sup2sup2 aHEuml3 UcircethigraveOumlTHORNAringregfrac14regraquoreg plusmnsup1sup1paramacrsup1macrcedil ordm degregacute poundkKgt plusmnplusmnpara acute

sup2 AgraveiquestAumlshysup3parasup1middotsup3 plusmnsup1sup1middotmacrplusmndegmacrplusmndeg acutepara OXJp sup2plusmn 0gEuml[Q plusmnsup1sup1middotmacrplusmndegmacrsup2sup2 sup3degāacutedegocircW9otilde OXZ7o plusmnsup2 plusmn

sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

acute yacuteuumlthornshysup1sup1degacutesup1 sup2degdegsup2macrcedilmacrplusmnsup1 paradeg 0cJ sup2sup3 NdEumlcent aumleacuteaumleacute sup2degdegsup2macrsup1macrsup2sup2 paradeg 0cJt sup3acute deg

micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

0b+b8CAEumloplusmnyuml

Āplusmnacutesup2 sup2micro

para AgraveiquestAumlshydividedivideoumluacuteoslashugrave sup2degdegacutemacrparamacrplusmnsup1 parasup2 OJp sup2plusmn poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegacutemacrsup1macrplusmnpara parasup2 paramicro OJpIcirc|jOgraveIuml cedilsup1 deg

middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

plusmnsup3 Agraveiquestshyacutemicroacutesup1sup1 sup2degdegmiddotmacrplusmnmacrplusmnacute acutemicro BE+KrJp sup2plusmn Euml sup2degdegmiddotmacrsup2macrplusmnplusmn acutemicro acutecedil BE+Krz sup2cedil deg

plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

sup2deg AgraveiquestAumlshyplusmnsup3cedilsup1microacute sup2degdegmiddotmacrplusmndegmacrplusmnmiddot parasup3 BKGJ sup2plusmn )Euml RqsP sup2degdegmiddotmacrplusmnsup2macrsup2sup3 parapara paracedil sup2regcedil BKGJp paramiddot deg

sup2plusmn AgraveiquestAumlshyplusmnacutesup2microparaplusmn sup2degdegcedilmacrsup2macrmiddot sup3cedil currenGatilderJp sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegcedilmacrsup2macrsup2middot acutedeg currenGlKatilderJp sup2deg deg

sup2sup2 Agraveiquestshyacutemicroacutesup1middot sup2degdegmiddotmacrplusmnmacrplusmn microcedil BE+KrJp sup2plusmn Euml sup2degdegcedilmacrsup3macrsup2middot microsup1 parasup2 plusmnregsup3 0+bK+ acutemicroplusmn plusmndegdeg

sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

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sup2cedil AgraveiquestAumlshyplusmnsup3cedilcedilparasup3 sup2degdegmiddotmacrplusmndegmacrsup2para middotsup3regmicro pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmndeg cedilmicro pound+J plusmnnotdegacutesup1 deg

sup2sup1 AgraveiquestAumlshyplusmnsup3cedilcedilmiddotmicro sup2degdegcedilmacrplusmndegmacrplusmnmicro middotsup1 pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmnsup1 cedilmiddot poundZ+Ji middotdegacute deg

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sup3plusmn AgraveiquestAumlshyplusmnmicrosup3cedilmicrodeg sup2degplusmndegmacrplusmnplusmnmacrmicro sup1cedil poundvT sup2sup2 poundeEumlx sup2degplusmnmicromacrparamacrcedil plusmndegmicro poundvT plusmnnotparamiddotacute deg

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Ř ŪŨŔŝŚśŚ ŘŠŠŘŖŝŖŘŘ Ŝś đethOuml iumlEź(M ƗƥƵ ŘŠŠřŖřŖŘř řŕŘ divideeethntildeŌEacute řśŝ ŘŘŜ

ř ŪŨŔşşŝř ŘŠŠřŖŜŖŘŚ ŜŗŕŜ đethigraveotilde ZEgraveźD ƜƹƮƟƹƳƎƐƹƕ ŘŠŠřŖşŖř ŘঠđethigraveatildeOtilde şŘ ŗ

Ś ŪŨŔŠŗśś ŘŠŠřŖŘŘŖř śŚ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖřŖřŗ śŜ Řŕś đethicircOtildeigraveordmplusmnEacute ŘŘŗ Řŗ

ś ŪŨŔşŠŠŚ ŘŠŠřŖŘřŖŜ śŠŕř đethicircOtildeigraveƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖŚŖŜ śş Ř੠đethicircOtildeigraveordmplusmnEacute Šŗ ś

Ŝ ŪŨŮŔřřŜşŘ ŘŠŠŝŖŠŖŜ ŘŝŕŜ ŀueth8ďĩiŁIgraveG eacuteź S ŘŠŠŝŖŘŘŖř řŘ ŀueth8ďĩiŁ Ŝş ŗ

ŝ ŪŨŮŔŘŜŜŜŗ ŘŠŠŝŖśŖřŜ ŜŜ đethbOgraveqTHORN ēźC ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŘŖŜ Ŝŝŕŝ ř divideeethntildeŌigravevaacuteYacute=acuteŘŕŜŷŸ řŜŜ ŘŗŚ

Ş ŪŨŮŔřŘŜŞŠ ŘŠŠŝŖŘŘŖŘŘ Ŝş đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŝŖŘřŖŝ Ŝş řŕŘ đethpsigraveqOumlaacuteAėŘŷŸ řŜ ŘŜ

ş ŪŨŮŔŚŚŗŚŗ ŘŠŠŞŖřŖŚ śŜ đethŊƅotilde İhź ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŚŖŝ śşŕŜ đethbOgraveqTHORNƅotilde ŚŘ ş

Š ŪŨŔřŘŝŗŜ ŘŠŠŜŖŘřŖŚŗ ŝŜ RAacutesethsectŇĩsectƅw jeacuteźouml ƏƧƙƙƭƍƱƹƚ ŘŠŠŞŖśŖŘŜ ŝŜ RAacutesethsectŇĩsectƅw śŞŘ ŗ

Řŗ ŪŨŔřşŗŠŘ ŘŠŠŞŖśŖś şŜŕŜ Ĵzethy3yƒƥy 9źC ƗƥƵ ŘŠŠŞŖŜŖřŜ şŜőmŒ Ĵzethy3yƒƥyBacuteamp ŜŘ ŗ

ŘŘ ŪŨŮŔŚśŜŚŗ ŘŠŠŝŖŘŗŖŘŘ Řş ŀuethmicrozigraveBIgraveGƻbyƼ regsup3ź5d S ŘŠŠŞŖŘŗŖřŠ Śś ŚśŕŚ ŀuethmicrozigravemicroztimesx ŚşŚ ŗ

Řř ŪŨŮŔřŘśŠŞ ŘŠŠŝŖŜŖřŘ śŘ đethicircOtildeigraveordmplusmnƅotilde microeacuteźć ƩƳƹƎƍƶƢ ŘŠŠŞŖŘřŖŘŗ ŜŘ ŘઠdivideeethntildeŌigraveņģaacute Ŝŝş Şŗ

ŘŚ ŪŨŮŔřŘŜşŗ ŘŠŠŝŖŘŘŖŞ ŚşŕŜ đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŖřŝ ŘŕŘ Įethĩj13zW) śśŜ řŞŗ

Řś ŪŨŮŔŚŠŚŚś ŘŠŠŞŖŜŖŘŗ řŝ ŀuetheacuteucircegraveEuml EźĆ S ŘŠŠşŖŘřŖŘŚ řŕŜ ŀuethacuteoacutey Ŝşř śŞ

ŘŜ ŪŨŔřşŞśś ŘŠŠşŖŚŖřś Ŝŗ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŗŖŘś śŝ đethReacuteOumlEacuteqs1Ɓ řŗś Śś

Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

ŘŞ ǁǀŔŚŗřşř ŘŠŠŠŖŝŖŘŚ śŚ đethigraveIgraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŗŖřŖŘ uml ŘŕŜ đethicircOtildeigraveEacute řŚŚ ş

Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

ŘŠ ǁǀŔŚŝŗśş řŗŗřŖŘŖřŘ ŝŝ đethŃsƅotilde oacuteź uml S řŗŗřŖřŖŘŜ Şŗ śŕş đethŃsėQYacute)řŜDŽ řŜ ŗ

řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

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Śş ŪŨŮŔŘŚŞŠşś řŗŗŞŖŘŖŚŗ ŚŠ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖřś śş Řŕś a2ethacute4ŅW)ŘŗŗŸ řŠş ŘŜ

ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

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OtildeUcirc aacuteagraveaumlIumlOacuteOslashOumlOgraveOumlOuml OcircOgraveOacuteOtildeNtildeOacuteOacuteNtildeOcircOcirc OtildeOcirc iexcl1dntimesęĀĠ aecircyen ĂĞĖĔČăģĤĈ OcircOgraveOacuteOumlNtildeOacuteOacuteNtildeOcircOacute OumlOgrave iexcl1EacuteFn OtildeOslashOuml Ograve

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Ǧ ǷǵǢDzǥǧǭ ǦǮǮǧǤǭǤǭ ǧǬ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǧǤǭǤǦǦ ǧǬ ŔbrvbarʼnęlaquoNJĊ Ǩ Ǧ

ǧ ǷǵǢǭǧǮǧ ǦǮǮǧǤǭǤǦǨ Ǩǥ ǔTʼnxġĊ ļȋǂ ȮɖɁɖɓ ǦǮǮǨǤǮǤǨ ǨǦǣǧ ǥǣǪ currenethʼnŢęĊ ǧǦ ǩ

Ǩ ǷǵǢDzǥǧǮ ǦǮǮǧǤǭǤǭ ǧǩ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǮǤǭǤUuml ɡ ŔbrvbarʼnƈĊ ǯ ǦǨ

ǩ ǿǢǫǧǭǩ ǦǮǮǨǤǮǤǦǦ ǧǮ MƈʼnEacutenotżĬ ƲŊȋŏ ǿȃȁȇǜȋĜNtildeǃ ǦǮǮǮǤǦǥǤǧǨ Ǩǭ ŔbrvbarʼnƀȫyenĊ ǩǧ ǪǪ

Ǫ ǷǵǢǦǭǮǬǦ ǦǮǮǩǤǬǤǨǥ ǧǫ ŔbrvbarʼnƼĊ ƄRȋaacutedeg ǾǣǴǣǽǣDzǣ ǦǮǮǩǤǭǤǦǬ ǧǮ Ǩǧ ŔbrvbarʼnregyĊ Ǧǭ Ǩǥ

ǫ ǷǵǾǢǫǪǥǪ ǦǮǮǩǤǭǤǦǪ ǧǨ ƭsup2ethOslashyenĊ igraveegraveȋĀ8 ȴɖɈȸɍɐȢȸ ǦǮǮǩǤǭǤǨǦ ǧǨ ǥǣǧ ƭsup2ethƷyenŰŮ Ǧǫ ǥǣǪ

Ǭ ǷǵǾǢǦǦǫǦǮ ǦǮǮǩǤǦǥǤǪ Ǩǩ ljʼnİĔōĔĘ |ĈȋĀ ljȮɖɒɖȹǴDz ǦǮǮǩǤǦǥǤǦǧ ǨǨ ǥǣǪǨ ljʼnİĔbrvbarm1 Ǭ ǥǣǪ

ǭ ǷǵǾǢǦǬǧǧǥ ǦǮǮǪǤǩǤǨǥ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǫ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ ǫ ǥ

Ǯ ǷǵǾǢǦǬǧǦǪ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǦǥ ǩǦ ǥǣǭ ƭsup2ŮƱĿĔĊ Ǧǥ ǦǪ

Ǧǥ ǷǵǾǢǪǩǫǦ ǦǮǮǪǤǦǤǮ ǩǪǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǫǤǧ ǩǪ Ǧ ǔTʼnƎƪĊ Ǧǩǩ ǦǦǥ

ǦǦ ǷǵǾǢǦǬǧǧǫ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǩ ǥǣǮ ƭsup2ŮƱĿĊȪɎ ǨǨ ǦǮ

Ǧǧ ǷǵǾǢǦǬǧǧǭ ǦǮǮǪǤǪǤǪ ǩǦǣǪ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǥ ǥǣǮǩ ƭsup2ƕƪƉ2Ű ǧǭ ǩ

ǦǨ ǷǵǾǢǦǮǧǭǨ ǦǮǮǪǤǩǤǨǥ ǩǥǟIumlə ƭsup2ŭɔiexclĊŅōȪɎ ȋCcedilč ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǫǤǮ ǩǧǣǪ ǥǣǮǭ ƭsup2ŮƱĿzĉĘƑ ǩǥ ǧǬ

Ǧǩ ǷǵǾǢǦǮǮǫǩ ǦǮǮǪǤǫǤǧǥ ǩǨ 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǬǤǧǪ Ǫǥ ǦǣǪ ƭsup2šƱĘĊ ǨǪ ǥ

ǦǪ ǷǵǾǢǦǩǩǧǪ ǦǮǮǪǤǪǤǧǥ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǭǤǦǭ ǩǭǣǪ ǦǣǬǬ 7sup3ʼnǎĿƸyenĊ Ǯǥ Ǫ

Ǧǫ ǷǵǾǢǦǮǮǧǮ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǭǤǧǬ ǧǬ ǥǣǧǫ ƭsup2ethĿDȪɎŰ Ǧǧ ǧ

ǦǬ ǷǵǾǢǦǮǮǨǥ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǬ ǧǭǣǪ ǥǣǨǪ 7sup3ʼnǎĿŤiexclĊ ǧǨ Ǭǭ

Ǧǭ ǷǵǾǢǦǮǮǨǮ ǦǮǮǪǤǭǤǧǥ ǧǩǣǪ ƭsup2ethĿDȪɎŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǧǫ Ǩǩ ǥǣǨ ƭsup2ethĿDȪɎŰ ǨǬ ǥ

ǦǮ ǷǵǾǢǦǮǮǨǫ ǦǮǮǪǤǭǤǧǥ ǧǨ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǦǥǤǮ ǨǩǣǨ ǨǭǣǮ ǥǣǫǩ 7sup3ʼnqyenƪǎĿĊ Ǫǥ Ǭǭ

ǧǥ ǷǵǾǢǦǮǫǥǬ ǦǮǮǪǤǪǤǧǩ ǩǦ 7sup3ʼnšƱĿĊ ^ȋdž ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǦǥǤǨ Ǫǭ ǧǣǪ ŕʼnƜmicroeacuteƂyen ǦǨǧ Ǧǧǥ

ǧǦ ǷǵǾǢǧǨǩǥǪ ǦǮǮǪǤǦǦǤǧǫ ǩǦ ƁqʼnecircĜĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǪǤǦǦǤǧǮ Ǩǭǣǫ ǥǣǭǧ ƁqʼnŒyenĊdzǦǦȆȇ Ǩ Ǫ

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ǧǨ ǷǵǾǢǦǩǩǧǮ ǦǮǮǪǤǪǤǧǨ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǦ ǫǦ ǧǣǭ 7sup3ʼnŲUgraveƪĊ ǨǪǨ ǧǩ

ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

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ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

ǫǨ ǷǵǾǢǬǨǦǧǦ ǧǥǥǥǤǦǤǮ ǩǦǣǪ ŕʼnnjĿcurrenĊǑEumlœ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǥǤǨǦ ǧɭǨ ōbrvbarʼnEƚlaquoĊ ǧǮǫ Ǧǥǥ

ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

ɹɺɿɷʈʃʎƲƣǨǬǣǪ OslashħʼnicircyenRŃBȋĆĞǧǥɭǨǥȇ žiacuteȋG ɐȵȹɃȵȳɖȰ ǧǥǥǥǤǦǦǤǦǦ ǧǣǪ OslashħʼnĐĊ Ǧǫǥ ǧǥ

ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

Ǧǭǥ ǷǵǢǪǨǭǬǩ ǧǥǦǪǤǮǤǧǧ Ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǧǧ Ǫǩ ǫǥ LjocircʼnġĊ Ǩǥǩ ǧǪǥ

ǦǭǦ ǷǵǢǪǨǬǬǫ ǧǥǦǪǤǮǤǭ ǪǨ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǮǤǪ ǫǪ ǧǣǭ EumlʼnVlaquoļŴĿƛcurrenĦw

ǟȊəǨǫǨ ǪǮǥ

Ǧǭǧ ǷǵǢǪǨǭǮǬ ǧǥǦǫǤǫǤǦǦ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǦǦǤǦǦ ǫǬ ǨǣǩǭJĜƦ=ǍlaquoĪĿĊȋĆĞ

ǭǥȇǦǪǨ ǨǨǥ

ǦǭǨ ǷǵǢǪǧǭǩǪ ǧǥǦǪǤǫǤǦǨ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈǧǥǦǫǤǮɭǦǥaumlȓ

ȟǧǣǭ qʼnegraveƪPǁĿ ǩǬǥ ǬǨǪ

Ǧǭǩ ǷǵǢǪǨǥǮǫ ǧǥǦǩǤǫǤǧǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǧǤǮ ǭǥǣǩ ǭǮǣǧ Ǭǣǩ OslashħʼnampğcurrenĔĥǟǗyenə ǮǫǦ Ǫǭǥ

ǦǭǪ ǷǵǾǢǦǬǥǭǩǦ ǧǥǦǫǤǫǤǫ ǩǧ sup1ʼnEſĆUacuteǍĊǧȆȇ agravebrvbarȋAgrave b ǧǥǦǫǤǦǧǤǦ ǧ ĄĎǓlaquowȘĆETHȒĵ ǦǬǭ Ǭǥǥ

Ǧǭǫ ǷǵǾǢǦǬǥǩǫǪ ǧǥǦǫǤǩǤǪ Ǫǩ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǬǤǩaumlUuml ǭǥǢǮǥ ǬǣǪ ưʼnĊǟIumlə ǨǭǪ ǦǡǪǪǥ

ǦǭǬ ǷǵǢǪǩǩǨǫ ǧǥǦǫǤǭǤǧǬ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǭǤǦǦ ǨǣǨ JĜƦcurrenĴeacutem1 ǨǩǮ Ǫǥ

Ǧǭǭ ǷǵǢǪǨǭǭǮ ǧǥǦǫǤǫǤǬ ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǦǧǤǨǥ Ǭǭ ǭǫǣǦ ōbrvbarʼnŸńĿƊđĊ ǪǬǦ ǬǦǥ

ǦǭǮ ǷǵǾǢǦǫǦǫǬǩ ǧǥǦǬǤǦǦǤǪ ǩǥ MƈʼnƶlaquoƼyenǛĊ Ʊ_ȋHA ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǧǤǦǥ ǩǦǣǨ ǥǣǮǬǬMƈʼnIJƙĊɘǨǪȉǨǥǞǺǡǦǩǥȉ

ǪǥǞdzǠǮǬ Ǧǫ

ǦǮǥ ǷǵǾǢǦǨǥǪǮǫ ǧǥǦǬǤǬǤǦǪ Ǭǫ JĜƦȭɑɇģĊ regigraveȋAElig b ǧǥǦǭǤǩǤǦ ǬǫǣǪ ǭǪǣǪ ǭǣǬǫǪ ưʼnAacuteOgravelaquoIJļĊ ǧǫǥ ǦǡǬǥǥ

ǦǮǦ ǷǵǾǢǦǬǥǪǦǦ ǧǥǦǪǤǮǤǦǮ Ǫǥ Ɓqʼnǘcurrenġ ocircļȋĺő ȭȽɑ ǧǥǦǭǤǩǤǧǨ ǬǧǣǪ ǭǦǣǭ ǫǣǭǦǪ ưʼnAacuteOgravelaquoIJļĊ ǮǩǪ ǩǬǥ

ǦǮǧ ǷǵǾǢǦǬǥǩǪǫ ǧǥǦǫǤǩǤǪ ǩǦ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǩǤǧǬ ǬǨǣǩ ǭǦǣǮ ưʼnAacuteOgravelaquoIJļĊ ǬǪǧ ǦǡǪǪǥ

ǦǮǨ ǷǵǢǪǪǦǧǦ ǧǥǦǬǤǫǤǦǬ ǫǩ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǭǤǪǤǦǫ Ǭǥǣǧ ǬǬǣǬ ǩǣǨǬǧ OslashħʼnampğcurrenĔĥǟǗyenə ǨǨǨ ǫǥǥ

ǦǮǩ ǷǵǾǢǦǬǦǦǮǫ ǧǥǦǭǤǪǤǦǥ ǪǨ 7sup3ʼnšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǦǭǤǫǤǦǪ ǫǥ 7sup3ʼnEŲĿƺĊ Ǩǫ Ǧǫ

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OslashUacute aringaumlNtildeOumlOtildeUacuteOslashOtilde OtildeYacuteYacuteUacuteOacuteOtildeOumlOacuteUuml timesOtildeOgraveUgrave pmiddotBKāu Poethcurrencent raquoCcedil OtildeYacuteYacuteUcircOacuteOslashOacuteOumlOcirc timesUgrave pmiddotBKāu Otildetimestimes Ocirc

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UgraveOslash aringaumlNtildeOumlUumlUacutetimesOcirc OtildeYacuteYacuteUumlOacuteUcircOacuteOumlUgrave UgravetimesOgraveUgrave pmiddotAcircĽK Poethcurrencent raquoCcedil OtildeYacuteYacuteUumlOacuteOtildeOcircOacuteOumlYacute UgraveUgrave OumlOgraveYacute pmiddotAcircĽK YacuteUacute Ocirc

UgraveUgrave aringaumlNtildeOumlYacuteUcircUacuteUacute OtildeYacuteYacuteUumlOacuteUcircOacuteOumlUcirc timesUcirc pmiddotAcircĽK Poethcurrencent raquoCcedil OtildeYacuteYacuteUumlOacuteOtildeOcircOacutetimesOcirc timesYacute OtildeOgraveUacute pmiddotAcircĽK YacuteUgrave Ocirc

UgraveUacute ŋŊŌNtildeUgraveUumlUcircOtildetimes OtildeYacuteYacuteYacuteOacutetimesOacuteOtildeYacute Oslashtimes pmiddotBKĐļħē ordmoeth=E 1 OtildeYacuteYacuteYacuteOacuteOslashOacuteOumlOtilde Oslashtimes pmiddotBKĐļħē timestimes Ocirc

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UgraveUuml ŋŊNtildeOumlOslashtimesOslashUcirc OtildeYacuteYacuteYacuteOacuteUumlOacuteOuml timesUacute pmiddotK6u xethbrvbar ĘĪĻ OtildeYacuteYacuteYacuteOacuteUumlOacuteOumlUuml timesUuml OcircOgraveYacute pmiddotK6u OumlUacute Ocirc

UgraveYacute ŋŊŌNtildeUgraveUumlUcircOumlOslash OumlOcircOcircOcircOacuteOslashOacuteOtildeOuml OslashUcirc pmiddotAcircĽK ordmoeth=E 1 OumlOcircOcircOcircOacuteUumlOacuteOumlYacute OslashUacute pmiddotAcircĽK OtildetimesYacute Ocirc

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UacuteOuml ŋŊŌNtildeUumlYacuteYacuteUumlOuml OumlOcircOcircOtildeOacuteYacuteOacuteYacute OtildeUcirc middotTsup1paraVsup1 qnethy ĠĿĴċĺěĥ OumlOcircOcircOtildeOacuteYacuteOacuteOumlOtilde OtildeUacute OcircOgraveOtilde middotTPt4 OtildeOuml OslashUcirc

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UacuteOslash ŋŊNtildetimesUgraveOtildeOumlUcirc OumlOcircOcircOtildeOacuteOtildeOumlOacuteOumlUacute OumlYacute EacuteKKőŎŔŘŎ5frac34 copyeths2micro 1 OumlOcircOcircOtildeOacuteOtildeOumlOacuteOumlUuml OumlYacute EacuteKKőŎŔŘŎ5frac34 Ouml Ocirc

UacuteUgraveŋŊŃńŅŇń

ņOumlOcircOcircOumlOacuteOtildeOtildeOacuteUuml timestimesOgraveUgrave frac14LKEcircKĬĸĪď xethbrvbar ĘĪĻ OumlOcircOcircOumlOacuteOtildeOumlOacuteOtilde timesOcirc OcircOgraveUuml frac14LP6KăĉocircK Oumltimes OcircOgraveUgrave

UacuteUacuteŋŊŃńŅŇń

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UacuteUcirc aringaumlNtildeOumlOcircUacuteUcircUuml OumlOcircOcirctimesOacuteOtildeOacuteOtilde timesOslash ~acutelaquofg5 shyweth- ĘĪĻ OumlOcircOcirctimesOacuteOtildeOacuteOtildetimes timesOslash ~acutelaquofg5 OtildeOuml Ocirc

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THORNj Ouml pmiddotAcircĽKo timesOslash Ocirc

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OslashOcirc Ocirc

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UumlOtilde aringaumlNtildetimesYacuteUumlOslashUcirc OumlOcircOcircUgraveOacuteOtildeOumlOacuteOtildeOcirc UgraveOslash EacuteKKěĿīĿ5frac34 oeth6 raquoCcedil OumlOcircOcircUgraveOacuteOtildeOumlOacutetimesOtilde UgraveOslash UgraveUacuteEacuteKKěĿīĿ5frac34Euml

OumlOtilde Ocirc

UumlOuml aringaumlNtildetimesYacuteUumlUgraveOtilde OumlOcircOcircUacuteOacuteOtildeOacuteOtildeOcirc UacuteOcirc EacuteKKěĿīĿ5frac34 oeth6 raquoCcedil OumlOcircOcircUacuteOacuteOslashOacuteUuml UacuteOcirc UacuteOumlOgraveUgrave EacuteKKěĿīĿ5frac34 UumlUuml Ocirc

Uumltimes aringaumleacuteNtildeOtildeOtildeOtildeUacuteUacuteUcirc OumlOcircOcircUacuteOacuteUumlOacuteOumlUcirc UgraveYacute pmiddotltK6frac14u Breth raquoCcedil OumlOcircOcircUacuteOacuteOtildeOcircOacuteOumlOuml UacuteOslash pmiddotltK6frac14u UgraveUacute Ocirc

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UumlYacute aringaumleacuteNtildeOtildetimesUacuteUacuteYacuteOcirc OumlOcircOcircUacuteOacuteOtildeOtildeOacuteYacute timesOslash pmiddotB)KI xethbrvbar ĘĪĻ OumlOcircOcircUcircOacuteUcircOacuteUuml timesUacute timesUacuteOgraveUgrave pmiddotB)KI OumlOslashOtilde Ocirc

YacuteOcirc aringaumlNtildeOslashUacuteOslashtimesUuml OumlOcircOcircUcircOacuteUacuteOacuteOumlYacute UgraveUacute pmiddotB)KI xethbrvbar ĘĪĻ OumlOcircOcircUcircOacuteUcircOacuteUuml UgraveUacute UgraveUcirc timesOgraveOuml pmiddotB)KI Yacute Ocirc

YacuteOtilde aringaumlNtildeOslashUacuteOslashtimesUcirc OumlOcircOcircUcircOacuteUacuteOacuteOumlYacute UacuteOuml pmiddotB)KI xethbrvbar ĘĪĻ OumlOcircOcircUcircOacuteUcircOacuteUcirc UacuteOuml OslashOgraveUuml pmiddotB)KI Uuml Ocirc

YacuteOuml aringaumlNtildeOslashUacuteUgraveYacuteUcirc OumlOcircOcircUcircOacuteOtildeOcircOacuteUgrave timesUacuteEacuteKumlbPsup1frac12|ıĞā

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Yacutetimes aringaumlNtildeOslashUgraveOumltimesUgrave OumlOcircOcircUcircOacuteUcircOacuteOuml timesUgrave pmiddotB)Ksup2OI xethbrvbar ĘĪĻ OumlOcircOcircUumlOacuteUcircOacutetimesOcirc Oslashtimes OslashUgrave OtildeOgraveUacute pmiddotB)Ksup2OāAacuteĈ timesYacutetimes Ocirc

YacuteOslash aringaumlNtildeOslashUacuteUcircOtildeOuml OumlOcircOcircUumlOacuteUcircOacuteOumlYacute OslashOuml pmiddotB)KyumlĊdivideć xethbrvbar ĘĪĻ OumlOcircOcircUumlOacuteUcircOacutetimesOtilde OslashOuml Oslashtimes pmiddotB)KyumlĊdivideć Ouml Ocirc

YacuteUgrave aringaumlNtildeOslashUcircYacuteOslashOuml OumlOcircOcircUumlOacuteUcircOacuteOumlUacute UgraveOuml EacuteKKordfcopyP~5 xnethS ĺčļIJĿĒĶį OumlOcircOcircUumlOacuteUumlOacuteOumlUacute UgraveUgrave OumlOgraveUgrave EacuteKKordfcopyPyencedil timesOtilde Ocirc

YacuteUacute aringaumlNtildeOslashUcircUacuteOslashOtilde OumlOcircOcircUumlOacuteYacuteOacuteOtildeOuml OslashUcirc pmiddotWsectKvx oeth ĺčļIJĿĒĶį OumlOcircOcircYacuteOacuteOslashOacuteOumlYacute UgraveOtilde OumlOgraveUacute pmiddotWsectKppoundvx OumlOumlYacute Ocirc

YacuteUcirc aringaumlNtildeOslashtimesYacuteOcircUacute OumlOcircOtildeOcircOacuteOslashOacuteOtildeOuml OslashUcirc pmiddotWsectKvx oethkU ĺčļIJĿĒĶį OumlOcircOtildeOcircOacuteUacuteOacuteUgrave OslashUacute pmiddotWsectKvx UgraveOslash Ocirc

YacuteUuml aringaumlNtildetimesYacuteOumlOtildeOtilde OumlOcircOtildeOcircOacuteYacuteOacuteOtildeUuml OslashUgrave pmiddotltK|vx oeth ĺčļIJĿĒĶį OumlOcircOtildeOcircOacuteOtildeOcircOacuteOtildeOtilde OslashOcirc OumlOgraveOuml pmiddotltK| Oumltimes Ocirc

YacuteYacute aringaumlNtildeOslashUacuteUcircOtildeOuml OumlOcircOcircUumlOacuteUcircOacuteOumlYacute OslashOuml pmiddotB)KyumlĊdivideć xethbrvbar ĘĪĻ OumlOcircOtildeOtildeOacuteUcircOacuteOumlUacute UgraveOtilde pmiddotB)KĞĖI OtildeETHOcircYacuteOcirc OtildeOuml

OtildeOcircOcirc aringaumlNtildeOslashtimesUumltimesUgrave OumlOcircOtildeOumlOacuteUgraveOacuteOumlOcirc OumlYacute pmiddotltKnijĐĦu Neth( ĘĪĻ OumlOcircOtildeOumlOacuteUgraveOacutetimesOcirc OumlUacute OumlUumlpmiddotltKnijĐĦuWsectK

0oumloacuteOtildeOcirc Ocirc

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divideoumlotildentilde

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ŝř ŦŤőŘŕŖŗŚ ŖŔŔŗœśœŖŘ ŝŘ ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŘŜ Ş

ŝŚ ŦŤőŘŕŖŘś ŖŔŔŗœśœŖŝ ŕŔř ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Řŗ Ş

ŝś ŦŤőŘŕŗŜŝ ŖŔŔŗœŜœś ŚŜ ŃiacuteeumliċĪċĔshyAcircƃŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŗŘ Ş

ŝŜ ŦŤőŘŕŚřŕ ŖŔŔŗœŝœŘ Śŕ ŃiacuteeumliċĪċĔshyAcircƃŖŔƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Ś Ş

ŝŝ ŦŤőŘŕśřś ŖŔŔŗœŝœŝ ŕŔŗ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŕ Ş

ŕŔŔ ŦŤőŘŕŘŝŔ ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŕ ŦŤőŘŕřřř ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŖ ŦŤőŘদŕ ŖŔŔŗœŝœŘ řŗ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŖŔ Ş

ŕŔŗ ŦŤőŘŕśřŘ ŖŔŔŗœŝœŝ ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖř śŔ ŗŒř ŃiacuteeumlVOumlyumlAcirc ঠŞ

ŕŔŘ ŦŤőŘඦŜ ŖŔŔŗœŕŔœŖ Ŝŕ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŗ ŗǢř ŃiacuteeumlyumlOslashA|ƐƑĝ+ ŕ Ş

ŕŔř ŦŤőŘŕŜŝŜ ŖŔŔŗœŕŔœŖ ŝŖŃiacuteeumliċĪċĔshyAcircǑNJdžnj

ŗśŖŝŗƄřŜřŚŖŎEgraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŕř ŝŕ ŚŒŕŜ

ŃiacuteeumlğtAcircǑŗŖƀŘŔƁǞƄ

ŕŗŖƀřŔƁǛǒŕŗ ŕŕř

ŕŔŚ ŦŤőŗśśŚś ŖŔŔŗœŜœŕŚ řŖ ďeumlEacutevAcirc Eƃġ ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŗ ŕŒŖ ogravedxeumlĴAcirc ŕŜ ŗř

ŕŔś ŦŤőŗŝŖŗŔ ŖŔŔŚœŜœŕŝ ŜŗŒřogravedxeumlZǍuAcircǑĴǣĽordfƋ

ƉǒrZƃ$copy ƟƴNJ ŖŔŔŚœŜœŖŘ laquoėOgrave laquoėOgrave řŒŜ ďeumlĿr|ŀW ř ŖŔ

ŕŔŜ ŦŤŭőŕŚŗŖŕŔ ŖŔŕŖœśœŖŜ śŗ Msup1reumlŃĪDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŖœŜœŗŔ ŗŒŜueumlĐaacuteacirctAcircBregŝƿƔLj

ǑŗŗƀŘŘŌřŔŊũŐʼnŕŗŘƀřŔƁřŔƂŢŎŗŗ ŗŚ

ŕŔŝ ŦŤŭőŕŚŘŗŝŚ ŖŔŕŗœŜœŕŔ śŗ Msup1reumlDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŗœŜœŕŝ ŗŒřĮeumluumlĴuAcircōŗŘƀŕŕũŐ

ŕŗŚƀŗŔŌŢŎŝ ŕŜŔ

ŕŕŔ ŦŤőřŘřŜś ŖŔŕŚœŜœŖŕ řŘ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ńordfƃigrave ƒƩƻƣƭLJǏǀŭşš ŖŔŕŚœŜœŖŗ ŚŘ ŕŒŗ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ŗ Ŕ

ŕŕŕ ŦŤŭőŕŜŖŗřŖ ŖŔŕŝœŚœŖŗ Śŕ ŃiacuteeumlyumlAcirc plusmnacircƃsectN O ŖŔŕŝœŚœŖŝ Śŕ śŘŒř ŃiacuteeumlVOuml Ś Ŕ

8 9 5 () 44 5 4 - - 6 - (

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

lɼȒyumlsǓʺɩiumlsup2 rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumlʦƩƯƖƁ

lɼȒyumlsǓO ɰŶd ωΤΩηΤϏΝ ĽIumlϔ lɼȒȶigraveƯΖίΣƁ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteƌųșƳƯ

lɼȒyumlsǓŗȜAuml[ ɰŶd ωΤΩηΤϏΝ lɼȒyumlsǓŗȜAuml[

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

ˬ=ɘ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

63

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ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

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ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ 8( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒɖģˏyumlɴǂƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1ˡďatildeǧdivideˡȡʹʵ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďlaquoyumlpǓ

ȡfrac34divideȒƖǂyumlʉjŮČˀƲ

ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

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lɼȒȋǣ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁƯ

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lɼȒOumlƽyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒːʙώIumlɑɍ

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sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

acute yacuteuumlthornshysup1sup1degacutesup1 sup2degdegsup2macrcedilmacrplusmnsup1 paradeg 0cJ sup2sup3 NdEumlcent aumleacuteaumleacute sup2degdegsup2macrsup1macrsup2sup2 paradeg 0cJt sup3acute deg

micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

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Āplusmnacutesup2 sup2micro

para AgraveiquestAumlshydividedivideoumluacuteoslashugrave sup2degdegacutemacrparamacrplusmnsup1 parasup2 OJp sup2plusmn poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegacutemacrsup1macrplusmnpara parasup2 paramicro OJpIcirc|jOgraveIuml cedilsup1 deg

middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

plusmnsup3 Agraveiquestshyacutemicroacutesup1sup1 sup2degdegmiddotmacrplusmnmacrplusmnacute acutemicro BE+KrJp sup2plusmn Euml sup2degdegmiddotmacrsup2macrplusmnplusmn acutemicro acutecedil BE+Krz sup2cedil deg

plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

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sup2sup2 Agraveiquestshyacutemicroacutesup1middot sup2degdegmiddotmacrplusmnmacrplusmn microcedil BE+KrJp sup2plusmn Euml sup2degdegcedilmacrsup3macrsup2middot microsup1 parasup2 plusmnregsup3 0+bK+ acutemicroplusmn plusmndegdeg

sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

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ŪŨŧŢƛƖƺƲƲƹƙƪƵƖƱƮ

ƦƱƙƚƓƅ0Ơƹƛ ƆƃƈƿřŗřŗŕŐŝŕŐřŚ

laquosect FĴőŲŸŒ ą ƏƲƋ OcircĊ OcircĊr laquosect FĴőŲŸŒ -ĴőŲŸŒ ĮőŷŴŒ ą

Ř ŪŨŔŝŚśŚ ŘŠŠŘŖŝŖŘŘ Ŝś đethOuml iumlEź(M ƗƥƵ ŘŠŠřŖřŖŘř řŕŘ divideeethntildeŌEacute řśŝ ŘŘŜ

ř ŪŨŔşşŝř ŘŠŠřŖŜŖŘŚ ŜŗŕŜ đethigraveotilde ZEgraveźD ƜƹƮƟƹƳƎƐƹƕ ŘŠŠřŖşŖř ŘঠđethigraveatildeOtilde şŘ ŗ

Ś ŪŨŔŠŗśś ŘŠŠřŖŘŘŖř śŚ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖřŖřŗ śŜ Řŕś đethicircOtildeigraveordmplusmnEacute ŘŘŗ Řŗ

ś ŪŨŔşŠŠŚ ŘŠŠřŖŘřŖŜ śŠŕř đethicircOtildeigraveƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖŚŖŜ śş Ř੠đethicircOtildeigraveordmplusmnEacute Šŗ ś

Ŝ ŪŨŮŔřřŜşŘ ŘŠŠŝŖŠŖŜ ŘŝŕŜ ŀueth8ďĩiŁIgraveG eacuteź S ŘŠŠŝŖŘŘŖř řŘ ŀueth8ďĩiŁ Ŝş ŗ

ŝ ŪŨŮŔŘŜŜŜŗ ŘŠŠŝŖśŖřŜ ŜŜ đethbOgraveqTHORN ēźC ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŘŖŜ Ŝŝŕŝ ř divideeethntildeŌigravevaacuteYacute=acuteŘŕŜŷŸ řŜŜ ŘŗŚ

Ş ŪŨŮŔřŘŜŞŠ ŘŠŠŝŖŘŘŖŘŘ Ŝş đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŝŖŘřŖŝ Ŝş řŕŘ đethpsigraveqOumlaacuteAėŘŷŸ řŜ ŘŜ

ş ŪŨŮŔŚŚŗŚŗ ŘŠŠŞŖřŖŚ śŜ đethŊƅotilde İhź ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŚŖŝ śşŕŜ đethbOgraveqTHORNƅotilde ŚŘ ş

Š ŪŨŔřŘŝŗŜ ŘŠŠŜŖŘřŖŚŗ ŝŜ RAacutesethsectŇĩsectƅw jeacuteźouml ƏƧƙƙƭƍƱƹƚ ŘŠŠŞŖśŖŘŜ ŝŜ RAacutesethsectŇĩsectƅw śŞŘ ŗ

Řŗ ŪŨŔřşŗŠŘ ŘŠŠŞŖśŖś şŜŕŜ Ĵzethy3yƒƥy 9źC ƗƥƵ ŘŠŠŞŖŜŖřŜ şŜőmŒ Ĵzethy3yƒƥyBacuteamp ŜŘ ŗ

ŘŘ ŪŨŮŔŚśŜŚŗ ŘŠŠŝŖŘŗŖŘŘ Řş ŀuethmicrozigraveBIgraveGƻbyƼ regsup3ź5d S ŘŠŠŞŖŘŗŖřŠ Śś ŚśŕŚ ŀuethmicrozigravemicroztimesx ŚşŚ ŗ

Řř ŪŨŮŔřŘśŠŞ ŘŠŠŝŖŜŖřŘ śŘ đethicircOtildeigraveordmplusmnƅotilde microeacuteźć ƩƳƹƎƍƶƢ ŘŠŠŞŖŘřŖŘŗ ŜŘ ŘઠdivideeethntildeŌigraveņģaacute Ŝŝş Şŗ

ŘŚ ŪŨŮŔřŘŜşŗ ŘŠŠŝŖŘŘŖŞ ŚşŕŜ đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŖřŝ ŘŕŘ Įethĩj13zW) śśŜ řŞŗ

Řś ŪŨŮŔŚŠŚŚś ŘŠŠŞŖŜŖŘŗ řŝ ŀuetheacuteucircegraveEuml EźĆ S ŘŠŠşŖŘřŖŘŚ řŕŜ ŀuethacuteoacutey Ŝşř śŞ

ŘŜ ŪŨŔřşŞśś ŘŠŠşŖŚŖřś Ŝŗ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŗŖŘś śŝ đethReacuteOumlEacuteqs1Ɓ řŗś Śś

Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

ŘŞ ǁǀŔŚŗřşř ŘŠŠŠŖŝŖŘŚ śŚ đethigraveIgraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŗŖřŖŘ uml ŘŕŜ đethicircOtildeigraveEacute řŚŚ ş

Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

ŘŠ ǁǀŔŚŝŗśş řŗŗřŖŘŖřŘ ŝŝ đethŃsƅotilde oacuteź uml S řŗŗřŖřŖŘŜ Şŗ śŕş đethŃsėQYacute)řŜDŽ řŜ ŗ

řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

ŚŞ ŪŨŮŔŘŚŞŞřŚ řŗŗŞŖŘŖřŗ śŗ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖŘŠ śśŕŜ Řŕŗş a2ethacute4ŅW)ŘŗŗŸ ŚŗŚ ŘŜ

ƇŽžƅugraveĢ

ĽőŷŸŒĉ

Ocirc 0ʼnuacute4Āuuml

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iquestěźŐŐŐŐŐŐęL

ŔiacuteLāĦsectcent

Śş ŪŨŮŔŘŚŞŠşś řŗŗŞŖŘŖŚŗ ŚŠ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖřś śş Řŕś a2ethacute4ŅW)ŘŗŗŸ řŠş ŘŜ

ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

aringƻŻżƄƼśŗř Ř

ŘŘŞ ŪŨŮŔŘşřŞŚş řŗŘŠŖşŖŘŠ Śŝ ō+yethĒIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗřŗŖřŖŘ ŚŞ Śş ō+yethIgraveG Řŝŝ ŗ

ŘŘş ŪŨŮŔŘŝŞşŚř řŗŘŝŖřŖřŗ Ŝŗ yethBĪƅotilde EźAtilde ƴƔưƱƹS řŗřŗŖŚŖŘŗ ŝŜ ŝŞ yethtimesĪĩRtaacuteYacute ŘœŘŘŚ Ř

ŘŘŠ ŪŨŮŔŘŞŠŝŝŘ řŗŘŠŖŝŖřŚ Ŝŗ RAacutesethplusmnigravenoteacute ŇAgraveź ƴƔưƱƹS řŗřŗŖśŖŘś Ŝŗ RAacutesethacircwĥƻeacuteĤampƼ řŠŝ Ś

452310 8 ( 9

iquestfrac34frac12ordmccedilacircĂugraveugraveāaringograveuumlacircoslashocirc

icircoslashoacuteatildeOgraveKecircāccedil OacuteETHOtildeąsup2degsup2degregsectparasectplusmncedilreg

BQO ordfAtildeAEliglaquo 13 YacuteugraveUgrave M` M`J9 BQO ordfAtildeAEliglaquo ordfAtildeAEliglaquo ordfAringAumllaquo 13

plusmn iquestfrac34Acircshymiddotsup2sup1micromiddot sup2degdegsup2macrmicromacrplusmnsup3 sup3cedil brvbar=u_j tEcirc7 ZbiumluacuteethUacuteegraveaumldivideraquo sup2degdegsup2macrsup1macrsup3deg paramicroregmicro sup2regacutebrvbar=uLpSAROgrave

gplusmnacutedeg micropara

sup2 iquestfrac34Acircshyplusmnsup3acuteparaplusmnsup2 sup2degdegmiddotmacrsup3macrsup1 sup3sup1 brvbar=u1^= EcirchTHORNāuacuteoslashUumlthorneumlethUacuteegraveaumloumlā

aeligsup2degdegmiddotmacrplusmndegmacrplusmnmiddot microdeg micromiddot sup2regmiddotmicro

brvbar=up=răl=

Ąsup2sup2sup2 paradeg

sup3 iquestfrac34shyacutesup1degsup1cedil sup2degplusmndegmacrmicromacrplusmnsup3 microplusmn uc] EcircG ( sup2degplusmndegmacrmicromacrsup2cedil microdeg micromiddot plusmnregsup1 upound plusmnmicro plusmnplusmn

acute iquestfrac34shyacutesup1paramicromicro sup2degplusmndegmacrparamacrpara micromicro uF2viV EcircG ( sup2degplusmndegmacrparamacrplusmnacute micromicro paraplusmn sup2regsup2 upound cedil sup2middot

micro iquestfrac34shyacutesup1paraacutemiddot sup2degplusmndegmacrmicromacrsup2cedil microsup2 u ordf[IgraveOumlĄ EcircG ( sup2degplusmndegmacrplusmnsup2macrsup2plusmn acuteregsup3 z0u sup2degmiddot plusmnsup2deg

para iquestfrac34Acircshyplusmnmicrodegparaparasup1 sup2degplusmndegmacrmicromacrmicro microsup2 gtu4 sup3oacuteUcircuacute qEcirciexclE aacuteoslashntildeiumlegraveacircyacutethornaelig sup2degplusmnplusmnmacrmicromacrsup3 sup3 gtuyumlPV sup3parasup3 sup2micro

middot iquestfrac34Acircshyplusmnmicromiddotmicrosup2sup1 sup2degplusmnsup2macrmicromacrpara micromiddot uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrmicromacrplusmncedil microdeg plusmnregcedil z0uvyenordfwĄ plusmnsup2 plusmnacutedeg

cedil iquestfrac34shymicroplusmndegsup3deg sup2degplusmnsup2macrmicromacrplusmnpara parasup3 uF2 EcircG ( sup2degplusmnsup2macrmicromacrplusmnmiddot paramicro sup2regpara ultqviV plusmn deg

sup1 iquestfrac34Acircshyplusmnmicromiddotmicrosup2middot sup2degplusmnsup2macrmicromacrpara paraplusmn uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrparamacrmicro paradeg sup2regmicro ultqviV sup3deg middot

plusmndeg iquestfrac34shymicroplusmnsup1degplusmn sup2degplusmnsup2macrparamacrplusmn microplusmn u EcircG ( sup2degplusmnsup2macrsup1macrmiddot middotmiddot cedilmicro sup2regparamicro upoundsup3oacuteUcircuacute sup1cedil sup3sup1

plusmnplusmn iquestfrac34shymicroplusmnsup1sup2plusmn sup2degplusmnsup2macrplusmnplusmnmacrplusmnpara paraacute u EcircG ( sup2degplusmnsup3macrcedilmacrplusmn sup3regpara u sup2microcedil deg

plusmnsup2 iquestfrac34Acircshyplusmnparamiddotdegcedilpara sup2degplusmnacutemacrparamacrplusmn paradeg CyenĀ=Āay IEcirc5 ntildeuacuteāigraveUumlthorneuml sup2degplusmnacutemacrparamacrpara paramicro u6bm= micro sup3micro

plusmnsup3 iquestfrac34shymicroplusmnsup1sup2para sup2degplusmnsup3macrsup1macrplusmncedil parasup2regmicrou ordfgĀ[

NtildeIumlĄEcircG [( sup2degplusmnacutemacrplusmndegmacrsup2cedil cedilmiddot middotregacute uT3I acutedegmicro plusmnacutedeg

plusmnacute iquestfrac34Acircshyplusmnmiddotdegmicrodegsup3 sup2degplusmnmicromacrmicromacrsup3deg microplusmn +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmicromacrmiddotmacrsup2sup3 paramicro +ubrvbar=f microacute deg

plusmnmicro iquestfrac34Acircshyplusmnmiddotdegmicroplusmnacute sup2degplusmnparamacrparamacrmicro microcedil +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnparamacrcedilmacrsup2cedil cedildeg acute +ubrvbar=f cedilacute deg

plusmnpara iquestfrac34shymicroplusmnsup1sup3micro sup2degplusmnsup3macrplusmndegmacrcedil paraplusmnregsup2 u EcircG [( sup2degplusmnmiddotmacracutemacrplusmnpara sup1deg middotregmicro uT0 plusmnnotsup2cedilmicro plusmnacutedeg

plusmnmiddot iquestfrac34shymicrosup3sup3middotacute sup2degplusmnparamacracutemacrsup2micro plusmndegacute u EcircG [( sup2degplusmnmiddotmacracutemacrsup2cedil plusmnplusmnpara plusmnsup2acute plusmncedilregplusmn upound sup3paracedil sup2middot

plusmncedil iquestfrac34shymicroacutesup3sup3para sup2degplusmnmiddotmacrparamacrplusmncedil cedilsup1 u EcircG [( sup2degplusmnmiddotmacrplusmnplusmnmacrplusmnsup3 plusmndegsup2 =uEumlOslashIacute plusmnacutecedil sup2sup2micro

plusmnsup1 iquestfrac34Acircshyplusmnmiddotacutemicroplusmnsup2 sup2degplusmnmiddotmacrmicromacrsup2deg microsup1 +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmiddotmacrplusmnsup2macrmicro paracedil middotsup1 acuteregplusmnacute upound plusmnsup1sup1 plusmnsup3sup2

sup2deg iquestfrac34shymicroacutesup3sup3sup2 sup2degplusmnmiddotmacrparamacrplusmnsup3 cedilcedilregmicro u EcircG [( sup2degplusmncedilmacrmicromacrplusmnplusmn plusmndeg u sup3sup3sup2 deg

sup2plusmn iquestfrac34shymicromicromiddotparaplusmn sup2degplusmncedilmacrplusmndegmacrsup3plusmn paracedil ucd) DEcirc ucircagravedivideoslashā( sup2degplusmncedilmacrplusmnsup2macrplusmnsup1 paracedilregmicro sup3regmicrouc8plusmnregmicrooacuteUcircuacuteordfsup3microCcedil

degmiddotcopyAgravenotsectplusmnacutedegCcedilplusmnmiddotcopyfrac14laquoacutesup1 sup2regmicro

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Ǭ ǷǵǾǢǦǦǫǦǮ ǦǮǮǩǤǦǥǤǪ Ǩǩ ljʼnİĔōĔĘ |ĈȋĀ ljȮɖɒɖȹǴDz ǦǮǮǩǤǦǥǤǦǧ ǨǨ ǥǣǪǨ ljʼnİĔbrvbarm1 Ǭ ǥǣǪ

ǭ ǷǵǾǢǦǬǧǧǥ ǦǮǮǪǤǩǤǨǥ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǫ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ ǫ ǥ

Ǯ ǷǵǾǢǦǬǧǦǪ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǦǥ ǩǦ ǥǣǭ ƭsup2ŮƱĿĔĊ Ǧǥ ǦǪ

Ǧǥ ǷǵǾǢǪǩǫǦ ǦǮǮǪǤǦǤǮ ǩǪǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǫǤǧ ǩǪ Ǧ ǔTʼnƎƪĊ Ǧǩǩ ǦǦǥ

ǦǦ ǷǵǾǢǦǬǧǧǫ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǩ ǥǣǮ ƭsup2ŮƱĿĊȪɎ ǨǨ ǦǮ

Ǧǧ ǷǵǾǢǦǬǧǧǭ ǦǮǮǪǤǪǤǪ ǩǦǣǪ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǥ ǥǣǮǩ ƭsup2ƕƪƉ2Ű ǧǭ ǩ

ǦǨ ǷǵǾǢǦǮǧǭǨ ǦǮǮǪǤǩǤǨǥ ǩǥǟIumlə ƭsup2ŭɔiexclĊŅōȪɎ ȋCcedilč ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǫǤǮ ǩǧǣǪ ǥǣǮǭ ƭsup2ŮƱĿzĉĘƑ ǩǥ ǧǬ

Ǧǩ ǷǵǾǢǦǮǮǫǩ ǦǮǮǪǤǫǤǧǥ ǩǨ 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǬǤǧǪ Ǫǥ ǦǣǪ ƭsup2šƱĘĊ ǨǪ ǥ

ǦǪ ǷǵǾǢǦǩǩǧǪ ǦǮǮǪǤǪǤǧǥ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǭǤǦǭ ǩǭǣǪ ǦǣǬǬ 7sup3ʼnǎĿƸyenĊ Ǯǥ Ǫ

Ǧǫ ǷǵǾǢǦǮǮǧǮ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǭǤǧǬ ǧǬ ǥǣǧǫ ƭsup2ethĿDȪɎŰ Ǧǧ ǧ

ǦǬ ǷǵǾǢǦǮǮǨǥ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǬ ǧǭǣǪ ǥǣǨǪ 7sup3ʼnǎĿŤiexclĊ ǧǨ Ǭǭ

Ǧǭ ǷǵǾǢǦǮǮǨǮ ǦǮǮǪǤǭǤǧǥ ǧǩǣǪ ƭsup2ethĿDȪɎŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǧǫ Ǩǩ ǥǣǨ ƭsup2ethĿDȪɎŰ ǨǬ ǥ

ǦǮ ǷǵǾǢǦǮǮǨǫ ǦǮǮǪǤǭǤǧǥ ǧǨ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǦǥǤǮ ǨǩǣǨ ǨǭǣǮ ǥǣǫǩ 7sup3ʼnqyenƪǎĿĊ Ǫǥ Ǭǭ

ǧǥ ǷǵǾǢǦǮǫǥǬ ǦǮǮǪǤǪǤǧǩ ǩǦ 7sup3ʼnšƱĿĊ ^ȋdž ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǦǥǤǨ Ǫǭ ǧǣǪ ŕʼnƜmicroeacuteƂyen ǦǨǧ Ǧǧǥ

ǧǦ ǷǵǾǢǧǨǩǥǪ ǦǮǮǪǤǦǦǤǧǫ ǩǦ ƁqʼnecircĜĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǪǤǦǦǤǧǮ Ǩǭǣǫ ǥǣǭǧ ƁqʼnŒyenĊdzǦǦȆȇ Ǩ Ǫ

ǧǧ ȲȪǺǻǣOgraveŷȘȔȜszlig ǦǮǮǫǤǪǤǬ ǦǣǪ 7sup3ʼnqyenƪǎĿ(ƫĊ ǯ ǯ

ǧǨ ǷǵǾǢǦǩǩǧǮ ǦǮǮǪǤǪǤǧǨ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǦ ǫǦ ǧǣǭ 7sup3ʼnŲUgraveƪĊ ǨǪǨ ǧǩ

ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

Ǩǥ ǷǵǾǢǨǮǦǩǨ ǦǮǮǬǤǪǤǫ ǨǮ gtʼnampƚƾĿǟraquoȗȕə regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǪǤǨǥ ǯ gtʼnampƚƾĿĊȼĬ ǧǩ ǥ

ǨǦ ǷǵǾǢǩǫǬǪǦ ǦǮǮǬǤǮǤǧǦ Ǩǫ gtʼnƉĉĿĊ regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǫ ǩǩ ǥǣǬǭ gtʼnƘfrac12ĆƦįpcurrenJǥǣǪɇȢɏ ǩǫ ǪǬ

Ǩǧ ǷǵǾǢǩǫǬǫǭ ǦǮǮǬǤǦǦǤǧ ǨǫǣǪ gtʼngtlaquoƱbrvbarČU regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǧǦ ǨǪ ǥǣǭ gtʼnsup2laquootildeƆɄȶɏĊǪǥǥȇ ǦǮ Ǧǫ

ǨǨ ǷǵǾǢǩǮǭǫǦ ǦǮǮǬǤǦǥǤǧǨ ǨǫǣǪ gtʼngtlaquoOslashUcircƵȮɖȽɖȯ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǦǦ ǩǥ ǥǣǬǪ gtʼnsup2ĥǑyenɇɎɓȾɐȯĊǧǥǥȇǦǮ Ǧǥ

țȏȑȘřF

ƝLJǟȆȇǠŵ

OacuteĖ IacuteǓŚūŜ

IacuteǺǻǣ

oslashƖȋǜǜǜǜǜǜǜǜƐYǢł

YŭƥUcircOuml

Ǩǩ ǷǵǾǢǪǪǮǭǭ ǦǮǮǭǤǬǤǦǨ ǧǫǣǪ 7sup3ʼnŔEgravelaquoɆɖȸȠȢɍɓȹ ďȋƍtimes ȧȵȸȱȢ ǦǮǮǭǤǭǤǦǧ ǩǥ 7sup3ʼnŔEgravelaquooĆKregŒ Ǩǥ Ǧǫ

ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

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ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

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ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

Ǧǭǥ ǷǵǢǪǨǭǬǩ ǧǥǦǪǤǮǤǧǧ Ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǧǧ Ǫǩ ǫǥ LjocircʼnġĊ Ǩǥǩ ǧǪǥ

ǦǭǦ ǷǵǢǪǨǬǬǫ ǧǥǦǪǤǮǤǭ ǪǨ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǮǤǪ ǫǪ ǧǣǭ EumlʼnVlaquoļŴĿƛcurrenĦw

ǟȊəǨǫǨ ǪǮǥ

Ǧǭǧ ǷǵǢǪǨǭǮǬ ǧǥǦǫǤǫǤǦǦ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǦǦǤǦǦ ǫǬ ǨǣǩǭJĜƦ=ǍlaquoĪĿĊȋĆĞ

ǭǥȇǦǪǨ ǨǨǥ

ǦǭǨ ǷǵǢǪǧǭǩǪ ǧǥǦǪǤǫǤǦǨ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈǧǥǦǫǤǮɭǦǥaumlȓ

ȟǧǣǭ qʼnegraveƪPǁĿ ǩǬǥ ǬǨǪ

Ǧǭǩ ǷǵǢǪǨǥǮǫ ǧǥǦǩǤǫǤǧǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǧǤǮ ǭǥǣǩ ǭǮǣǧ Ǭǣǩ OslashħʼnampğcurrenĔĥǟǗyenə ǮǫǦ Ǫǭǥ

ǦǭǪ ǷǵǾǢǦǬǥǭǩǦ ǧǥǦǫǤǫǤǫ ǩǧ sup1ʼnEſĆUacuteǍĊǧȆȇ agravebrvbarȋAgrave b ǧǥǦǫǤǦǧǤǦ ǧ ĄĎǓlaquowȘĆETHȒĵ ǦǬǭ Ǭǥǥ

Ǧǭǫ ǷǵǾǢǦǬǥǩǫǪ ǧǥǦǫǤǩǤǪ Ǫǩ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǬǤǩaumlUuml ǭǥǢǮǥ ǬǣǪ ưʼnĊǟIumlə ǨǭǪ ǦǡǪǪǥ

ǦǭǬ ǷǵǢǪǩǩǨǫ ǧǥǦǫǤǭǤǧǬ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǭǤǦǦ ǨǣǨ JĜƦcurrenĴeacutem1 ǨǩǮ Ǫǥ

Ǧǭǭ ǷǵǢǪǨǭǭǮ ǧǥǦǫǤǫǤǬ ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǦǧǤǨǥ Ǭǭ ǭǫǣǦ ōbrvbarʼnŸńĿƊđĊ ǪǬǦ ǬǦǥ

ǦǭǮ ǷǵǾǢǦǫǦǫǬǩ ǧǥǦǬǤǦǦǤǪ ǩǥ MƈʼnƶlaquoƼyenǛĊ Ʊ_ȋHA ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǧǤǦǥ ǩǦǣǨ ǥǣǮǬǬMƈʼnIJƙĊɘǨǪȉǨǥǞǺǡǦǩǥȉ

ǪǥǞdzǠǮǬ Ǧǫ

ǦǮǥ ǷǵǾǢǦǨǥǪǮǫ ǧǥǦǬǤǬǤǦǪ Ǭǫ JĜƦȭɑɇģĊ regigraveȋAElig b ǧǥǦǭǤǩǤǦ ǬǫǣǪ ǭǪǣǪ ǭǣǬǫǪ ưʼnAacuteOgravelaquoIJļĊ ǧǫǥ ǦǡǬǥǥ

ǦǮǦ ǷǵǾǢǦǬǥǪǦǦ ǧǥǦǪǤǮǤǦǮ Ǫǥ Ɓqʼnǘcurrenġ ocircļȋĺő ȭȽɑ ǧǥǦǭǤǩǤǧǨ ǬǧǣǪ ǭǦǣǭ ǫǣǭǦǪ ưʼnAacuteOgravelaquoIJļĊ ǮǩǪ ǩǬǥ

ǦǮǧ ǷǵǾǢǦǬǥǩǪǫ ǧǥǦǫǤǩǤǪ ǩǦ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǩǤǧǬ ǬǨǣǩ ǭǦǣǮ ưʼnAacuteOgravelaquoIJļĊ ǬǪǧ ǦǡǪǪǥ

ǦǮǨ ǷǵǢǪǪǦǧǦ ǧǥǦǬǤǫǤǦǬ ǫǩ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǭǤǪǤǦǫ Ǭǥǣǧ ǬǬǣǬ ǩǣǨǬǧ OslashħʼnampğcurrenĔĥǟǗyenə ǨǨǨ ǫǥǥ

ǦǮǩ ǷǵǾǢǦǬǦǦǮǫ ǧǥǦǭǤǪǤǦǥ ǪǨ 7sup3ʼnšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǦǭǤǫǤǦǪ ǫǥ 7sup3ʼnEŲĿƺĊ Ǩǫ Ǧǫ

ǦǮǪ ǷǵǾǢǦǬǥǭǨǪ ǧǥǦǫǤǪǤǮ ǫǥ sup1ʼnuŽċĊǦǣǪȆȇ agravebrvbarȋAgrave b ǧǥǦǭǤǬǤǩ ǫǥ ŘļʼnľǘNcurren2ƦyenĊ Ǭǭǫ ǦǪǥ

ǦǮǫ ǷǵǾǢǦǨǥǪǭǫ ǧǥǦǬǤǩǤǮ ǩǨ ƼyenʼnǏuumlȐĘġ regigraveȋAElig b ǧǥǦǮǤǪǤǩ Ǭǥ ƼyenʼnigraveęĊ ǨǮǥ Ǧǩǥ

ǦǮǬ ǷǵǾǢǦǬǭǮǫǥ ǧǥǦǮǤǪǤǫ ǩǥǣǬ MƈʼnnjĊ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǮǤǮǤǦǧ ǩǮǣǪ ǪǩǣǬ Ǧǣǫ qʼnƲƅĊ

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UacuteUgraveŋŊŃńŅŇń

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UacuteUacuteŋŊŃńŅŇń

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ŜŘ ǝǜőŗŘŘŚř ŖŔŔŕœŜœŗŔ Śř ŃiacuteeumlyumlAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŕœŕŔœś ŝŔ Ř ŃiacuteeumlVETHiquest|divideEgraveW ŗŜ ŜŔ

Ŝř ǝǜǙǟőŕŔŜřŘŖŔŔŕœŔŜœŖŚƃǑucircř

TszligaeligUcircǯǷǴǰǤǦǪǥŚŔ

ĴveumlĭǍbrvbarsup2ǑŕŖŝƀŗŔƁǛƄ

ŗŘƀŔŔƁǞǒEacircƃiacute ƭNJǏLJnjƝšƶNJơƿ ŖŔŔŖœŘœŖŘ ŝŔ řŒŗ

AcircānotuBIuml[ǮǸDzǨǑǭdzǧŜ

JƃŕŖśƀŘŕƁǛƄŖřƀřŗƁǞǒŝ ŘŔ

ŜŚ ǝǜǠőśŖŝŕŘŖŔŔŖœŔŜœŔŗƃǑucirc

ŕŜTdzǧǬǫǦǩǴŮǒŜŜŒř ogravedxeumlecircparaOumlAcirc ordfshyƃ ƜdžƺƷƩƝNjnjƤ ŖŔŔŖœŜœŕŖ ogravedxeumlIacute|İacircOumlW ŖŘŕ ŕŔŔŔ

Ŝś ǝǜőŕřŖŘŔŖŔŔŖœŔśœŖŕƃV

ǯǷǴǰǤǦǪǥǡƋƉŜř Ńiacuteeumliċ|yumlAcircŕŔDZǧǴ AacuteƃEcirc ŃiacuteƭNJǏLJnjƝš ŖŔŔŖœŜœŕŕ śŗŒŜ ŗŒŘř ŃiacuteeumlregCcedilaringatildeIacuteAcirc Ŗŕ śŔ

ŜŜ ŦŤőŘŕŕśŗ ŖŔŔŗœśœŕŔ ŝś ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŗ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗŗśŘŖŝŐ

řŜŘŔŕǒŗ Řś

Ŝŝ ŦŤőŘŕŕśř ŖŔŔŗœśœŕŔ ŜŖ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŘ ŕŗŔ ŝŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŗŔŐ

řŜŗŜřǒŘ Śś

ŝŔ ŦŤőŘŕŕśŖ ŖŔŔŗœśœŕŔ ŕŔŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŕŔŔ řŃiacuteeumlVOumlǑNJdžnjǗʼnŗśŘŜŝƄ

řŜŘŔŕǒŜ řŗ

ŝŕ ŦŤőŖŗŕśŘ ŖŔŔŗœśœŕŖ śŜ ŃiacuteeumliċAcirc Eumlƃ)2 ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml ř Ş

ŝŖ ŦŤőŘŕŕŜŖ ŖŔŔŗœśœŕř ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕś ŃiacuteeumlVOuml Ŗ Ş

ŝŗ ŦŤőŘŕඦ ŖŔŔŗœśœŕŔ ŝŘ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml Ŝ Ş

ŝŘ ŦŤőŘŕŖŗŕ ŖŔŔŗœśœŕř ŕŕŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœśœŕŜ ŃiacuteeumlVOuml ŗ Ş

ŝř ŦŤőŘŕŖŗŚ ŖŔŔŗœśœŖŘ ŝŘ ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŘŜ Ş

ŝŚ ŦŤőŘŕŖŘś ŖŔŔŗœśœŖŝ ŕŔř ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Řŗ Ş

ŝś ŦŤőŘŕŗŜŝ ŖŔŔŗœŜœś ŚŜ ŃiacuteeumliċĪċĔshyAcircƃŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŗŘ Ş

ŝŜ ŦŤőŘŕŚřŕ ŖŔŔŗœŝœŘ Śŕ ŃiacuteeumliċĪċĔshyAcircƃŖŔƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Ś Ş

ŝŝ ŦŤőŘŕśřś ŖŔŔŗœŝœŝ ŕŔŗ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŕ Ş

ŕŔŔ ŦŤőŘŕŘŝŔ ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŕ ŦŤőŘŕřřř ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŖ ŦŤőŘদŕ ŖŔŔŗœŝœŘ řŗ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŖŔ Ş

ŕŔŗ ŦŤőŘŕśřŘ ŖŔŔŗœŝœŝ ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖř śŔ ŗŒř ŃiacuteeumlVOumlyumlAcirc ঠŞ

ŕŔŘ ŦŤőŘඦŜ ŖŔŔŗœŕŔœŖ Ŝŕ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŗ ŗǢř ŃiacuteeumlyumlOslashA|ƐƑĝ+ ŕ Ş

ŕŔř ŦŤőŘŕŜŝŜ ŖŔŔŗœŕŔœŖ ŝŖŃiacuteeumliċĪċĔshyAcircǑNJdžnj

ŗśŖŝŗƄřŜřŚŖŎEgraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŕř ŝŕ ŚŒŕŜ

ŃiacuteeumlğtAcircǑŗŖƀŘŔƁǞƄ

ŕŗŖƀřŔƁǛǒŕŗ ŕŕř

ŕŔŚ ŦŤőŗśśŚś ŖŔŔŗœŜœŕŚ řŖ ďeumlEacutevAcirc Eƃġ ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŗ ŕŒŖ ogravedxeumlĴAcirc ŕŜ ŗř

ŕŔś ŦŤőŗŝŖŗŔ ŖŔŔŚœŜœŕŝ ŜŗŒřogravedxeumlZǍuAcircǑĴǣĽordfƋ

ƉǒrZƃ$copy ƟƴNJ ŖŔŔŚœŜœŖŘ laquoėOgrave laquoėOgrave řŒŜ ďeumlĿr|ŀW ř ŖŔ

ŕŔŜ ŦŤŭőŕŚŗŖŕŔ ŖŔŕŖœśœŖŜ śŗ Msup1reumlŃĪDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŖœŜœŗŔ ŗŒŜueumlĐaacuteacirctAcircBregŝƿƔLj

ǑŗŗƀŘŘŌřŔŊũŐʼnŕŗŘƀřŔƁřŔƂŢŎŗŗ ŗŚ

ŕŔŝ ŦŤŭőŕŚŘŗŝŚ ŖŔŕŗœŜœŕŔ śŗ Msup1reumlDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŗœŜœŕŝ ŗŒřĮeumluumlĴuAcircōŗŘƀŕŕũŐ

ŕŗŚƀŗŔŌŢŎŝ ŕŜŔ

ŕŕŔ ŦŤőřŘřŜś ŖŔŕŚœŜœŖŕ řŘ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ńordfƃigrave ƒƩƻƣƭLJǏǀŭşš ŖŔŕŚœŜœŖŗ ŚŘ ŕŒŗ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ŗ Ŕ

ŕŕŕ ŦŤŭőŕŜŖŗřŖ ŖŔŕŝœŚœŖŗ Śŕ ŃiacuteeumlyumlAcirc plusmnacircƃsectN O ŖŔŕŝœŚœŖŝ Śŕ śŘŒř ŃiacuteeumlVOuml Ś Ŕ

8 9 5 () 44 5 4 - - 6 - (

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

lɼȒyumlsǓʺɩiumlsup2 rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumlʦƩƯƖƁ

lɼȒyumlsǓO ɰŶd ωΤΩηΤϏΝ ĽIumlϔ lɼȒȶigraveƯΖίΣƁ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteƌųșƳƯ

lɼȒyumlsǓŗȜAuml[ ɰŶd ωΤΩηΤϏΝ lɼȒyumlsǓŗȜAuml[

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

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ĺ

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ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

63

71 9

2 4 60( 2 4 8

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63(

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ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ 8( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒɖģˏyumlɴǂƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1ˡďatildeǧdivideˡȡʹʵ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďlaquoyumlpǓ

ȡfrac34divideȒƖǂyumlʉjŮČˀƲ

ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒȋǣ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁƯ

ųˋƭųjfrac12ˢƹsecti

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

lɼȒOumlƽyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒːʙώIumlɑɍ

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Agraveiquestfrac34raquoszligUacuteoacuteiacuteiacuteograveYacuteegraveiumlUacuteigraveecirc

szligOumliacuteUgraveYacuteTHORNOslashIumlVaacuteograveszlig NtildeIcircOgraveucircsup2degsup2degregcopyparacopyplusmncedilreg

2 9 2 2 10plusmn AgraveiquestAumlshysup3plusmnmiddotmicrodeg plusmnsup1sup1paramacrmicromacrplusmnmicro sup3plusmn poundkKdJ sup2sup2 aHEuml3 UcircethigraveOumlTHORNAringregfrac14regraquoreg plusmnsup1sup1paramacrsup1macrcedil ordm degregacute poundkKgt plusmnplusmnpara acute

sup2 AgraveiquestAumlshysup3parasup1middotsup3 plusmnsup1sup1middotmacrplusmndegmacrplusmndeg acutepara OXJp sup2plusmn 0gEuml[Q plusmnsup1sup1middotmacrplusmndegmacrsup2sup2 sup3degāacutedegocircW9otilde OXZ7o plusmnsup2 plusmn

sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

acute yacuteuumlthornshysup1sup1degacutesup1 sup2degdegsup2macrcedilmacrplusmnsup1 paradeg 0cJ sup2sup3 NdEumlcent aumleacuteaumleacute sup2degdegsup2macrsup1macrsup2sup2 paradeg 0cJt sup3acute deg

micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

0b+b8CAEumloplusmnyuml

Āplusmnacutesup2 sup2micro

para AgraveiquestAumlshydividedivideoumluacuteoslashugrave sup2degdegacutemacrparamacrplusmnsup1 parasup2 OJp sup2plusmn poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegacutemacrsup1macrplusmnpara parasup2 paramicro OJpIcirc|jOgraveIuml cedilsup1 deg

middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

plusmnsup3 Agraveiquestshyacutemicroacutesup1sup1 sup2degdegmiddotmacrplusmnmacrplusmnacute acutemicro BE+KrJp sup2plusmn Euml sup2degdegmiddotmacrsup2macrplusmnplusmn acutemicro acutecedil BE+Krz sup2cedil deg

plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

sup2deg AgraveiquestAumlshyplusmnsup3cedilsup1microacute sup2degdegmiddotmacrplusmndegmacrplusmnmiddot parasup3 BKGJ sup2plusmn )Euml RqsP sup2degdegmiddotmacrplusmnsup2macrsup2sup3 parapara paracedil sup2regcedil BKGJp paramiddot deg

sup2plusmn AgraveiquestAumlshyplusmnacutesup2microparaplusmn sup2degdegcedilmacrsup2macrmiddot sup3cedil currenGatilderJp sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegcedilmacrsup2macrsup2middot acutedeg currenGlKatilderJp sup2deg deg

sup2sup2 Agraveiquestshyacutemicroacutesup1middot sup2degdegmiddotmacrplusmnmacrplusmn microcedil BE+KrJp sup2plusmn Euml sup2degdegcedilmacrsup3macrsup2middot microsup1 parasup2 plusmnregsup3 0+bK+ acutemicroplusmn plusmndegdeg

sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

sup2para AgraveiquestAumlshyplusmnacutecedilmiddotacuteacute sup2degplusmndegmacrplusmnmacrplusmnmicro acutesup1currenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degplusmndegmacracutemacrsup2 acutesup1regmicro

currenGlKatilderJpordfYt(

Uotildemiddotmiddot deg

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sup2cedil AgraveiquestAumlshyplusmnsup3cedilcedilparasup3 sup2degdegmiddotmacrplusmndegmacrsup2para middotsup3regmicro pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmndeg cedilmicro pound+J plusmnnotdegacutesup1 deg

sup2sup1 AgraveiquestAumlshyplusmnsup3cedilcedilmiddotmicro sup2degdegcedilmacrplusmndegmacrplusmnmicro middotsup1 pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrsup1macrplusmnsup1 cedilmiddot poundZ+Ji middotdegacute deg

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Ř ŪŨŔŝŚśŚ ŘŠŠŘŖŝŖŘŘ Ŝś đethOuml iumlEź(M ƗƥƵ ŘŠŠřŖřŖŘř řŕŘ divideeethntildeŌEacute řśŝ ŘŘŜ

ř ŪŨŔşşŝř ŘŠŠřŖŜŖŘŚ ŜŗŕŜ đethigraveotilde ZEgraveźD ƜƹƮƟƹƳƎƐƹƕ ŘŠŠřŖşŖř ŘঠđethigraveatildeOtilde şŘ ŗ

Ś ŪŨŔŠŗśś ŘŠŠřŖŘŘŖř śŚ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖřŖřŗ śŜ Řŕś đethicircOtildeigraveordmplusmnEacute ŘŘŗ Řŗ

ś ŪŨŔşŠŠŚ ŘŠŠřŖŘřŖŜ śŠŕř đethicircOtildeigraveƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖŚŖŜ śş Ř੠đethicircOtildeigraveordmplusmnEacute Šŗ ś

Ŝ ŪŨŮŔřřŜşŘ ŘŠŠŝŖŠŖŜ ŘŝŕŜ ŀueth8ďĩiŁIgraveG eacuteź S ŘŠŠŝŖŘŘŖř řŘ ŀueth8ďĩiŁ Ŝş ŗ

ŝ ŪŨŮŔŘŜŜŜŗ ŘŠŠŝŖśŖřŜ ŜŜ đethbOgraveqTHORN ēźC ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŘŖŜ Ŝŝŕŝ ř divideeethntildeŌigravevaacuteYacute=acuteŘŕŜŷŸ řŜŜ ŘŗŚ

Ş ŪŨŮŔřŘŜŞŠ ŘŠŠŝŖŘŘŖŘŘ Ŝş đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŝŖŘřŖŝ Ŝş řŕŘ đethpsigraveqOumlaacuteAėŘŷŸ řŜ ŘŜ

ş ŪŨŮŔŚŚŗŚŗ ŘŠŠŞŖřŖŚ śŜ đethŊƅotilde İhź ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŚŖŝ śşŕŜ đethbOgraveqTHORNƅotilde ŚŘ ş

Š ŪŨŔřŘŝŗŜ ŘŠŠŜŖŘřŖŚŗ ŝŜ RAacutesethsectŇĩsectƅw jeacuteźouml ƏƧƙƙƭƍƱƹƚ ŘŠŠŞŖśŖŘŜ ŝŜ RAacutesethsectŇĩsectƅw śŞŘ ŗ

Řŗ ŪŨŔřşŗŠŘ ŘŠŠŞŖśŖś şŜŕŜ Ĵzethy3yƒƥy 9źC ƗƥƵ ŘŠŠŞŖŜŖřŜ şŜőmŒ Ĵzethy3yƒƥyBacuteamp ŜŘ ŗ

ŘŘ ŪŨŮŔŚśŜŚŗ ŘŠŠŝŖŘŗŖŘŘ Řş ŀuethmicrozigraveBIgraveGƻbyƼ regsup3ź5d S ŘŠŠŞŖŘŗŖřŠ Śś ŚśŕŚ ŀuethmicrozigravemicroztimesx ŚşŚ ŗ

Řř ŪŨŮŔřŘśŠŞ ŘŠŠŝŖŜŖřŘ śŘ đethicircOtildeigraveordmplusmnƅotilde microeacuteźć ƩƳƹƎƍƶƢ ŘŠŠŞŖŘřŖŘŗ ŜŘ ŘઠdivideeethntildeŌigraveņģaacute Ŝŝş Şŗ

ŘŚ ŪŨŮŔřŘŜşŗ ŘŠŠŝŖŘŘŖŞ ŚşŕŜ đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŖřŝ ŘŕŘ Įethĩj13zW) śśŜ řŞŗ

Řś ŪŨŮŔŚŠŚŚś ŘŠŠŞŖŜŖŘŗ řŝ ŀuetheacuteucircegraveEuml EźĆ S ŘŠŠşŖŘřŖŘŚ řŕŜ ŀuethacuteoacutey Ŝşř śŞ

ŘŜ ŪŨŔřşŞśś ŘŠŠşŖŚŖřś Ŝŗ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŗŖŘś śŝ đethReacuteOumlEacuteqs1Ɓ řŗś Śś

Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

ŘŞ ǁǀŔŚŗřşř ŘŠŠŠŖŝŖŘŚ śŚ đethigraveIgraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŗŖřŖŘ uml ŘŕŜ đethicircOtildeigraveEacute řŚŚ ş

Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

ŘŠ ǁǀŔŚŝŗśş řŗŗřŖŘŖřŘ ŝŝ đethŃsƅotilde oacuteź uml S řŗŗřŖřŖŘŜ Şŗ śŕş đethŃsėQYacute)řŜDŽ řŜ ŗ

řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

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ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

aringƻŻżƄƼśŗř Ř

ŘŘŞ ŪŨŮŔŘşřŞŚş řŗŘŠŖşŖŘŠ Śŝ ō+yethĒIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗřŗŖřŖŘ ŚŞ Śş ō+yethIgraveG Řŝŝ ŗ

ŘŘş ŪŨŮŔŘŝŞşŚř řŗŘŝŖřŖřŗ Ŝŗ yethBĪƅotilde EźAtilde ƴƔưƱƹS řŗřŗŖŚŖŘŗ ŝŜ ŝŞ yethtimesĪĩRtaacuteYacute ŘœŘŘŚ Ř

ŘŘŠ ŪŨŮŔŘŞŠŝŝŘ řŗŘŠŖŝŖřŚ Ŝŗ RAacutesethplusmnigravenoteacute ŇAgraveź ƴƔưƱƹS řŗřŗŖśŖŘś Ŝŗ RAacutesethacircwĥƻeacuteĤampƼ řŠŝ Ś

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Ǧ ǷǵǢDzǥǧǭ ǦǮǮǧǤǭǤǭ ǧǬ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǧǤǭǤǦǦ ǧǬ ŔbrvbarʼnęlaquoNJĊ Ǩ Ǧ

ǧ ǷǵǢǭǧǮǧ ǦǮǮǧǤǭǤǦǨ Ǩǥ ǔTʼnxġĊ ļȋǂ ȮɖɁɖɓ ǦǮǮǨǤǮǤǨ ǨǦǣǧ ǥǣǪ currenethʼnŢęĊ ǧǦ ǩ

Ǩ ǷǵǢDzǥǧǮ ǦǮǮǧǤǭǤǭ ǧǩ ŔbrvbarʼnƓŒĊǧɇȢɏ eȋƲordm ȮɖɅȺȠɌȵȸȩɍɁ ǦǮǮǮǤǭǤUuml ɡ ŔbrvbarʼnƈĊ ǯ ǦǨ

ǩ ǿǢǫǧǭǩ ǦǮǮǨǤǮǤǦǦ ǧǮ MƈʼnEacutenotżĬ ƲŊȋŏ ǿȃȁȇǜȋĜNtildeǃ ǦǮǮǮǤǦǥǤǧǨ Ǩǭ ŔbrvbarʼnƀȫyenĊ ǩǧ ǪǪ

Ǫ ǷǵǢǦǭǮǬǦ ǦǮǮǩǤǬǤǨǥ ǧǫ ŔbrvbarʼnƼĊ ƄRȋaacutedeg ǾǣǴǣǽǣDzǣ ǦǮǮǩǤǭǤǦǬ ǧǮ Ǩǧ ŔbrvbarʼnregyĊ Ǧǭ Ǩǥ

ǫ ǷǵǾǢǫǪǥǪ ǦǮǮǩǤǭǤǦǪ ǧǨ ƭsup2ethOslashyenĊ igraveegraveȋĀ8 ȴɖɈȸɍɐȢȸ ǦǮǮǩǤǭǤǨǦ ǧǨ ǥǣǧ ƭsup2ethƷyenŰŮ Ǧǫ ǥǣǪ

Ǭ ǷǵǾǢǦǦǫǦǮ ǦǮǮǩǤǦǥǤǪ Ǩǩ ljʼnİĔōĔĘ |ĈȋĀ ljȮɖɒɖȹǴDz ǦǮǮǩǤǦǥǤǦǧ ǨǨ ǥǣǪǨ ljʼnİĔbrvbarm1 Ǭ ǥǣǪ

ǭ ǷǵǾǢǦǬǧǧǥ ǦǮǮǪǤǩǤǨǥ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǫ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ ǫ ǥ

Ǯ ǷǵǾǢǦǬǧǦǪ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǦǥ ǩǦ ǥǣǭ ƭsup2ŮƱĿĔĊ Ǧǥ ǦǪ

Ǧǥ ǷǵǾǢǪǩǫǦ ǦǮǮǪǤǦǤǮ ǩǪǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǫǤǧ ǩǪ Ǧ ǔTʼnƎƪĊ Ǧǩǩ ǦǦǥ

ǦǦ ǷǵǾǢǦǬǧǧǫ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǩ ǥǣǮ ƭsup2ŮƱĿĊȪɎ ǨǨ ǦǮ

Ǧǧ ǷǵǾǢǦǬǧǧǭ ǦǮǮǪǤǪǤǪ ǩǦǣǪ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǥ ǥǣǮǩ ƭsup2ƕƪƉ2Ű ǧǭ ǩ

ǦǨ ǷǵǾǢǦǮǧǭǨ ǦǮǮǪǤǩǤǨǥ ǩǥǟIumlə ƭsup2ŭɔiexclĊŅōȪɎ ȋCcedilč ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǫǤǮ ǩǧǣǪ ǥǣǮǭ ƭsup2ŮƱĿzĉĘƑ ǩǥ ǧǬ

Ǧǩ ǷǵǾǢǦǮǮǫǩ ǦǮǮǪǤǫǤǧǥ ǩǨ 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǬǤǧǪ Ǫǥ ǦǣǪ ƭsup2šƱĘĊ ǨǪ ǥ

ǦǪ ǷǵǾǢǦǩǩǧǪ ǦǮǮǪǤǪǤǧǥ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǭǤǦǭ ǩǭǣǪ ǦǣǬǬ 7sup3ʼnǎĿƸyenĊ Ǯǥ Ǫ

Ǧǫ ǷǵǾǢǦǮǮǧǮ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǭǤǧǬ ǧǬ ǥǣǧǫ ƭsup2ethĿDȪɎŰ Ǧǧ ǧ

ǦǬ ǷǵǾǢǦǮǮǨǥ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǬ ǧǭǣǪ ǥǣǨǪ 7sup3ʼnǎĿŤiexclĊ ǧǨ Ǭǭ

Ǧǭ ǷǵǾǢǦǮǮǨǮ ǦǮǮǪǤǭǤǧǥ ǧǩǣǪ ƭsup2ethĿDȪɎŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǧǫ Ǩǩ ǥǣǨ ƭsup2ethĿDȪɎŰ ǨǬ ǥ

ǦǮ ǷǵǾǢǦǮǮǨǫ ǦǮǮǪǤǭǤǧǥ ǧǨ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǦǥǤǮ ǨǩǣǨ ǨǭǣǮ ǥǣǫǩ 7sup3ʼnqyenƪǎĿĊ Ǫǥ Ǭǭ

ǧǥ ǷǵǾǢǦǮǫǥǬ ǦǮǮǪǤǪǤǧǩ ǩǦ 7sup3ʼnšƱĿĊ ^ȋdž ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǦǥǤǨ Ǫǭ ǧǣǪ ŕʼnƜmicroeacuteƂyen ǦǨǧ Ǧǧǥ

ǧǦ ǷǵǾǢǧǨǩǥǪ ǦǮǮǪǤǦǦǤǧǫ ǩǦ ƁqʼnecircĜĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǪǤǦǦǤǧǮ Ǩǭǣǫ ǥǣǭǧ ƁqʼnŒyenĊdzǦǦȆȇ Ǩ Ǫ

ǧǧ ȲȪǺǻǣOgraveŷȘȔȜszlig ǦǮǮǫǤǪǤǬ ǦǣǪ 7sup3ʼnqyenƪǎĿ(ƫĊ ǯ ǯ

ǧǨ ǷǵǾǢǦǩǩǧǮ ǦǮǮǪǤǪǤǧǨ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǦ ǫǦ ǧǣǭ 7sup3ʼnŲUgraveƪĊ ǨǪǨ ǧǩ

ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

Ǩǥ ǷǵǾǢǨǮǦǩǨ ǦǮǮǬǤǪǤǫ ǨǮ gtʼnampƚƾĿǟraquoȗȕə regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǪǤǨǥ ǯ gtʼnampƚƾĿĊȼĬ ǧǩ ǥ

ǨǦ ǷǵǾǢǩǫǬǪǦ ǦǮǮǬǤǮǤǧǦ Ǩǫ gtʼnƉĉĿĊ regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǫ ǩǩ ǥǣǬǭ gtʼnƘfrac12ĆƦįpcurrenJǥǣǪɇȢɏ ǩǫ ǪǬ

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Ǩǩ ǷǵǾǢǪǪǮǭǭ ǦǮǮǭǤǬǤǦǨ ǧǫǣǪ 7sup3ʼnŔEgravelaquoɆɖȸȠȢɍɓȹ ďȋƍtimes ȧȵȸȱȢ ǦǮǮǭǤǭǤǦǧ ǩǥ 7sup3ʼnŔEgravelaquooĆKregŒ Ǩǥ Ǧǫ

ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

ǫǨ ǷǵǾǢǬǨǦǧǦ ǧǥǥǥǤǦǤǮ ǩǦǣǪ ŕʼnnjĿcurrenĊǑEumlœ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǥǤǨǦ ǧɭǨ ōbrvbarʼnEƚlaquoĊ ǧǮǫ Ǧǥǥ

ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

ɹɺɿɷʈʃʎƲƣǨǬǣǪ OslashħʼnicircyenRŃBȋĆĞǧǥɭǨǥȇ žiacuteȋG ɐȵȹɃȵȳɖȰ ǧǥǥǥǤǦǦǤǦǦ ǧǣǪ OslashħʼnĐĊ Ǧǫǥ ǧǥ

ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

Ǧǭǥ ǷǵǢǪǨǭǬǩ ǧǥǦǪǤǮǤǧǧ Ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǧǧ Ǫǩ ǫǥ LjocircʼnġĊ Ǩǥǩ ǧǪǥ

ǦǭǦ ǷǵǢǪǨǬǬǫ ǧǥǦǪǤǮǤǭ ǪǨ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǮǤǪ ǫǪ ǧǣǭ EumlʼnVlaquoļŴĿƛcurrenĦw

ǟȊəǨǫǨ ǪǮǥ

Ǧǭǧ ǷǵǢǪǨǭǮǬ ǧǥǦǫǤǫǤǦǦ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǦǦǤǦǦ ǫǬ ǨǣǩǭJĜƦ=ǍlaquoĪĿĊȋĆĞ

ǭǥȇǦǪǨ ǨǨǥ

ǦǭǨ ǷǵǢǪǧǭǩǪ ǧǥǦǪǤǫǤǦǨ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈǧǥǦǫǤǮɭǦǥaumlȓ

ȟǧǣǭ qʼnegraveƪPǁĿ ǩǬǥ ǬǨǪ

Ǧǭǩ ǷǵǢǪǨǥǮǫ ǧǥǦǩǤǫǤǧǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǧǤǮ ǭǥǣǩ ǭǮǣǧ Ǭǣǩ OslashħʼnampğcurrenĔĥǟǗyenə ǮǫǦ Ǫǭǥ

ǦǭǪ ǷǵǾǢǦǬǥǭǩǦ ǧǥǦǫǤǫǤǫ ǩǧ sup1ʼnEſĆUacuteǍĊǧȆȇ agravebrvbarȋAgrave b ǧǥǦǫǤǦǧǤǦ ǧ ĄĎǓlaquowȘĆETHȒĵ ǦǬǭ Ǭǥǥ

Ǧǭǫ ǷǵǾǢǦǬǥǩǫǪ ǧǥǦǫǤǩǤǪ Ǫǩ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǬǤǩaumlUuml ǭǥǢǮǥ ǬǣǪ ưʼnĊǟIumlə ǨǭǪ ǦǡǪǪǥ

ǦǭǬ ǷǵǢǪǩǩǨǫ ǧǥǦǫǤǭǤǧǬ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǭǤǦǦ ǨǣǨ JĜƦcurrenĴeacutem1 ǨǩǮ Ǫǥ

Ǧǭǭ ǷǵǢǪǨǭǭǮ ǧǥǦǫǤǫǤǬ ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǦǧǤǨǥ Ǭǭ ǭǫǣǦ ōbrvbarʼnŸńĿƊđĊ ǪǬǦ ǬǦǥ

ǦǭǮ ǷǵǾǢǦǫǦǫǬǩ ǧǥǦǬǤǦǦǤǪ ǩǥ MƈʼnƶlaquoƼyenǛĊ Ʊ_ȋHA ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǧǤǦǥ ǩǦǣǨ ǥǣǮǬǬMƈʼnIJƙĊɘǨǪȉǨǥǞǺǡǦǩǥȉ

ǪǥǞdzǠǮǬ Ǧǫ

ǦǮǥ ǷǵǾǢǦǨǥǪǮǫ ǧǥǦǬǤǬǤǦǪ Ǭǫ JĜƦȭɑɇģĊ regigraveȋAElig b ǧǥǦǭǤǩǤǦ ǬǫǣǪ ǭǪǣǪ ǭǣǬǫǪ ưʼnAacuteOgravelaquoIJļĊ ǧǫǥ ǦǡǬǥǥ

ǦǮǦ ǷǵǾǢǦǬǥǪǦǦ ǧǥǦǪǤǮǤǦǮ Ǫǥ Ɓqʼnǘcurrenġ ocircļȋĺő ȭȽɑ ǧǥǦǭǤǩǤǧǨ ǬǧǣǪ ǭǦǣǭ ǫǣǭǦǪ ưʼnAacuteOgravelaquoIJļĊ ǮǩǪ ǩǬǥ

ǦǮǧ ǷǵǾǢǦǬǥǩǪǫ ǧǥǦǫǤǩǤǪ ǩǦ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǩǤǧǬ ǬǨǣǩ ǭǦǣǮ ưʼnAacuteOgravelaquoIJļĊ ǬǪǧ ǦǡǪǪǥ

ǦǮǨ ǷǵǢǪǪǦǧǦ ǧǥǦǬǤǫǤǦǬ ǫǩ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǭǤǪǤǦǫ Ǭǥǣǧ ǬǬǣǬ ǩǣǨǬǧ OslashħʼnampğcurrenĔĥǟǗyenə ǨǨǨ ǫǥǥ

ǦǮǩ ǷǵǾǢǦǬǦǦǮǫ ǧǥǦǭǤǪǤǦǥ ǪǨ 7sup3ʼnšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǦǭǤǫǤǦǪ ǫǥ 7sup3ʼnEŲĿƺĊ Ǩǫ Ǧǫ

ǦǮǪ ǷǵǾǢǦǬǥǭǨǪ ǧǥǦǫǤǪǤǮ ǫǥ sup1ʼnuŽċĊǦǣǪȆȇ agravebrvbarȋAgrave b ǧǥǦǭǤǬǤǩ ǫǥ ŘļʼnľǘNcurren2ƦyenĊ Ǭǭǫ ǦǪǥ

ǦǮǫ ǷǵǾǢǦǨǥǪǭǫ ǧǥǦǬǤǩǤǮ ǩǨ ƼyenʼnǏuumlȐĘġ regigraveȋAElig b ǧǥǦǮǤǪǤǩ Ǭǥ ƼyenʼnigraveęĊ ǨǮǥ Ǧǩǥ

ǦǮǬ ǷǵǾǢǦǬǭǮǫǥ ǧǥǦǮǤǪǤǫ ǩǥǣǬ MƈʼnnjĊ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǮǤǮǤǦǧ ǩǮǣǪ ǪǩǣǬ Ǧǣǫ qʼnƲƅĊ

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ċċċċċċċċċċċċċċċċċċċċċċċċčįŕĭĵĮļřĸaacuteeacuteccedilccediligraveŤeacuteccedilegraveethŜĎ ĝęğŝeacuteccedileacuteccedilaringTHORNiacuteTHORNegraveiumlaring

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egrave ograveotildeaumlegraveeacuteegraveetheumlccedil Dċz( ŋŁřœŗ eacuteccedilccediligraveaeligccediliumlaeligccedilicirc Eacute5Hw egraveecircccedil eacuteccedilccediliacuteaeligegraveeacuteaeligegraveicirc macr wleumlccedilccedil㥠egraveeacuteccedilś]=acirc ĝĕģQsect

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divideoumlotildentilde

eumlethicirc igraveeumlccedil

eacute ograveotildeaumlecircecirciacuteecircigraveigrave pCcedilċ7i ňĩŀĺįĶ eacuteccedilccedilicircaeligccediliumlaeligeacuteigrave lŘGwŘŅőĨĸŗ iumlccedil eacuteccedilccediliumlaeligccedileumlaeligegraveecirc wsectŘ2wŘegraveńŎĬ egraveccedilccedilaacuteŜ fsect

OgravenĉAElig2

ĉAringvĉ

divideoumlotildentilde

eacuteecirceacute egraveatildeeumlccedilccedil

ecirc ograveotildeaumleacuteeacuteiumleumlegraveeacute PċV Acirc eacuteccedilccedilicircaeligccediliumlaeligeacuteigrave lEgraveGsup3wŅőĨĸŗ egraveccedilccedil eacuteccedilccediliumlaeligccedilicircaeligegraveicirc OumlEIŘĞĚġ=umlyen ethetharingecirc =umlyen

I=umlyenĉOumlE

v[ťsup14ĉ

divideoumlotildentilde

ecirceacuteicirc icircccedil

euml ograveotildeaumleumlegraveecirceumliacuteccedil pCcedilċ7i ňĩŀĺįĶ eacuteccedilccedilethaeligccedilicircaeligeacuteicirc lEgravecGsup3wŅőĨĸŗ iumlccedil eacuteccedilccedilethaeligccediliumlaeligeacuteicirc gt2EumlregDlw iumlicircaringiuml 15~ĘyenegraveegraveĞĜĢĉAringv

ĉdivideoumlotildentildeecircegrave icircccedilccedil

igrave ograveotildeaumleumleacuteeumlccedilethecirc Dċnotr thornucircntildeugravethornuuml eacuteccedilccediliumlaeligccedilethaeligccediliacute Eacute5Hw egraveccedilccedil eacuteccedilegraveccedilaeligccedilecircaeligccediligrave wsectEacuteDYacuteGwicircńŎĬ egraveegraveccedilśtimesČANtildeĔŜ fēsect

EacuteDĉwsectv

ĉAringvĉ

divideoumlotildentilde

igraveeumligrave egraveiumligraveccedil

iacute ograveotildeaumleumligraveethecirciacuteeacute frac14ċOcircplusmn ņřňŒĺĽ eacuteccedilegraveeacuteaeligccedilethaeligeacuteeacute macr w egraveeumlccedil eacuteccedilegraveecircaeligccedilecircaeligeacuteccedil lĴĿŘampęETHparaGĜIuml e Qsect yacuteograveotildeĉţşĉŢšŠŞ egraveicirceth eacuteatildeccedilccedilccedil

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ĉ0OacutevĉŢšŠŞecircecirc eacuteicircccedil

eth ograveotildeaumleumlicirceacuteeumlethegrave Ecircċcent ĥŔĻĦŋ eacuteccedilegraveeacuteaeligccediliumlaeligeacuteiacute shy25|w egraveeacuteccedil eacuteccedilegraveeacuteaeligccedilethaeligegraveccedil shy2UumlGwlegraveiumlŋħŔ egraveecircigravearingeacuteaacuteUcircŘdegNtilde$acirc e

egraveegrave ĉmacrvbrvbar

ĉ0OacutevĉŢšŠ

Ş

egraveigrave eacuteegrave

egraveccedil ograveotildeaumleumligraveethegraveecircigrave mċ9x ogravethornāā eacuteccedilegraveeacuteaeligccediliacuteaeligccediliuml wsectıŒŋw egraveccedilccedileacuteccedilegraveeacuteaeligegraveegraveaeligeacuteeacuteaacutev^ėdŜ

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egraveĉ v

ĉ0OacutevĉŢšŠ

Ş

egraveiacuteicirc eacuteatildeecircicircccedil

egraveegrave ograveotildeaumleumlicircigraveccediligraveeuml mċ9x ogravethornāā eacuteccedilegraveeacuteaeligccedilethaeligegraveeacute shy2Jw igraveccedil eacuteccedilegraveecircaeligegraveccedilaeligegraveecirc macrEcircGHwlecircigraveŋħŔ icirceumlaringiacuteaacute+ČUcircŘdegNtilde$acirc QsectMAtildeĉ vĉ

0OacutevĉŢšŠŞecircethiacute eacuteeacuteccedil

egraveeacute ograveotildeaumleumliacuteccediliacuteecirceacute ċS śęĘŜ eacuteccedilegraveecircaeligccediliumlaeligccedileuml macrIcirc8w egraveeacuteccedil eacuteccedilegraveecircaeligegraveegraveaeligccedileuml UumlGBGwleumleumlŋħŔ egraveccedilicircś+ČAěĘŜ ĝĕģQsect

ĠĘģĐĉgtHv

microĉ0OacutevĉŢšŠ

Ş

etheacute egraveatildeegraveiumlccedil

egraveecirc ograveotildeaumleumlicirceacuteeumletheacute Ecircċcent ĥŔĻĦŋ eacuteccedilegraveeacuteaeligccedilethaeligegraveigrave shy25|w egraveeacuteccedil eacuteccedilegraveecircaeligegraveegraveaeligeacuteecirc macr wleacuteigraveŋħŔ egraveigraveicircaringeacute Qsect

5Iĉc I

ĉ vĉŢšŠ

Ş

eumlecirceuml egraveecirciacute

egraveeuml ograveotildeaumligraveeacuteeacuteeumlicirceth hkċS ŒňĨīřĸř eacuteccedilegraveecircaeligccediliumlaeligccedilecirc EacuteW`w egraveegraveccedil eacuteccedilegraveecircaeligegraveccedilaeligecircccedil macrlw6K icirciumlaringeacuteaacute+ČUcircŘdegNtilde$Ŝ Qsectĉmacrvbrvbar

ĉ0OacutevĉŢšŠŞiumliuml egraveatildeccedilccedilccedil

egraveigrave ograveotildeaumleumlicirceumlicircccedilegrave kċ ĥʼnŕļĦřĻeacuteccedilegraveecircaeligccediliumlaeligegraveegrave OumlE8Gw egraveccedilccedil eacuteccedilegraveeumlaeligccedilecircaeligccedileth wsectBtwśeacuteigraveąeumliumlagraveugraveatildeTHORNegraveeacuteicircąegraveiumlagraveocircAgraveŜegraveeacuteccedilaacute+ČUcircŘdegNtilde$Ŝ Rēsect

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egraveiacute ograveotildeaumligraveegraveethiumlicircicirc frac12ċ ŌĶœŃĻĦř eacuteccedilegraveeacuteaeligegraveccedilaeligegraveecirc lEgraveGjsup3 egraveccedilccedil eacuteccedilegraveeumlaeligccediliacuteaeligegraveegravewsectıŒŋGıŒŋ3sup3śeacuteiacuteąccedilccedilagraveugraveatilde

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divideoumlotildentilde

iacuteccediliacute egraveatildeeumlicircccedil

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qu mquqsrr rpqpoqrow sp `0e[HO- G rpqqoqqoru st `0e[HO-C

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ŝř ŦŤőŘŕŖŗŚ ŖŔŔŗœśœŖŘ ŝŘ ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŘŜ Ş

ŝŚ ŦŤőŘŕŖŘś ŖŔŔŗœśœŖŝ ŕŔř ŃiacuteeumliċĪċĔshyAcircƃŕŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Řŗ Ş

ŝś ŦŤőŘŕŗŜŝ ŖŔŔŗœŜœś ŚŜ ŃiacuteeumliċĪċĔshyAcircƃŜƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŗŘ Ş

ŝŜ ŦŤőŘŕŚřŕ ŖŔŔŗœŝœŘ Śŕ ŃiacuteeumliċĪċĔshyAcircƃŖŔƿƔLj Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc Ś Ş

ŝŝ ŦŤőŘŕśřś ŖŔŔŗœŝœŝ ŕŔŗ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŕŔ ŃiacuteeumlVOumlyumlAcirc ŕ Ş

ŕŔŔ ŦŤőŘŕŘŝŔ ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŕ ŦŤőŘŕřřř ŖŔŔŗœŜœŖř řŖ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŗŔ Ş

ŕŔŖ ŦŤőŘদŕ ŖŔŔŗœŝœŘ řŗ ŃiacuteeumliċĪċĔshyAcircŕŔDZǧǴ Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖŘ ŃiacuteeumlVOumlyumlAcirc ŖŔ Ş

ŕŔŗ ŦŤőŘŕśřŘ ŖŔŔŗœŝœŝ ŜŔ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŖř śŔ ŗŒř ŃiacuteeumlVOumlyumlAcirc ঠŞ

ŕŔŘ ŦŤőŘඦŜ ŖŔŔŗœŕŔœŖ Ŝŕ ŃiacuteeumliċĪċĔshyAcirc Egraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŗ ŗǢř ŃiacuteeumlyumlOslashA|ƐƑĝ+ ŕ Ş

ŕŔř ŦŤőŘŕŜŝŜ ŖŔŔŗœŕŔœŖ ŝŖŃiacuteeumliċĪċĔshyAcircǑNJdžnj

ŗśŖŝŗƄřŜřŚŖŎEgraveshyƃeacute ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŕŔœŕř ŝŕ ŚŒŕŜ

ŃiacuteeumlğtAcircǑŗŖƀŘŔƁǞƄ

ŕŗŖƀřŔƁǛǒŕŗ ŕŕř

ŕŔŚ ŦŤőŗśśŚś ŖŔŔŗœŜœŕŚ řŖ ďeumlEacutevAcirc Eƃġ ŭŹŷųʼnŋʼnşŲŷų ŖŔŔŗœŝœŗ ŕŒŖ ogravedxeumlĴAcirc ŕŜ ŗř

ŕŔś ŦŤőŗŝŖŗŔ ŖŔŔŚœŜœŕŝ ŜŗŒřogravedxeumlZǍuAcircǑĴǣĽordfƋ

ƉǒrZƃ$copy ƟƴNJ ŖŔŔŚœŜœŖŘ laquoėOgrave laquoėOgrave řŒŜ ďeumlĿr|ŀW ř ŖŔ

ŕŔŜ ŦŤŭőŕŚŗŖŕŔ ŖŔŕŖœśœŖŜ śŗ Msup1reumlŃĪDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŖœŜœŗŔ ŗŒŜueumlĐaacuteacirctAcircBregŝƿƔLj

ǑŗŗƀŘŘŌřŔŊũŐʼnŕŗŘƀřŔƁřŔƂŢŎŗŗ ŗŚ

ŕŔŝ ŦŤŭőŕŚŘŗŝŚ ŖŔŕŗœŜœŕŔ śŗ Msup1reumlDBaring4egraveAcirc Mfrac34ƃ ƟƴNJ ŖŔŕŗœŜœŕŝ ŗŒřĮeumluumlĴuAcircōŗŘƀŕŕũŐ

ŕŗŚƀŗŔŌŢŎŝ ŕŜŔ

ŕŕŔ ŦŤőřŘřŜś ŖŔŕŚœŜœŖŕ řŘ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ńordfƃigrave ƒƩƻƣƭLJǏǀŭşš ŖŔŕŚœŜœŖŗ ŚŘ ŕŒŗ ŇueumlBƇƈƍ|uacuteAtildearingTHORNIacute Ŗ Ŕ

ŕŕŕ ŦŤŭőŕŜŖŗřŖ ŖŔŕŝœŚœŖŗ Śŕ ŃiacuteeumlyumlAcirc plusmnacircƃsectN O ŖŔŕŝœŚœŖŝ Śŕ śŘŒř ŃiacuteeumlVOuml Ś Ŕ

8 9 5 () 44 5 4 - - 6 - (

ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

lɼȒyumlsǓʺɩiumlsup2 rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumlʦƩƯƖƁ

lɼȒyumlsǓO ɰŶd ωΤΩηΤϏΝ ĽIumlϔ lɼȒȶigraveƯΖίΣƁ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteƌųșƳƯ

lɼȒyumlsǓŗȜAuml[ ɰŶd ωΤΩηΤϏΝ lɼȒyumlsǓŗȜAuml[

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

ˬ=ɘ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

63

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ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

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ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ 8( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒɖģˏyumlɴǂƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1ˡďatildeǧdivideˡȡʹʵ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďlaquoyumlpǓ

ȡfrac34divideȒƖǂyumlʉjŮČˀƲ

ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

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lɼȒȋǣ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁƯ

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lɼȒOumlƽyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒːʙώIumlɑɍ

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sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

acute yacuteuumlthornshysup1sup1degacutesup1 sup2degdegsup2macrcedilmacrplusmnsup1 paradeg 0cJ sup2sup3 NdEumlcent aumleacuteaumleacute sup2degdegsup2macrsup1macrsup2sup2 paradeg 0cJt sup3acute deg

micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

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Āplusmnacutesup2 sup2micro

para AgraveiquestAumlshydividedivideoumluacuteoslashugrave sup2degdegacutemacrparamacrplusmnsup1 parasup2 OJp sup2plusmn poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegacutemacrsup1macrplusmnpara parasup2 paramicro OJpIcirc|jOgraveIuml cedilsup1 deg

middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

plusmnsup3 Agraveiquestshyacutemicroacutesup1sup1 sup2degdegmiddotmacrplusmnmacrplusmnacute acutemicro BE+KrJp sup2plusmn Euml sup2degdegmiddotmacrsup2macrplusmnplusmn acutemicro acutecedil BE+Krz sup2cedil deg

plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

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sup2sup2 Agraveiquestshyacutemicroacutesup1middot sup2degdegmiddotmacrplusmnmacrplusmn microcedil BE+KrJp sup2plusmn Euml sup2degdegcedilmacrsup3macrsup2middot microsup1 parasup2 plusmnregsup3 0+bK+ acutemicroplusmn plusmndegdeg

sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

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ŪŨŧŢƛƖƺƲƲƹƙƪƵƖƱƮ

ƦƱƙƚƓƅ0Ơƹƛ ƆƃƈƿřŗřŗŕŐŝŕŐřŚ

laquosect FĴőŲŸŒ ą ƏƲƋ OcircĊ OcircĊr laquosect FĴőŲŸŒ -ĴőŲŸŒ ĮőŷŴŒ ą

Ř ŪŨŔŝŚśŚ ŘŠŠŘŖŝŖŘŘ Ŝś đethOuml iumlEź(M ƗƥƵ ŘŠŠřŖřŖŘř řŕŘ divideeethntildeŌEacute řśŝ ŘŘŜ

ř ŪŨŔşşŝř ŘŠŠřŖŜŖŘŚ ŜŗŕŜ đethigraveotilde ZEgraveźD ƜƹƮƟƹƳƎƐƹƕ ŘŠŠřŖşŖř ŘঠđethigraveatildeOtilde şŘ ŗ

Ś ŪŨŔŠŗśś ŘŠŠřŖŘŘŖř śŚ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖřŖřŗ śŜ Řŕś đethicircOtildeigraveordmplusmnEacute ŘŘŗ Řŗ

ś ŪŨŔşŠŠŚ ŘŠŠřŖŘřŖŜ śŠŕř đethicircOtildeigraveƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŚŖŚŖŜ śş Ř੠đethicircOtildeigraveordmplusmnEacute Šŗ ś

Ŝ ŪŨŮŔřřŜşŘ ŘŠŠŝŖŠŖŜ ŘŝŕŜ ŀueth8ďĩiŁIgraveG eacuteź S ŘŠŠŝŖŘŘŖř řŘ ŀueth8ďĩiŁ Ŝş ŗ

ŝ ŪŨŮŔŘŜŜŜŗ ŘŠŠŝŖśŖřŜ ŜŜ đethbOgraveqTHORN ēźC ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŘŖŜ Ŝŝŕŝ ř divideeethntildeŌigravevaacuteYacute=acuteŘŕŜŷŸ řŜŜ ŘŗŚ

Ş ŪŨŮŔřŘŜŞŠ ŘŠŠŝŖŘŘŖŘŘ Ŝş đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŝŖŘřŖŝ Ŝş řŕŘ đethpsigraveqOumlaacuteAėŘŷŸ řŜ ŘŜ

ş ŪŨŮŔŚŚŗŚŗ ŘŠŠŞŖřŖŚ śŜ đethŊƅotilde İhź ƜƹƮƟƹƳƎƐƹƕ ŘŠŠŞŖŚŖŝ śşŕŜ đethbOgraveqTHORNƅotilde ŚŘ ş

Š ŪŨŔřŘŝŗŜ ŘŠŠŜŖŘřŖŚŗ ŝŜ RAacutesethsectŇĩsectƅw jeacuteźouml ƏƧƙƙƭƍƱƹƚ ŘŠŠŞŖśŖŘŜ ŝŜ RAacutesethsectŇĩsectƅw śŞŘ ŗ

Řŗ ŪŨŔřşŗŠŘ ŘŠŠŞŖśŖś şŜŕŜ Ĵzethy3yƒƥy 9źC ƗƥƵ ŘŠŠŞŖŜŖřŜ şŜőmŒ Ĵzethy3yƒƥyBacuteamp ŜŘ ŗ

ŘŘ ŪŨŮŔŚśŜŚŗ ŘŠŠŝŖŘŗŖŘŘ Řş ŀuethmicrozigraveBIgraveGƻbyƼ regsup3ź5d S ŘŠŠŞŖŘŗŖřŠ Śś ŚśŕŚ ŀuethmicrozigravemicroztimesx ŚşŚ ŗ

Řř ŪŨŮŔřŘśŠŞ ŘŠŠŝŖŜŖřŘ śŘ đethicircOtildeigraveordmplusmnƅotilde microeacuteźć ƩƳƹƎƍƶƢ ŘŠŠŞŖŘřŖŘŗ ŜŘ ŘઠdivideeethntildeŌigraveņģaacute Ŝŝş Şŗ

ŘŚ ŪŨŮŔřŘŜşŗ ŘŠŠŝŖŘŘŖŞ ŚşŕŜ đethŃsOacutez yeacuteźĆ ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŖřŝ ŘŕŘ Įethĩj13zW) śśŜ řŞŗ

Řś ŪŨŮŔŚŠŚŚś ŘŠŠŞŖŜŖŘŗ řŝ ŀuetheacuteucircegraveEuml EźĆ S ŘŠŠşŖŘřŖŘŚ řŕŜ ŀuethacuteoacutey Ŝşř śŞ

ŘŜ ŪŨŔřşŞśś ŘŠŠşŖŚŖřś Ŝŗ đethŃsƅotilde oacuteź uml ƜƹƮƟƹƳƎƐƹƕ ŘŠŠşŖŘŗŖŘś śŝ đethReacuteOumlEacuteqs1Ɓ řŗś Śś

Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

ŘŞ ǁǀŔŚŗřşř ŘŠŠŠŖŝŖŘŚ śŚ đethigraveIgraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŗŖřŖŘ uml ŘŕŜ đethicircOtildeigraveEacute řŚŚ ş

Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

ŘŠ ǁǀŔŚŝŗśş řŗŗřŖŘŖřŘ ŝŝ đethŃsƅotilde oacuteź uml S řŗŗřŖřŖŘŜ Şŗ śŕş đethŃsėQYacute)řŜDŽ řŜ ŗ

řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

ŚŞ ŪŨŮŔŘŚŞŞřŚ řŗŗŞŖŘŖřŗ śŗ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖŘŠ śśŕŜ Řŕŗş a2ethacute4ŅW)ŘŗŗŸ ŚŗŚ ŘŜ

ƇŽžƅugraveĢ

ĽőŷŸŒĉ

Ocirc 0ʼnuacute4Āuuml

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iquestěźŐŐŐŐŐŐęL

ŔiacuteLāĦsectcent

Śş ŪŨŮŔŘŚŞŠşś řŗŗŞŖŘŖŚŗ ŚŠ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖřś śş Řŕś a2ethacute4ŅW)ŘŗŗŸ řŠş ŘŜ

ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

aringƻŻżƄƼśŗř Ř

ŘŘŞ ŪŨŮŔŘşřŞŚş řŗŘŠŖşŖŘŠ Śŝ ō+yethĒIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗřŗŖřŖŘ ŚŞ Śş ō+yethIgraveG Řŝŝ ŗ

ŘŘş ŪŨŮŔŘŝŞşŚř řŗŘŝŖřŖřŗ Ŝŗ yethBĪƅotilde EźAtilde ƴƔưƱƹS řŗřŗŖŚŖŘŗ ŝŜ ŝŞ yethtimesĪĩRtaacuteYacute ŘœŘŘŚ Ř

ŘŘŠ ŪŨŮŔŘŞŠŝŝŘ řŗŘŠŖŝŖřŚ Ŝŗ RAacutesethplusmnigravenoteacute ŇAgraveź ƴƔưƱƹS řŗřŗŖśŖŘś Ŝŗ RAacutesethacircwĥƻeacuteĤampƼ řŠŝ Ś

452310 8 ( 9

iquestfrac34frac12ordmccedilacircĂugraveugraveāaringograveuumlacircoslashocirc

icircoslashoacuteatildeOgraveKecircāccedil OacuteETHOtildeąsup2degsup2degregsectparasectplusmncedilreg

BQO ordfAtildeAEliglaquo 13 YacuteugraveUgrave M` M`J9 BQO ordfAtildeAEliglaquo ordfAtildeAEliglaquo ordfAringAumllaquo 13

plusmn iquestfrac34Acircshymiddotsup2sup1micromiddot sup2degdegsup2macrmicromacrplusmnsup3 sup3cedil brvbar=u_j tEcirc7 ZbiumluacuteethUacuteegraveaumldivideraquo sup2degdegsup2macrsup1macrsup3deg paramicroregmicro sup2regacutebrvbar=uLpSAROgrave

gplusmnacutedeg micropara

sup2 iquestfrac34Acircshyplusmnsup3acuteparaplusmnsup2 sup2degdegmiddotmacrsup3macrsup1 sup3sup1 brvbar=u1^= EcirchTHORNāuacuteoslashUumlthorneumlethUacuteegraveaumloumlā

aeligsup2degdegmiddotmacrplusmndegmacrplusmnmiddot microdeg micromiddot sup2regmiddotmicro

brvbar=up=răl=

Ąsup2sup2sup2 paradeg

sup3 iquestfrac34shyacutesup1degsup1cedil sup2degplusmndegmacrmicromacrplusmnsup3 microplusmn uc] EcircG ( sup2degplusmndegmacrmicromacrsup2cedil microdeg micromiddot plusmnregsup1 upound plusmnmicro plusmnplusmn

acute iquestfrac34shyacutesup1paramicromicro sup2degplusmndegmacrparamacrpara micromicro uF2viV EcircG ( sup2degplusmndegmacrparamacrplusmnacute micromicro paraplusmn sup2regsup2 upound cedil sup2middot

micro iquestfrac34shyacutesup1paraacutemiddot sup2degplusmndegmacrmicromacrsup2cedil microsup2 u ordf[IgraveOumlĄ EcircG ( sup2degplusmndegmacrplusmnsup2macrsup2plusmn acuteregsup3 z0u sup2degmiddot plusmnsup2deg

para iquestfrac34Acircshyplusmnmicrodegparaparasup1 sup2degplusmndegmacrmicromacrmicro microsup2 gtu4 sup3oacuteUcircuacute qEcirciexclE aacuteoslashntildeiumlegraveacircyacutethornaelig sup2degplusmnplusmnmacrmicromacrsup3 sup3 gtuyumlPV sup3parasup3 sup2micro

middot iquestfrac34Acircshyplusmnmicromiddotmicrosup2sup1 sup2degplusmnsup2macrmicromacrpara micromiddot uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrmicromacrplusmncedil microdeg plusmnregcedil z0uvyenordfwĄ plusmnsup2 plusmnacutedeg

cedil iquestfrac34shymicroplusmndegsup3deg sup2degplusmnsup2macrmicromacrplusmnpara parasup3 uF2 EcircG ( sup2degplusmnsup2macrmicromacrplusmnmiddot paramicro sup2regpara ultqviV plusmn deg

sup1 iquestfrac34Acircshyplusmnmicromiddotmicrosup2middot sup2degplusmnsup2macrmicromacrpara paraplusmn uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrparamacrmicro paradeg sup2regmicro ultqviV sup3deg middot

plusmndeg iquestfrac34shymicroplusmnsup1degplusmn sup2degplusmnsup2macrparamacrplusmn microplusmn u EcircG ( sup2degplusmnsup2macrsup1macrmiddot middotmiddot cedilmicro sup2regparamicro upoundsup3oacuteUcircuacute sup1cedil sup3sup1

plusmnplusmn iquestfrac34shymicroplusmnsup1sup2plusmn sup2degplusmnsup2macrplusmnplusmnmacrplusmnpara paraacute u EcircG ( sup2degplusmnsup3macrcedilmacrplusmn sup3regpara u sup2microcedil deg

plusmnsup2 iquestfrac34Acircshyplusmnparamiddotdegcedilpara sup2degplusmnacutemacrparamacrplusmn paradeg CyenĀ=Āay IEcirc5 ntildeuacuteāigraveUumlthorneuml sup2degplusmnacutemacrparamacrpara paramicro u6bm= micro sup3micro

plusmnsup3 iquestfrac34shymicroplusmnsup1sup2para sup2degplusmnsup3macrsup1macrplusmncedil parasup2regmicrou ordfgĀ[

NtildeIumlĄEcircG [( sup2degplusmnacutemacrplusmndegmacrsup2cedil cedilmiddot middotregacute uT3I acutedegmicro plusmnacutedeg

plusmnacute iquestfrac34Acircshyplusmnmiddotdegmicrodegsup3 sup2degplusmnmicromacrmicromacrsup3deg microplusmn +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmicromacrmiddotmacrsup2sup3 paramicro +ubrvbar=f microacute deg

plusmnmicro iquestfrac34Acircshyplusmnmiddotdegmicroplusmnacute sup2degplusmnparamacrparamacrmicro microcedil +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnparamacrcedilmacrsup2cedil cedildeg acute +ubrvbar=f cedilacute deg

plusmnpara iquestfrac34shymicroplusmnsup1sup3micro sup2degplusmnsup3macrplusmndegmacrcedil paraplusmnregsup2 u EcircG [( sup2degplusmnmiddotmacracutemacrplusmnpara sup1deg middotregmicro uT0 plusmnnotsup2cedilmicro plusmnacutedeg

plusmnmiddot iquestfrac34shymicrosup3sup3middotacute sup2degplusmnparamacracutemacrsup2micro plusmndegacute u EcircG [( sup2degplusmnmiddotmacracutemacrsup2cedil plusmnplusmnpara plusmnsup2acute plusmncedilregplusmn upound sup3paracedil sup2middot

plusmncedil iquestfrac34shymicroacutesup3sup3para sup2degplusmnmiddotmacrparamacrplusmncedil cedilsup1 u EcircG [( sup2degplusmnmiddotmacrplusmnplusmnmacrplusmnsup3 plusmndegsup2 =uEumlOslashIacute plusmnacutecedil sup2sup2micro

plusmnsup1 iquestfrac34Acircshyplusmnmiddotacutemicroplusmnsup2 sup2degplusmnmiddotmacrmicromacrsup2deg microsup1 +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmiddotmacrplusmnsup2macrmicro paracedil middotsup1 acuteregplusmnacute upound plusmnsup1sup1 plusmnsup3sup2

sup2deg iquestfrac34shymicroacutesup3sup3sup2 sup2degplusmnmiddotmacrparamacrplusmnsup3 cedilcedilregmicro u EcircG [( sup2degplusmncedilmacrmicromacrplusmnplusmn plusmndeg u sup3sup3sup2 deg

sup2plusmn iquestfrac34shymicromicromiddotparaplusmn sup2degplusmncedilmacrplusmndegmacrsup3plusmn paracedil ucd) DEcirc ucircagravedivideoslashā( sup2degplusmncedilmacrplusmnsup2macrplusmnsup1 paracedilregmicro sup3regmicrouc8plusmnregmicrooacuteUcircuacuteordfsup3microCcedil

degmiddotcopyAgravenotsectplusmnacutedegCcedilplusmnmiddotcopyfrac14laquoacutesup1 sup2regmicro

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Ǭ ǷǵǾǢǦǦǫǦǮ ǦǮǮǩǤǦǥǤǪ Ǩǩ ljʼnİĔōĔĘ |ĈȋĀ ljȮɖɒɖȹǴDz ǦǮǮǩǤǦǥǤǦǧ ǨǨ ǥǣǪǨ ljʼnİĔbrvbarm1 Ǭ ǥǣǪ

ǭ ǷǵǾǢǦǬǧǧǥ ǦǮǮǪǤǩǤǨǥ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǫ ǩǥ ƭsup2ŭɔiexclĊŅōȪɎ ǫ ǥ

Ǯ ǷǵǾǢǦǬǧǦǪ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǪǤǦǥ ǩǦ ǥǣǭ ƭsup2ŮƱĿĔĊ Ǧǥ ǦǪ

Ǧǥ ǷǵǾǢǪǩǫǦ ǦǮǮǪǤǦǤǮ ǩǪǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǫǤǧ ǩǪ Ǧ ǔTʼnƎƪĊ Ǧǩǩ ǦǦǥ

ǦǦ ǷǵǾǢǦǬǧǧǫ ǦǮǮǪǤǩǤǨǥ ǩǦ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǩ ǥǣǮ ƭsup2ŮƱĿĊȪɎ ǨǨ ǦǮ

Ǧǧ ǷǵǾǢǦǬǧǧǭ ǦǮǮǪǤǪǤǪ ǩǦǣǪ ƭsup2ŭɔiexclĊŅōȪɎ igraveegraveȋĀ8 b ǦǮǮǪǤǫǤǧ ǩǥ ǥǣǮǩ ƭsup2ƕƪƉ2Ű ǧǭ ǩ

ǦǨ ǷǵǾǢǦǮǧǭǨ ǦǮǮǪǤǩǤǨǥ ǩǥǟIumlə ƭsup2ŭɔiexclĊŅōȪɎ ȋCcedilč ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǫǤǮ ǩǧǣǪ ǥǣǮǭ ƭsup2ŮƱĿzĉĘƑ ǩǥ ǧǬ

Ǧǩ ǷǵǾǢǦǮǮǫǩ ǦǮǮǪǤǫǤǧǥ ǩǨ 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǬǤǧǪ Ǫǥ ǦǣǪ ƭsup2šƱĘĊ ǨǪ ǥ

ǦǪ ǷǵǾǢǦǩǩǧǪ ǦǮǮǪǤǪǤǧǥ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǪǤǭǤǦǭ ǩǭǣǪ ǦǣǬǬ 7sup3ʼnǎĿƸyenĊ Ǯǥ Ǫ

Ǧǫ ǷǵǾǢǦǮǮǧǮ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǭǤǧǬ ǧǬ ǥǣǧǫ ƭsup2ethĿDȪɎŰ Ǧǧ ǧ

ǦǬ ǷǵǾǢǦǮǮǨǥ ǦǮǮǪǤǭǤǦǪ ǧǩ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǬ ǧǭǣǪ ǥǣǨǪ 7sup3ʼnǎĿŤiexclĊ ǧǨ Ǭǭ

Ǧǭ ǷǵǾǢǦǮǮǨǮ ǦǮǮǪǤǭǤǧǥ ǧǩǣǪ ƭsup2ethĿDȪɎŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǮǤǧǫ Ǩǩ ǥǣǨ ƭsup2ethĿDȪɎŰ ǨǬ ǥ

ǦǮ ǷǵǾǢǦǮǮǨǫ ǦǮǮǪǤǭǤǧǥ ǧǨ ƭsup2OslashyenŰƢ igraveegraveȋĀ8 b ǦǮǮǪǤǦǥǤǮ ǨǩǣǨ ǨǭǣǮ ǥǣǫǩ 7sup3ʼnqyenƪǎĿĊ Ǫǥ Ǭǭ

ǧǥ ǷǵǾǢǦǮǫǥǬ ǦǮǮǪǤǪǤǧǩ ǩǦ 7sup3ʼnšƱĿĊ ^ȋdž ȴɖɈȸɍɐȢȸ ǦǮǮǪǤǦǥǤǨ Ǫǭ ǧǣǪ ŕʼnƜmicroeacuteƂyen ǦǨǧ Ǧǧǥ

ǧǦ ǷǵǾǢǧǨǩǥǪ ǦǮǮǪǤǦǦǤǧǫ ǩǦ ƁqʼnecircĜĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǪǤǦǦǤǧǮ Ǩǭǣǫ ǥǣǭǧ ƁqʼnŒyenĊdzǦǦȆȇ Ǩ Ǫ

ǧǧ ȲȪǺǻǣOgraveŷȘȔȜszlig ǦǮǮǫǤǪǤǬ ǦǣǪ 7sup3ʼnqyenƪǎĿ(ƫĊ ǯ ǯ

ǧǨ ǷǵǾǢǦǩǩǧǮ ǦǮǮǪǤǪǤǧǨ ǩǨǟIumlə 7sup3ʼnšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǦ ǫǦ ǧǣǭ 7sup3ʼnŲUgraveƪĊ ǨǪǨ ǧǩ

ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

Ǩǥ ǷǵǾǢǨǮǦǩǨ ǦǮǮǬǤǪǤǫ ǨǮ gtʼnampƚƾĿǟraquoȗȕə regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǪǤǨǥ ǯ gtʼnampƚƾĿĊȼĬ ǧǩ ǥ

ǨǦ ǷǵǾǢǩǫǬǪǦ ǦǮǮǬǤǮǤǧǦ Ǩǫ gtʼnƉĉĿĊ regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǫ ǩǩ ǥǣǬǭ gtʼnƘfrac12ĆƦįpcurrenJǥǣǪɇȢɏ ǩǫ ǪǬ

Ǩǧ ǷǵǾǢǩǫǬǫǭ ǦǮǮǬǤǦǦǤǧ ǨǫǣǪ gtʼngtlaquoƱbrvbarČU regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǧǦ ǨǪ ǥǣǭ gtʼnsup2laquootildeƆɄȶɏĊǪǥǥȇ ǦǮ Ǧǫ

ǨǨ ǷǵǾǢǩǮǭǫǦ ǦǮǮǬǤǦǥǤǧǨ ǨǫǣǪ gtʼngtlaquoOslashUcircƵȮɖȽɖȯ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǦǦ ǩǥ ǥǣǬǪ gtʼnsup2ĥǑyenɇɎɓȾɐȯĊǧǥǥȇǦǮ Ǧǥ

țȏȑȘřF

ƝLJǟȆȇǠŵ

OacuteĖ IacuteǓŚūŜ

IacuteǺǻǣ

oslashƖȋǜǜǜǜǜǜǜǜƐYǢł

YŭƥUcircOuml

Ǩǩ ǷǵǾǢǪǪǮǭǭ ǦǮǮǭǤǬǤǦǨ ǧǫǣǪ 7sup3ʼnŔEgravelaquoɆɖȸȠȢɍɓȹ ďȋƍtimes ȧȵȸȱȢ ǦǮǮǭǤǭǤǦǧ ǩǥ 7sup3ʼnŔEgravelaquooĆKregŒ Ǩǥ Ǧǫ

ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

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ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

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ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

Ǧǭǥ ǷǵǢǪǨǭǬǩ ǧǥǦǪǤǮǤǧǧ Ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǧǧ Ǫǩ ǫǥ LjocircʼnġĊ Ǩǥǩ ǧǪǥ

ǦǭǦ ǷǵǢǪǨǬǬǫ ǧǥǦǪǤǮǤǭ ǪǨ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǮǤǪ ǫǪ ǧǣǭ EumlʼnVlaquoļŴĿƛcurrenĦw

ǟȊəǨǫǨ ǪǮǥ

Ǧǭǧ ǷǵǢǪǨǭǮǬ ǧǥǦǫǤǫǤǦǦ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǦǦǤǦǦ ǫǬ ǨǣǩǭJĜƦ=ǍlaquoĪĿĊȋĆĞ

ǭǥȇǦǪǨ ǨǨǥ

ǦǭǨ ǷǵǢǪǧǭǩǪ ǧǥǦǪǤǫǤǦǨ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈǧǥǦǫǤǮɭǦǥaumlȓ

ȟǧǣǭ qʼnegraveƪPǁĿ ǩǬǥ ǬǨǪ

Ǧǭǩ ǷǵǢǪǨǥǮǫ ǧǥǦǩǤǫǤǧǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǧǤǮ ǭǥǣǩ ǭǮǣǧ Ǭǣǩ OslashħʼnampğcurrenĔĥǟǗyenə ǮǫǦ Ǫǭǥ

ǦǭǪ ǷǵǾǢǦǬǥǭǩǦ ǧǥǦǫǤǫǤǫ ǩǧ sup1ʼnEſĆUacuteǍĊǧȆȇ agravebrvbarȋAgrave b ǧǥǦǫǤǦǧǤǦ ǧ ĄĎǓlaquowȘĆETHȒĵ ǦǬǭ Ǭǥǥ

Ǧǭǫ ǷǵǾǢǦǬǥǩǫǪ ǧǥǦǫǤǩǤǪ Ǫǩ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǬǤǩaumlUuml ǭǥǢǮǥ ǬǣǪ ưʼnĊǟIumlə ǨǭǪ ǦǡǪǪǥ

ǦǭǬ ǷǵǢǪǩǩǨǫ ǧǥǦǫǤǭǤǧǬ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǭǤǦǦ ǨǣǨ JĜƦcurrenĴeacutem1 ǨǩǮ Ǫǥ

Ǧǭǭ ǷǵǢǪǨǭǭǮ ǧǥǦǫǤǫǤǬ ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǬǤǦǧǤǨǥ Ǭǭ ǭǫǣǦ ōbrvbarʼnŸńĿƊđĊ ǪǬǦ ǬǦǥ

ǦǭǮ ǷǵǾǢǦǫǦǫǬǩ ǧǥǦǬǤǦǦǤǪ ǩǥ MƈʼnƶlaquoƼyenǛĊ Ʊ_ȋHA ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǧǤǦǥ ǩǦǣǨ ǥǣǮǬǬMƈʼnIJƙĊɘǨǪȉǨǥǞǺǡǦǩǥȉ

ǪǥǞdzǠǮǬ Ǧǫ

ǦǮǥ ǷǵǾǢǦǨǥǪǮǫ ǧǥǦǬǤǬǤǦǪ Ǭǫ JĜƦȭɑɇģĊ regigraveȋAElig b ǧǥǦǭǤǩǤǦ ǬǫǣǪ ǭǪǣǪ ǭǣǬǫǪ ưʼnAacuteOgravelaquoIJļĊ ǧǫǥ ǦǡǬǥǥ

ǦǮǦ ǷǵǾǢǦǬǥǪǦǦ ǧǥǦǪǤǮǤǦǮ Ǫǥ Ɓqʼnǘcurrenġ ocircļȋĺő ȭȽɑ ǧǥǦǭǤǩǤǧǨ ǬǧǣǪ ǭǦǣǭ ǫǣǭǦǪ ưʼnAacuteOgravelaquoIJļĊ ǮǩǪ ǩǬǥ

ǦǮǧ ǷǵǾǢǦǬǥǩǪǫ ǧǥǦǫǤǩǤǪ ǩǦ sup1ʼnǖlaquoǚɔƾĊĬ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǭǤǩǤǧǬ ǬǨǣǩ ǭǦǣǮ ưʼnAacuteOgravelaquoIJļĊ ǬǪǧ ǦǡǪǪǥ

ǦǮǨ ǷǵǢǪǪǦǧǦ ǧǥǦǬǤǫǤǦǬ ǫǩ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǭǤǪǤǦǫ Ǭǥǣǧ ǬǬǣǬ ǩǣǨǬǧ OslashħʼnampğcurrenĔĥǟǗyenə ǨǨǨ ǫǥǥ

ǦǮǩ ǷǵǾǢǦǬǦǦǮǫ ǧǥǦǭǤǪǤǦǥ ǪǨ 7sup3ʼnšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǦǭǤǫǤǦǪ ǫǥ 7sup3ʼnEŲĿƺĊ Ǩǫ Ǧǫ

ǦǮǪ ǷǵǾǢǦǬǥǭǨǪ ǧǥǦǫǤǪǤǮ ǫǥ sup1ʼnuŽċĊǦǣǪȆȇ agravebrvbarȋAgrave b ǧǥǦǭǤǬǤǩ ǫǥ ŘļʼnľǘNcurren2ƦyenĊ Ǭǭǫ ǦǪǥ

ǦǮǫ ǷǵǾǢǦǨǥǪǭǫ ǧǥǦǬǤǩǤǮ ǩǨ ƼyenʼnǏuumlȐĘġ regigraveȋAElig b ǧǥǦǮǤǪǤǩ Ǭǥ ƼyenʼnigraveęĊ ǨǮǥ Ǧǩǥ

ǦǮǬ ǷǵǾǢǦǬǭǮǫǥ ǧǥǦǮǤǪǤǫ ǩǥǣǬ MƈʼnnjĊ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǮǤǮǤǦǧ ǩǮǣǪ ǪǩǣǬ Ǧǣǫ qʼnƲƅĊ

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ȡfrac34divideȒƁiumlǗœůșƳ[ ģʢė ΦΕΦΕ lɼȒeecircƯ

sup1ˡďsup1ˡyumlƠɮjiǓμχϏΪ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlǓjƩʘUgrave[

sup1ˡďsup1ˡyumlƠɮjiǓΦΨφʅ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumllaquojͽȲ

lɼȒyumlsǓųˮxƩy ɰŶd ωΤΩηΤϏΝ lɼȒyumlsyumlűȁdivideƲy

ȡfrac34divideȒƁiumlǗ ģʢė ΦΕΦΕ lɼȒOumlǃƯ

sup1ˡďsup1ˡyumlNJdivideƲy)ƸƘ ŵǃřƴ ΡφΑϏΨ sup1ˡďlaquoyumlȿǓŏȅEacuteˉɥȀƯ

lɼȒyumlsǓʺɩiumlsup2 ˰ograveş ΈψδϒΓφδΨ lɼȒlɼyumlȬƧƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ģʢė ΦΕΦΕ ȡfrac34divideȒːȁǗ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ΡφΑϏΨ sup1ˡďsup1ˡyumlƠɮjiǓ

ȡfrac34divideȒdivideoacuteyuml ɿůɛĪ ųθΊΚϏίΜϓsup1(ϔ ųǗǃʢɨʫ

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒůǯƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ųȘį εψϏΎϏΡϏεψϏΥ ȡfrac34divideȒdivideoacuteƯ

lɼȒyumlsǓșƳ[ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒʊ˴oacuteƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ȡfrac34divideȒƖǂǓ ģʢė ΦΕΦΕ ȡfrac34divideȒƖǂƯ

sup1ˡďsup1ˡyumlƠɮjiǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό LĐȒ˷ȝƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒdivideoacuteƯ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ lɼȒɼΚϏίϏΜ

lɼȒ˿ecircǗ ȑs Θίϊ lɼȒOumlƽƯ

ųˋŔƭıdivide ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivide

ȡfrac34divideȒǂˀƲ NȐ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂƯ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďƶpˈNjʱ

LĐȒaumloacuteǓ ŵǃřƴ ίϏΜΑόΔΏϏΚρό sup1ˡďʜshyyumlɫ͵ǂ

lɼȒlɼǓ ɰŶd ωΤΩηΤϏΝ lɼȒlɼǓ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ LĐȒłȝƯ

ȡfrac34divideȒƖǂǓ lɼEumlŋ ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ ǿŐɂ ΫσϏλϏΨ lɼȒɼΚϏίϏΜ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųˋšLjiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋšLjiexcl˸ șdivideʽ ΐζχΚρΜ ųǗέǣ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒyumlsǓ ɰŶd ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒAacuteύoacuteǓ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ɉˁœʼnͼ͵ȩcʩ

ˬ=ɘ

ȫWɇȮP

ĺ

Ɠʗ

ʍ~ȋ~

ńƿ Pĺ

ųˋŏŬordf ƘǏ˦ ωΤΩηΤϏΝ lɼȒƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ĬȘȒzccedilyumlːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ˎȒƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂

ȡfrac34divideȒʉdivideƲy igraveˉ4frac14 δΉΤΚσϒδΉόΝ ųǗȸLjbrvbar

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǶograveƯϓΈΐίƁϔ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓŏecircƘ ģʢė ΦΕΦΕ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǿŐɂ ΫσϏλϏΨ ȡfrac34divideȒǶograveƯϓΘΓƁϔ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒǂˀƲ ɰŶd ωΤΩηΤϏΝ ųˋɕȁƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒeecircIumlɑɍ

sup1ˡďpǓ Űecircė˂ ΚϏεϏό sup1ˡďŬƽdivideƲy

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒɻǿƯ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųǗȸLjbrvbar

ȡfrac34divideȒdivideoacuteŏsect ŶƟC ΓφεβΤΔϋόΝ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂǓ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓ

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒ˝Iumlɑɍϔ

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒsup1iexcl˸

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ƝecircȒɃέdivideJkʙϔ ʙDyacute ΰΤΚτόεψϏ ƝecircȒɃέdivideJkʙϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1sup1Ƙ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅϓǂˀƲϔ

ȡfrac34divideȒƖǂǓETHȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓETHȅ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteʈcurrenˀƲ ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteI

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteograveƩ˞

ȡfrac34divideȒʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒƖǂůǯƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒƖǂǓέϏΜγΈ sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveǂˀƲ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒǂˀƲ

sup1ˡďNJdivideƲy ǏƩȾĒ ΜϋΤΓ sup1ˡďNJdivideƲy

LĐȒaumloacuteʈcurrenˀƲƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteǓ

ĬȘȒzccedilǓːiexcl˸ sup1Ƙȯŭ ΜζφΤΚσϓϔ ĬȘȒzccedilǓːiexcl˸

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒʄΕǃƯ

ȡfrac34divideȒǂˀƲ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

lɼȒXƁdivideƲy ampɿ4q ΦϏψΎϏΓ ɵȒƹoacuteǓƯ

LĐȒaumloacuteǓ ƲUacute LĐȒƯέǣ

ȡfrac34divideȒƖǂǓŏecirc ːAumlɃŝ ΦΕΦΕ ųˋfrac12ˢƹsect

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃωΊόκϏεχΤΛ

ȡfrac34divideȒdžograveΚϏίϏΜ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ ȁeIacute δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ȡfrac34divideȒĴograveΚϏίϏΜ ƮȁȥĒ Ljŀ˧ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒdžograveΚϏίϏΜ rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒĴograveΚϏίϏΜ Ǹȁe ΣϏξφΊΨΜΡΤδ ȡfrac34divideȒĴograveƯ

ȡfrac34divideȒųĴograveώĴograveƩʫ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveƯ

LĐȒaumloacuteǓ ʈȁė 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

LĐȒaumloacuteǓ ʈȁė 8( LĐȒaumloacuteǓ

LĐȒʈOacuteǓ ʈʖƴ ʈOacuteμχϏΪ sup1ˡďƶsup1ƽƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteyumlƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

ȡfrac34divideȒǂˀƲ ȣƫĒ ƖǂβψδΉΤΚσ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒųĴograve ıȁ ΣϏξΊόΧΉϏΛτϏόΝ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒƖǂΚϏίϏΜ sNˎ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒaeligB

ȡfrac34divideȒǂˀƲ ȣƫNtilde ƖǂβψδΉΤΚσ ȡfrac34divideȒaeligB

sup1ˡďsup1ˡyumlƠɮjiǓ ųƇɅ 8( LĐȒȡıȸϞˢƹsectƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďNJdivideƲy igraveȁ 8( LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy zdivideɔDŽ ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒaumloacuteƯ

LĐȒaumloacuteogravedivideƲy sup1ˠDŽ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒpǃϓƦư˞ϔƯ

ųˋɬǃiexcl˸ aacuteŶƻ ΛσΫΈ( ųˋɬǃiexcl˸

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊ

ȡfrac34divideȒĴograveΚϏίϏΜ ːAumlɃŝ ΦΕΦΕ ȡfrac34divideȒʊ˴oacuteƯ

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ųǗέǣʈ

ųˋmiddotŁdivideƲy iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒHŠograveƯ

ȡfrac34divideȒȑƔdivideƲy ɿ˃ě ΨψάϏΩ ĽIuml ȡfrac34divideȒɷoacuteƯ

ȡfrac34divideȒƖ˷ʢůǓ ˺˟Ĥ 8( ȡfrac34divideȒǃyumliǃIumlɑ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1ȅπέωϏψ

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒƖǂΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďpǓδΌχϏordf Űecircė˂ ΚϏεϏό sup1ˡďpǓδΌχϏordf

LĐȒaumloacuteȡıʇ˙ų ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

sup1ˡďsup1ˡyumlij˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ȁYacuteˇ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďlaquoyumllaquojʈƯ

LĐȒaumloacuteŮČȅˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

LĐȒȡıǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyʈƯ

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďNJdivideƲy ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ȡfrac34divideȒǂˀƲ OacuteǢċY Θίϊ ȡfrac34divideȒĴograveΚϏίϏΜ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒǃEumlƯ

lɼȒyumlsyumlregȁdivideƲy ɰŶd ωΤΩηΤϏΝ lɼȒǂˏdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǂˀƲ

lɼȒːʙ HŬě ωΤΩΒψ lɼȒsup1ʟƯ

LĐȒaumloacuteʈcurrenˀƲ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

lɼȒȍǂ͵Ȟ ampɿ4q ΦϏψΎϏΓ lɼȒȍǂƁůϔ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ lɼȒyumldivideƯ

ȡfrac34divideȒǂˀƲ ːAumlɃŝ ΦΕΦΕ lɼȒːʙIumlɑɍ

lɼȒlɼǓ Agraveraquoˇ ωΤΩηΤϏΝ lɼȒŬŤƽƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒːƱHŠƯ

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂθΊεχΤΛ

LĐȒaumloacuteogravedivideƲy ˓ųƟ5 8( sup1ˡďsup1divideƲyƯ

LĐȒaumloacuteǓ sup1ˠDŽ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

LĐȒaumloacuteǓπϏβψșƳ ʈȁė ΜζφΤΚσϓϔ sup1ˡďsup1divideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋŔƭıdivideƲy

sup1ˡďsup1ˡyumliǓ ųƇɅ 8( sup1ˡďNJdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘɨʫ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒɩƘǓ

lɼȒOumlƽsup1ʟLjiuml HŬě ωΤΩΒψ lɼȒOumlƽsup1ʟLjiuml

ųˋŏŬordf ǁʉAringfrac14 ΫσϏλϏΨ lɼȒʃğέχαβ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸϞˢƹsectƯ

sup1ˡďsup1ˡyumliǓμχϏΪ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďƟʼUcircdivideiǓsup1Ƙ

sup1ˡďNJdivideƲy iˏȥNtilde 8( LĐȒ˷ȝƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďsup1ˡyumlǓjȣoacute

ųˋŏŬordf ȗ13Ƥ ųκϏΨ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂυΤΨςϏΩ lɼɛ ίΔϏΜ ȡfrac34divideȒ˝Iumlɑɍϔ

sup1SȒsup1SyumlɈ ugraveɿʼnė ΣϏξίιίι sup1SȒsup1Syumlέyuml

lɼȒOumlƽyumlǔdivide ȑs Θίϊ lɼȒOumlƽyumlǔdivide

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ːŏʰfrac14 Ljŀ˧ ȡfrac34divideȒʊ˴oacute[

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ecircIacuteċ Ljŀ˧ lɼȒOumlƽyumlɻǿƯ

ƝecircȒŨȁdivideƲy ű3İ 8( ĽIuml ƝecircȒŨȁyumlʻB

ȡfrac34divideȒƖǂΚϏίϏΜ sup1ʈq ΛρΰόβψδΉΤΚσ ųǗȸLjbrvbar

ȡfrac34divideȒƖǂΚϏίϏΜ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteugraveograve

LĐȒaumloacuteĴȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

lɼȒOumlƽyumlǔdivide ȑs Θίϊ ĽIuml lɼȒĆęƯ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒĆęοΤΞƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒŬŤƽyumlƽ˟Ư

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ lɼȒɩƘƯ

ĬAtildeȒsup1ogravesup1Ǔ ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ogravesup1Ǔ

ƝecircȒŨȁdivideƲy İǣOslashş ƝecircȒŨȁdivideƲy

LĐȒaumloacuteǓ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ȡfrac34divideȒǂˀƲ zdivideĒČ 8( ȡfrac34divideȒǂˀƲ

ųˋɬǃˀƲ aacuteŶƻ ΛσΫΈ( ųˋɬǃˀƲ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlųLjiumlȅ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡparaǓ

sup1SȒWďyumlʊCǓ aacuteˏeɔ ΣϏξίιίι sup1SȒWďyumlʊCǓ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋsup1iexcl˸

sup1ˡďNJdivideksup1Ƙƿ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ecirců˱ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ograveȭȮ ΜζφΤΚσϓϔ LĐȒaumloacutepųƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

ȡfrac34divideȒƖǂΚϏίϏΜ Eumlȁraquoˇ λΰΊ ųˋsup1ȁjǂograve

sup1ˡďpǓͽsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂǓ zdivideĒČ 8( ȡfrac34divideȒƖǂǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ȡfrac34divideȒƖǂsup1iexcl˸

ȡfrac34divideȒǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

LĐȒaumloacuteyumlŮČȅ ˏɶƟ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďˡpʠŬordf ŵʙɱe ΞεόΚϏΝ sup1ˡďˡpǓŏʈˢƹsectƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒaumloacuteδΌΫΤΓΜ[

ȡfrac34divideȒʉdivideƲy ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒʉdivideƲy

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣi

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗέǣ

ȡfrac34divideȒǂˀƲĴȅϔ OacuteǢċY Θίϊ lɼȒl7ȅȍAumlƯparaIJϔ

ǪůɏdivideƲy ecirců˦ė 8( ǪůɏdivideJ˟uml

ĬAtildeȒsup1ograveɝLjLjiuml ʥǣʡȠ ΣϏξοΊΐό ĬAtildeȒsup1ograveɝLjLjiuml

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒaumloacuteǓdžǥ

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıŏǓȸȱsect

˲igraveȒDzˏdivideƲy Ĺȁ5ċ 8( ˲igraveȒDzˏdivideƲy

lɼȒŬŤƽiexcl˸ șdivideŅŚ ΣϏξΦϏψΎϏΓ lɼȒŬŤƽiexcl˸

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒɭccedildivideatildeΦΨφ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedil϶ʈOacute˟͵Ʃʫ

ųˋdivideiexcl˸ aacuteŶƻ ΛσΫΈ( ȡfrac34divideȒǃyumliǃIumlɑ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

lɼȒOumlƽyumlsup1ʟǓ ˓ŬŌ ΔψϏΰϏκϏΊΝ lɼȒOumlƽyumlsup1ʟ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml sup1ˡǗƯ͵ǣ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ampȤŚ 8( LĐȒɭccedilǂ

ȡfrac34divideȒƖǂͷƘ ˝ʙdivideɲ Θίϊ ĽIuml ȡfrac34divideȒaeligƯ

ųˋǓjǂˀƲ aacuteŶƻ ΛσΫΈ( ĽIuml ųǗȸLjbrvbar

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒųǤȸǓ

sup1ˡďNJdivideksup1Ƙ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectʵ

sup1ˡďǓjȣoacute ųƇɅ 8( sup1ˡďǓjȣoacute

lɼȒ˿ecircyumlƹuacute˟ ȶ3ċ πϏβΉϏΧΉΤΓ lɼȒ˿ecircyumlʈoacute

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumldžograve Rț 8( ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒȶigrave~εΊ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( sup1ˡďnjœƯ

sup1ˡďNJdivide˝ŹƘ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlȃAumlǂ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒɭccedilǂ

sup1ˡďsup1ˡyumlsup1Ɵjɩȅ ųƇɅ 8( sup1ˡďiǓpʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectʵ

LĐȒȡıŏǓȸȱsect ampȤŚ 8( LĐȒłȝǤƭǓƯ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ϶ ƝecircȒ˫ʢoacuteƯ ϶

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( sup1ˡďpǓˏI[

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( ĽIuml LĐȒȡıƯ

sup1ˡďiumlȁĤigraveʠŬordf ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďiumlȁĤigraveʠŬordf

ȡfrac34divideȒƖǂǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǂˀƲ

ȡfrac34divideȒƖǂΚϏίϏΜ Ŷȥfrac14 Ȇ ȡfrac34divideȒƖǂθΊεχΤΛƯ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖ˷ʢʦƩƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteƯ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďEacuteƴdivideƲyordm4ecirc ampȤŚ 8( sup1ˡďNJdivideƲyƯ

ųˋdividejǂˀƲ ˣˉŅċ 8( ųˋdividejǂˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋƭųjɰƾI

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( LĐȒʈOacuteyumlƹƞordf

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂʉŮČȅ

lɼȒɩƘǓ ůǯſ1 εψϏΊόΩ lɼȒlɼǥƓʵ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaumloacuteǓ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒaringǂ

sup1ˡďsup1ˡyumlsup1Ɵjiħ_ograve ųƇɅ 8( sup1ˡďĤigraveǓƯ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂʉŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂůǯƯ

ȡfrac34divideȒƖǂsup1iexcl˸ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂsup1iexcl˸

ųˋǂˀƲɰǡƘ aacuteŶƻ 8( ųˋǂˀƲordmǹƾ

ųˋ˥ȁdivideƲy ĩXŚ 8( ųˋ˥ȁdivideƲy

ȡfrac34divideȒƖǂʉŮČȅ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖǂʉŮČȅ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

ȡfrac34divideȒƖǂRȁȅiexcl˸ ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂRȁȅiexcl˸

LĐȒȡıʇ˙ ampȤŚ 8( LĐȒȡıʇ˙

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂƁiumlƯ

ųˋdivideiexcl˸ `divideq Θίϊ ųˋdivideiexcl˸

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( ĽIuml sup1ˡďsup1divideƲyiʈ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıʇ˙plt

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlsup1ƟOǓ ampȤŚ 8( ĽIuml sup1ˡǗƯ͵ǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml lɼȒOumlƽyuml

sup1ˡďǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlǓjiǓ ȇȁŘ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

LĐȒʈOacuteǂˡȡʹ ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

LĐȒJȃΈΊφόΩ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʈ

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( ĽIuml sup1ˡďsup1ˡyumlǓjatildeǧdivideƲy

sup1ˡďsup1ˡyumlǓjȿǓ ųƇɅ 8( sup1ˡďsup1ˡǓFyp

LĐȒųǤjƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

LĐȒȡıʇ˙plt ampȤŚ 8( sup1ˡďNJdivideƲyiʈ

ȡfrac34divideȒƖǂǂˀƲEumlȅ ǁˏ 8( ȡfrac34divideȒƖ˷ʢǶograveƯ

ɵȒljƵdivideϓsup1ʟȅϔ ˓ŬŌ ΔψϏΰϏκϏΊΝ ɵȒljƵdivideϓsup1ʟȅϔ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ iűȥʃ ΓφεβΤΔϋόΝ ȡfrac34divideȒƖ˷ʢǓFy

ųˋƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲy

ųˋɬǃœRƄƘ igraveȁ˶ μϏοΊΩ lɼȒyumldivideyumlyumldivideɨʫų

sup1ˡďsup1ˡyumlǓjLjiumlʸ ųƇɅ 8( LĐȒȡıȸˢƹsect

sup1ˡďsup1ˡyumlǓjȣoacute ųƇɅ 8( LĐȒʈOacuteˢƹsect

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ zecircʰȄ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂůǯƯ

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒȡıȸˢƹsect

LĐȒȡıʇ˙plt ampȤŚ 8( LĐȒʈOacuteυΤΨήϏίϏƯ

ȡfrac34divideȒƖǂsup1iexcl˸ aacuteŶ+ 8( ȡfrac34divideȒƖǂůǯƯ

ȘȒOcircƧyumlŵȁdivide űoacuteȢfrac14 ΘόφΊΝ ȘȒOcircƧyumlaacuteȻɆǗy ΡΊχΓΜΝΑ

ȡfrac34divideȒƖǂǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂpůǯȲ

ųˋɷdivideƲy ĩXŚ 8( ųˋɷdivideƲy

LĐȒȡıŏǓȸȱsect ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒųȡıδΌχϏiexcl˸

sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlƠɮjEumlƴdivideƲy

LĐȒJȃΈΊφόΩƻȅ ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12jʛLj

LĐȒȃAumlǂLjǂI ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒǤǂsup1Ƙ ampȤŚ 8( sup1ˡďsup1divideǞǓƖ͵ǂ

lɼȒOumlƽicirc ampɿ4q ΣϏξΦϏψΎϏΓ lɼȒOumlƽŏǓ

sup1SȒʢˠȅːecirc ĉŵ˪Ȑ ΣϏξίιίι ĽIuml sup1SȒŴȿyuml_ʟB

sup1SȒWďǗŏœ˔ĻƩǚ divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syuml~Ȳ

LĐȒȡıδΌχϏΞόΡϏ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˰ŬδΌχϏordf

ȡfrac34divideȒƖǂyumlːƱjǂȅ divideȵƴ ϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ ȡfrac34divideȒƖǂyumlːƱjOumligrave[

LĐȒȃAumlǂLjǂI ampȤŚ 8( LĐȒȃAumlǂƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋfrac12ˢƹsectƩʫO

LĐȒȡıyumlLĐˀƲ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlLĐˀƲ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋdividejsup1ųˮ[

ųˋƭųjŨŚ aacuteecircȐʒ ΣϏξ˺aacutegt ȡfrac34divideȒǃyumliǃIumlɑ

ȡfrac34divideȒƖ˷ʢ˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒƖ˷ʢ˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųǗǃʢƩ˂iˉȋεΊi

LĐȒȃAumlǂLjǂI ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

lɼȒyumlsǓ żȁğƁ 8( lɼȒyumlsǓųˮxƩy

LĐȒȡıyumlųǤjƻȅʈ ograveȭȮ ΜζφΤΚσϓϔ LĐȒ˷ȝƯ

ȡfrac34divideȒƖ˷ʢǓ aacuteecircŁ Θίϊ ȡfrac34divideȒƖ˷ʢyumlˏƥƯ

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ ȡfrac34divideȒǃʢƩ˂~εΊi

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ ecircŪ Θίϊ lɼȒųǗƖŎ˂ʫʵ

ȡfrac34divideȒdivideoacuteΏΊψίϏΜ iűȥʃ ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒʉjǂˀƲ aacuteŶ+ ΚϏίΜδΊΦΉόΔ lɼȒiacuteƯƩnj

ȡfrac34divideȒǂˀƲϓƖǂ϶divideoacuteϔ mȁɔY 8( ųǗŬŤƽƯεΊͱέǣεΊ͵˟

ȡfrac34divideȒʉdivideƲy aacuteŶ+ ΚϏίΜδΊΦΉόΔ Ś ųǗɼΚϏίϏΜų Ϣ

ųˋdivideiexcl˸ ƨĦ Θίϊ lɼȒːʙƯ

ųˋfrac12j˥ȁdivideƲy ĩXŚ 8( lɼȒːʙƯ

ųˋƭųjŏŬordf Eumlȁraquoˇ λΰΊ lɼȒOumlƽyumlɻǿƯ

ȡfrac34divideȒdivideoacuteyumlĴograveΚϏίϏΜ ŶƟC ΓφεβΤΔϋόΝ lɼȒOumlƽyumlɻǿƯ

lɼȒOumlƽyumlǔdivideƲy HŬě ωΤΩηΤϏΝ lɼȒOumlƽyumlǔdivideƲy

ȡfrac34divideȒdivideoacuteyumlųĴograve OacuteǢċY Θίϊ Ś ȡfrac34divideȒƖǂǓFy

ȡfrac34divideȒƖǂθΊεχΤΛ ecircIacuteċ Ljŀ˧ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƁiumlǗǗyˉ

ȡfrac34divideȒdivideoacuteǓ mȁɔY 8( ȡfrac34divideȒǃLjiumlƽǂpų

ųˋsup1ȁjǂograve iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒaeligǓpųɄ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒdivideoacuteƯƖŎ˂ʫplt

lɼȒordmƽaacuteǔ͵Ȟ șdivideŅŚ ΦϏψΎϏΓ lɼȒordmƽaacuteǔ13F˂ύs

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ 8( ȡfrac34divideȒǃyumliǃ

LĐȒɭccedilyumlnjƭƽǓƯ ŵǃřƴ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectƯ

LĐȒaumloacuteyumlŮČȅ ecirců˱ ΜζφΤΚσϓϔ LĐȒȡıȸˢƹsectͱʈOacuteˢƹsect͵˟

sup1ˡďsup1ˡyumlǓjLjiumlʸ sup1ʈċAuml ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsectƯ

sup1ˡďsup1ˡyumlsup1ƟǓ ʧʆ ΜζφΤΚσϓϔ LĐȒɭccedilǂ

lɼȒːʙǓ ȑs Θίϊ lɼȒOumlƽyumlːʙ

sup1ˡďsup1ˡyumlsup1ƟǓ ecirců˱ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

sup1ˡďpǓLjʿ˿[ ȍıouml ΨΤζέΤΨ sup1ˡďȽ1ƯɄ

ˋďOacuteƽyumlȂɪ ŵůƟM 8( LĐȒoacuteˈȅƯ

ȡfrac34divideȒʉjǂˀƲ İȁɓ 8( ȡfrac34divideȒʉjmacrˀƲ

ȡfrac34divideȒʉdivideƲy sup1ʈq ΛρΰόβψδΉΤΚσ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ųˋȶɬƄƘ[

sup1SȒsup1SyumlƽdivideƲy Ŭ3Ś ΣϏξίιίι Ś WďǗ϶ampǤ

ȡfrac34divideȒƖǂǓsup1iexcl˸ aacuteŶ+ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓsup1iexcl˸ͷƘ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

ȡfrac34divideȒƖǂyumlǂˀƲ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlǂˀƲ

sup1SȒsup1Syumlsup1ˏdividesup1ˏdivideƘ ĉŵ˪Ȑ ΣϏξίιίι ĽIuml ȣigraveȒˋˈɯȁȅœȀɣcʬƯ

ųˋdivideiexcl˸ Ʊ΅ͼ 8( ųˋdivideiexcl˸

sup1ˡďlaquoyumlʔʎƈȅʈ ʳIacute ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒȡıyumlfrac12jǓograve ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyuml˷ȝj

ȡfrac34divideȒƖǂyumlǂˀƲ ːecircǠ ΚϏίΜδΊΦΉόΔ Ś ˲igraveȒǫLjyumlampʚecirc

sup1ˡďlaquoyumlșƽdivideƲy ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďƶsup1ƽƶijƯ

ųǗƖŎ˂ʫdivideoacuteugraveograve ecircIacuteċ Ljŀ˧ ȡfrac34divideȒdivideoacuteyumldivideoacuteŏsect

ųˋƭųjŏŬordf ĝɿ˦ʃ λΰΊ lɼȒǃEumlƯ

ȡfrac34divideȒʉjŮČˀƲ ǁˏ 8( ȡfrac34divideȒʉjǂˀƲ

LĐȒȡıyumlfrac12jǓogravepȅ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlfrac12jǓogravepȅ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıλϏΨΈΊφόΩώΈΡϏνΪψ[ ampȤŚ 8( ĽIuml LĐȒȡıλϏΨΈΊφόΩ

LĐȒȡıyumlųǤjoacutesup1Ƙ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

LĐȒaumloacuteyumlơĐdivideƲyˡȡʹϔ ampȤŚ 8( sup1ˡďNJdivideƲyƯ

sup1ˡďsup1ˡyumlƠɮjƟʼUcircdivideƲy ƚȂ˦ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ȡfrac34divideȒƖǂyumlːƱjOumligraveƩʫ ɿƺȢ 8( ȡfrac34divideȒƖǂyumlːƱjOumligravedivideƲy

sup1ˡďNJdivideksup1Ƙ acuteȥƗ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋǓjǂˀƲ aacuteŶƻ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯ

˲igraveȒǂŵyumlȁograveȅʴdivide ˌʆƛ ΈάΤΨϔ ĬȘȒǑɓmograveȁB

sup1SȒsup1Syumlː˂divide ĉŵ˪Ȑ ΣϏξίιίι sup1SȒsup1SyumlέyumlǹƑέǣdivide

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( sup1ˡďNJdivideƲy

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ 8( sup1ˡďNJdivideƲy

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ 8( LĐȒȡıλϏΨΈΊφόΩ

ȡfrac34divideȒƖǂyumlʉdivide Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivide

LĐȒȡıyumlǓograveiiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ųˋŔƭıdivideƲy˒ordfϡɷdivideƲyϔ ǁʉEcircȄ ΫσϏλϏΨ ųˋɷdivideƲyƘɠ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlsup1sup1Ƙ

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂǓͷƘ

LĐȒaumloacuteyumlǂȅ ˏɶƟ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyi

sup1ˡďlaquoyumlȿǓŏȅ ampsIcircɔ ΜζφΤΚσϓϔ Ś sup1ˡďlaquoj

sup1SȒsup1Syumlsup1ˏdivideƲy ɷːʡČ ΣϏξίιίι ĽIuml sup1SȒWďǗŏœ˔Ư

sup1SȒsup1SdivideɦƘ Acircˏɓ ΣϏξίιίι sup1SȒsup1SdivideɦƘ

LĐȒȡıyumlųǤjȸugravej ƶʆŋ ΏΤΨΞΊ LĐȒJȃΈΊφόΩilt

sup1SȒsup1Syumlsup1ˏdivide ɿů˦ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ȡfrac34divideȒƖǂyumlʉdivideƲy űIacute Θίϊ ȡfrac34divideȒƖǂş

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ Acircˏɓ ΣϏξίιίι sup1SȒWďǗμχόΰωΜƯ

ųǗƖŎ˂ʫdivideoacuteugraveograveƯ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƦư˞

LĐȒȡıλϏΨΈΊφόΩ ƶʆŋ ΏΤΨΞΊ sup1ˡďʙdivideB

LĐȒȡıyumlfrac12jǓogravepiexcl˸ ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumlƩjregʙƯ

LĐȒȡıyumlųǤjĞĜsup1Ƙ ampȤŚ 8( LĐȒȡıyuml˷ȝLj˒I

ȡfrac34divideȒdivideoacuteyumlǂˀƲĴograveϔ sup1shy˦ Θίϊ ȡfrac34divideȒǃyumlƽǂƯ϶

ȡfrac34divideȒdivideoacuteyumlǂˀƲųĴograveϔ űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒǃyumlƽǂƯ϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďƶiˈĤigraveǓƯ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϓϢϔ Ś

lɼȒŬŤƽyumlaacuteƙdivideƲy ŬűYfrac14 8( lɼȒŬŤƽyumlaacuteƙdivideƲy

ȡfrac34divideȒƖǂǓθΊεχΤΛ ecircIacuteċ Ljŀ˧ ĽIuml ȡfrac34divideȒƖǂyumlůǯpƯ

sup1ˡďșyumlsup1ƽƷ Ʈ΅ͱ 8( Ϣϔ sup1ˡďsup1divideƲy

sup1ˡďșƽǞǓ Ʈ΅ͱ 8( sup1ˡďsup1divideƲy

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideɭȭƘ

ȡfrac34divideȒƖǂyumlʉjǂˀƲ İȁɓ 8( ĽIuml ȡfrac34divideȒƖǂyumlůǯLj˒IƯ

LĐȒȡıλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒ_zdivideƯp϶

sup1ˡďƶiˈsup1ƽdivideƲy ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlȿǓǂUcircȅ

˲igraveȒordmȳdivideƲy ȗˏȓė ΈάΤΨϔ Ś ˲igraveȒǂǕƯ

lɼȒŬŤƽyumlaacuteƙdivideƲy dividesup2Ȕ ΣϏξΦϏψΎϏΓ ĽIuml lɼȒŬŤƽyumlaacuteƙdivideƲy

sup1SȒsup1Syumlsup1ˏdivide Ǐsȥˊ ΣϏξίιίι ȣigraveȒEacuteograveƯ

LĐȒaumloacuteyumlaumloacuteǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1divideƲyiʈ

ųˋƭıdivideƲy ĩXŚ 8( ųˋƭıdivideƲy

sup1ˡďiumlȁyumlĤigraveʠŬordf ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircȅlaquoƶiǓ

sup1ˡďlaquoyumlǂUcircȅΟάφψșƳ[ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlǂUcircˀƲ

LĐȒaumloacuteyumlaumloacuteǓƯȲ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

sup1ˡďlaquoyumlǂUcircƷ Ʈ΅ͱ 8( sup1ˡďlaquoyumlǂUcircȅΟάφψșƳƄƘ

lɼȒŬŤƽugraveograveLjͺ΄ʈlt űȠ ΦΉωΏΈόΔφϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

ȡfrac34divideȒƖǂyumlʉjŮČȅ Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ĽIuml ȡfrac34divideȒƖǂyumlůǯƯ

ųˋɕȁƯ Eumlȁraquoˇ šLjccedil divideoacuteugraveograveͱŬŤƽugraveograve͵˟

sup1ˡďsup1ˡyumlpǓφΊΪϏiexcl˸ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlpǓˏ[

ųˋŏŬordf aacuteecircȐʒ ΣϏξ˺aacutegt ųˋŏŬordf

lɼȒlɼǓƯ ecircȁraquo ΫσϏλϏΨ ĽIuml ųǗǃʢɨʫfrac12~εΊ

sup1ˡďlaquoyumlȿǓŏȅƯ ǖdivideƺ| ΣϏξϋΊΝήϏΨ sup1ˡďlaquoyumlșƽdivideƲy

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlșƽdivideƲy

˲igraveȒsup1divideǓ degƫƟfrac14 ˲igraveΚϏϋϏΩ ˲igraveȒĞ[oacuteǓsectˢBȵ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ĽIuml ĽIuml ųǗέǣʵ

sup1ˡďsup1ˡyumlǓjLjiumlʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyiʈ

lɼȒŬŤƽǓ iigravesup3 εψϏΊόΩ lɼȒŬŤƽyumlƽ˟Ư Ϣ

ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ ƁůƟyacute μψΐΩϏψ ɵȒͳyumlŕıdivideϓ˅ǺdivideƿǦϔ

sup1SȒsup1Syumlsup1ˏdivideƲy divideʈʾˇ ΣϏξίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒXƁdivideƲy HŬě ωΤΩηΤϏΝ ɵȒƹoacuteŏǓ

sup1SȒsup1SyumloacuteƷ OacutesȖŚ ΣϏξLjɾ sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋŏŬordf Eumlȁf šLjccedil ųˋƭųj~ʠŬordf

sup1ˡďNJdivideƲy ʧʆ ΜζφΤΚσϓϔ LĐȒʈOacuteˢƹsect

ȡfrac34divideȒvʺɩijltΦΨφ ˺˟Ĥ 8( ȡfrac34divideȒƖ˷ʢyumlǶograveƯiʈ

sup1ˡďsup1ˡyumlǓjLjiumlʸœʸ7Đ[ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥƯ

ƝecircȒɃέdivideƲy ɿű2| ΰΤΚτόεψϏ ƝecircȒɃέdivideƲy

sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ ȇȁŘ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ ϔ

sup1ˡďsup1ˡyumlNJdividejkίΊΰΜ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽƯ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlșƽdžǥʈ϶

ȡfrac34divideȒdivideoacuteyumldžograveųǬΚϏίϏΜ ǁȁ Θίϊ lɼȒOumlecircȅƯ

LĐȒľ4divide sup1ƈřė 8( divideȒsup1OȅBograveƯ

ȡfrac34divideȒƖǂƯ raquoȁě ΛΌΊΠό ȡfrac34divideȒƁiumlǗy

ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰě ȡfrac34divideȒːȁǗƽǂ

lɼȒŬŤƽůɩίϏΜ aacuteƱǛ ΣϏξΠψΦΉϏ lɼȒŬŤƽůɩίϏΜ

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǗƯ͵ǣ

ųˋųǓfrac12ˢƹsect ʁs˪ŝ šLjccedil ųǗƖŎ˂ʫʵ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil divideoacuteugraveograve϶ŬŤƽεΊ˟

lɼȒiacuteLjiuml ȑs Θίϊ lɼȒEumlIJˈOumlecircȅ

sup1ˡďlaquoyumlșƽdivideƲy ǭigravesup1 ΚϏΖϏΨ ĽIuml sup1ˡďsup1divideatilde

sup1ˡďsup1ˡyumlǓjordm4ecirc ʧʆ ΜζφΤΚσϓϔ LĐȒȡıyumlƩƯ

ȡfrac34divideȒƁiumlǗ aacuteecircŁ Θίϊ ȡfrac34divideȒǃyumlƦư˞

ȡfrac34divideȒƖǂƯ ˯ʧEumlƴ ΛΌΊΠό ȡfrac34divideȒdivideoacuteyumlųǬΚϏίϏΜ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ΣϏξώΚϏπόΑϏ ųǗέǣ

ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ŧŖ Ś ȡfrac34divideȒůǯƯ

ųˋųǓfrac12ˢƹsect Eumlȁraquoˇ šLjccedil ȡfrac34divideȒůǯƯίϏΜ

ųˋŔƭıdivideƲy divideoacuteƺ ΫσϏλϏΨ ųˋɕȁƯɕȁȰǓ[ϔ

ȣȒsup1˼ˈsup1˼ȅsup1ograveƯ ȣograve˩ ΜζφΤΚσϓϔ ȣȒaacuteǂyumlaacuteǂǗϓsup1Δχϔ

ĬȘȒʛdivideǀhΞόΡϏʲ ˌʆƛ ΈάΤΨϔ ˎȒɕyumlȡograveƯ͵ǣ

ȡfrac34divideȒmiddotŁdivideƲy ǁˏ 8( Ś ĽIuml ųˋmiddotŁdivideƲy

LĐȒȡıyumlλϏΨΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıǓ

LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ sup1ˡďNJdivideƲyƯ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

lɼȒȍǂȞ ŵȁɔM εψϏΊόΩ lɼȒȍǂȅƁů

LĐȒɭccedildivideƲy ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumlʵ

ȘȒȘyumlSdivide ʈY ΣϏξĶ˧ ȘȒSdivideĀăȁumlsect

ȡfrac34divideȒƖǂyumlʉdivideƲy Ōɿ3ŋ ΚϏίΜδΊΦΉόΔ Ś ȡfrac34divideȒHŠograveų

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumloacuteǂȅpiumlsup2 ograveȭȮ ΜζφΤΚσϓϔ LĐȒȡıyumloacuteǂȸugravej

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒƖǂyumlsup1igravedivide

LĐȒȡıyumlJȃΈΊφόΩ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯʈ

ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy ˓ŬĪ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlʉdivideƲy

sup1ˡďsup1ˡyumlsup1ƟǓ ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ųˋɕȁ mȁɔY ΣϏξ ȡfrac34divideȒƖ˷ʢyuml˝ƱƯ

ȡfrac34divideȒƖǂyumlsup1igravedivide igraveůĮˇ ΡΊΩχΤζΜ ȡfrac34divideȒsup1igravedivideraquoȁƘƿ

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ΡΔϒχχϏΜζϊΔφξ

ΜΝΑ͵PĺΧϏΡ ͻͱͽϡ

Ċŧœ u˝ -ɑ χΈ ńƿə ńƿəijeacute Ċŧœ u˝ G˝ 0ˎ -ɑ

ϩϨϱ ȡfrac34divideȒǃyumloacuteǓ ǁLjĤq ΡΊΝ ȡfrac34divideȒǃyumloacuteǓ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒǂˀƲ ˰Ƶdegɓ μχόΓφε ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ȡfrac34divideȒƖ˷ʢyuml˝ǃǓ ɶUĭˇ ΰΫΤΓόΜ ȡfrac34divideȒƽǂƯɄϓЃЗͿǞordfϔ

ϩϨϱ ųǗϾЅϾЖϿКLjГЌИ divideoacuteƺ ΫσϏλϏΨ ȡfrac34divideȒˍǂ[

ϩϨϱ sup1ˡďsup1ˡyumlsup1Ɵjsup1ƟOǓ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďȽ1Ư

ϩϨϱ ųˋŔƭıdivideƲy ǁʉEcircȄ ΫσϏλϏΨ ϶ ųǗɼЈϽАЛϽЉʈltƯϓƩnj϶ϔ

ϩϨϱ sup1SȒsup1SyumlƽdivideLjƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideLjƘ

ϩϨϱϓȸųВЛϿЈϽАЛЉϧϔ

ȡfrac34divideȒƖǂǓ ɰŶd ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨ lɼȒ˿ecircyuml͵Ȟ șdivideŅŚ 8( lɼȒdivideǞoIumlɑɍϓƯɍϔ

ϩϨϱ sup1ˡďsup1ˡyumlǓjǓsup1ƘpǓ

ɿigrave3ʃ ΞεόΚϏΝ sup1ˡďlaquoyumljȲʈϵ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ɿű2| АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ƝecircȒƝecircyumlƝecircpǓ

ʙDyacute АМϼЈϻКБЛИϽ ƝecircȒƝecircyumlƝecircpǓ

ϩϨϱ ČograveȒČograveyumlʈjordmǘdivideƲy

ŏɅ ΣϏξκφϏμό ČograveȒČograveyumlʈjordmǘdivideƲy

ϩϨ lɼȒlɼyumlǂˏƯ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsyumlșƳ[ЈϽАЛϽЉ

ϩϨϱ ųˋmiddotŁdivideƲyϓdivideoacuteltϔ

iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋmiddotŁdivideώLjɗxdivideƿʵ

ϩϨϱ LĐȒʈOacuteyumlʈOacuteǂˡȡʹǗiumlɐ

ampȤŚ ΜζφΤΚσϓϔ LĐȒʈOacuteyumlʈOacuteǂΕϏΠό

ϩϨϱ ųǗĴograveϭϪϪЈϽАЛϽЉ ecircoacute˦| ΚϏκΫΈυΤΨΓφε ųǗdivideoacuteugraveograveͱέǣϥεΊ˟Ʃnj϶ϵ

ϩϨϱ ųǗdivideoacuteЈϽАЛϽЉ ɿsEacute ƖǂβψδΉΤΚσ ųǗƖǂЈϽАЛϽЉ

ųǗdivideoacuteƯЈϽίϏΜ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Ʉ ųǗĴograveƯ

ȡfrac34divideȒƖǂyumljsup1igravedivide

igraveůĮˇ 8( ȡfrac34divideȒƖǂyumljsup1igravedivide

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlĴȅ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ȡfrac34divideȒdivideoacuteyumldivideoacutejsup1divideȅ

ϩϨϱ ČograveȒʈjordmǘdivideƲy ŏɅ ΣϏξκφϏμό ϙϙŞ˵ ČograveȒordmǘdivideƲyɺˎugraveƋϐʊ˴ugraveordfǐɩordfƄƘƯ

ϩϨϱ lɼȒOumlƽyuml șdivideŅŚ 8( Ϣ lɼȒǃEumlƯ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

sup1ˡďsup1ˡyumlǓjLjiumlʸȏ

CIumlŇfrac14 ʐƜă sup1ˡďƠɮjƆȅȏϓʸȨƃograveϔ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ɵȒƩıyumlƃdivideϓ˅Ǻdivideƿʵϔ

ƁůƟyacute μψΐΩϏψ ɵȒƩıyuml˅ǺdivideƲy[

ϩϨϱ LĐȒȡıyumlųȡıǓ ƨĦ Θίϊ LĐȒʈOacuteˢƹsectƯϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1ˡďsup1ˡyumlsup1ƟjatildeǧdivideƲy

ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďsup1ˡyumlǓjȣoacuteatildeǧdivide

ϩϨϱ lɼȒyumlsǓ mȁɔY 8( lɼȒAacuteύoacutesectˢ

ϩϨϱ ȡfrac34divideȒƖǂyumlʉdivideƲy

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

sup1SȒsup1Syumlsup1ˏdividedivideǎ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

ϩϨϕϚϚϘϟϜ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ȡfrac34divideȒȔȅiacuteƯ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ ȁʰěϓЋИЎЀϹϽЌϽБЖϿЙϼЌЛϽЉЛЅЖБЛϔ

ЗЗϽЉĝSȪͰordfijͰPĺ

ɉˁœʼnͼ͵ȩcʩˬ

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ϩϨϱ lɼȒŬŤƽyumlaacuteƙdivideːŬƘ

ǵsƟ Θίϊ lɼȒaacuteƙdivideƲymicroŐϝŞ

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 ϡ sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱ lɼȒǃEumlyumlʉŚdivideƿ

ɹˏƟ˂ ģƹƾđ lɼȒǃEumlyumlȋǣϓœ͵RχΈϔ

ϩϨϱ ȡfrac34divideȒdivideoacuteƯ˺͵not aacuteƱǛ lɼΠψΨ ȡfrac34divideȒdivideoacuteyumlĴograveЈϽАЛϽЉ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒœǿʲ

ϩϨ lɼȒyumlsyuml Egraveş ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyuml

ϩϨϱ sup1SȒsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨϱϓųВЛϿЈϽАЛЉБϸЉЌϔ

ȡfrac34divideȒĴograve ȲDžš ωΤΩηΤϏΝ ȡfrac34divideȒƖ˷ʢyumliǃƯ

ϩϨ igraveecircȒœǿʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ LĐȒʥȭyumlȣǃB

ϩϨϱ ϯϬϡ sup1SȒsup1Sdividezď űM ίιίι sup1SȒsup1SdivideďOsup1Ƙƿ

ϩϨ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideƲy

ϩϨϱ ȡfrac34divideȒȑƔdivideȡdivideƘĉshylt

sup14ė 8( ȡfrac34divideȒȑƔdivideƲyɳύoacuteltsectˢ

ϩϨϱ ȡfrac34divideȒdivideoacuteyumlųǗǂЈϽАЛϽЉ

ːecircǠ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒǃyumlǃLjiumlƯ

ϩϨϱ ųˋųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗέǣϥεΊƯ

ϩϨ lɼȒ˿ecircyumlƯ șdivideŅŚ 8( lɼȒEumlIJˈOumlǃȅpǧʙ

ϩϨ lɼȒOumlƽyuml șdivideŅŚ 8( lɼȒOumlƽicirc

ϩϨϱ ųǗLjιΡψʲ aacuteƱǛ lɼΠψΨ lɼȒɼǓ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴyumlɤŴdivide

ϩϨ igraveecircȒ=[yumlampˍʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ųǗɕȁȰǓƯ aacuteƱǛ lɼΠψΨ ųǗΈΓΈφΊό

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlsup1SdivideďOsup1Ƙƿ

s5 sup1SȒsup1Syumlsup1SdivideďOsup1uml

ϩϨ igraveecircȒ=[yumlampˍʵ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ=[yumlampˍʵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ϓϡϔ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideƽƘ

ϩϨϱ ųˋfrac12jʛLjiexcl˸ Oȁƥģ 8( ųˋfrac12jʛLjƩȀiexcl˸

ϩϨϱ sup1ˡďsup1ˡyumlNJdividejkАЛϿАМЉ

ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡyumlNJdivideƧj

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ϡ ųˋplusmnȁjĉϓɷdivideϔ

ϩϨϱ LĐȒȡıyumlųǤjƻȅųiltiumlsup2

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨ ČograveȒȣecircyumlȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʵʲ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒȡıyumlaringǂ

ϩϨ ųˋǓjLjiuml ȼŇě εψϏΊόΩ ųˋɬǃœ͵RƄƘ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1˸ ǁˏ ΔψϏΰϏκϏΊΝ lɼȒǃEumlƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteyumlaringǂ

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ LĐȒȡıyumlųǤjȸugravej

ƶʆŋ ЂϼЎЊϿ sup1ˡďNJdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƲy ɷːʡČ 8( Ϣ sup1SȒœRȅȔ˅ƯϓWďǗϔ

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivideƿ

ϩϨϱ sup1SȒsup1SyumlƽdivideƽƘ

ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ LĐȒʈOacuteyumlʈOacutesup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ϩϨϱ ȡfrac34divideȒƖǂyumlŏecirc igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųǗЌЇƁϓHŠograveʵϔ

ϩϨϱ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlJȃϾϿЖКЎЛƘ

ϩϨ lɼȒsup1IJicirc ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒEumlIJˈOumlecircȅ

ϩϨϱ ˋďȂɪdivide ːAumlĢ 8( ˋďȂɪdivideƲyϓȡoacuteltϔ

ϩϨ ȣȒ˸ȳdivideƿ

żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿ

ϩϨϱ sup1SȒɤŴyumlɤŴdivide iacuteȁŏ ϣϬϡ sup1SȒɤŴyumlŝdivideƲy

ϩϨϱ sup1SȒsup1Syumlƽdivideƿ ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide 4

ϩϨ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideƿ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlƽdivide

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ecircċ ЈϽІЛϽЎ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒʈOacuteyumlaringǂ ȣograveĠ ΞεόΚϏΝ LĐȒʈOacuteƯ

ϩϨϱ LĐȒʈOacuteyumlƽȔȚȅƽǓ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjnjƭǂȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ LĐȒȡıyumlųǤjoacutepȅ

ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjcediloslash ƘůI+ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyƯ

ϩϨ igraveecircȒ7ŊyumlƅdivideƲy ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlƅdivideƲy

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlĖdivideƲy

ϩϨ lɼȒŬŤƽyumlaacuteƙdivide ȼŇě εψϏΊόΩ lɼȒŬŤƽyumlaacuteƙdivide

ϩϨ ȣȒ˸ȳdivideƿϴϵ żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivideƿϴϵ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

Űecirc ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱϓųВЛϿЈϽАЛЉϲϔ

ȡfrac34divideȒǂˀƲ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒǂˀƲ

ϩϨ ȡfrac34divideȒɳύoacuteyumlaacuteRdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivideϚϴϵƿ

ϩϨϱ ųǓʈɨʫ ɰŶd ωΤΩηΤϏΝ ųǗfrac12ˢƹsectʈΦΨφ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide 4

ϩϨϱ ųˋųǥƓʲϓͳͿʹϔ

aacuteƱǛ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ųǗdivideoacuteugraveograve͵ĵ[ϵ

ϩϨϱ ųˋsup1ȁjmiddotŁdivideƲy [middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųˋɕȁȰǓˮƹnot[

ϩϨϱ ȡfrac34divideȒƖǂǓsup1iexcl˸ ōɿ3ŋ ΚϏίΜδΊΦΉόΔΓφε ȡfrac34divideȒƖǂǓsup1iexcl˸͵ȍǥ

ϩϨϱ ųˋfrac12ˢƹsectųɨʫ Ɓqǘ 8( ųǗȸLjbrvbarʲ

ϩϨϤϮ ȡfrac34divideȒtimesdivideȅȑƔdivide ˓Ŭċ ЉЄϼЎЛϾЈϼЎЛϔ ϣϬϡ ȡfrac34divideȒȑƔdivideȡdivideƘƿ

ϩϨϱ ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼƯ

ϩϨϱ sup1SȒɈůȁdivideƲy iacuteȁŏ sup1SȒʢˠȅȡoacuteƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlpůǯ ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ŧŖ Ś Ś Ś ȡfrac34divideȒǃyumlːȁB

ϩϨ ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

żȁƻˇ 8( Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ ɵȒljƵdivide aacuteŵ˪ė ɵȒljƵdivideƿ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy iacuteȁŏ sup1SȒųųˈųȅϓƽBƯϴϵϔ

ϩϨ ȡfrac34divideȒȑƔdivideƿ iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlƯ yƟ μοΊΩΈόΔφϏΝ Ś Ś Ś ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱϓųВЛϿЈϽАЛЉϧϔ

lɼȒǃEumlyumlɦǂƯ ĵshyIacute 8( Ś Ś ȡfrac34divideȒǃyumlʕȞB

ϩϨϱ ųˋɷdivide Egraveş ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒǃyumlƦư˞B

ϩϨϱ sup1SȒsup1SyumlƽdivideLjsƘiuml

ʞ[˩ˇ 8( ϡ˵ sup1SȒƽdivideLjsƘƿlt

ϩϨϱ LĐȒȡıyumlųǤjƻȅʈ

ȊȁŘ ΜζφΤΚσϓϔ ϶ ƝecircȒέogravei

ϩϨϱ ȡfrac34divideȒƖǂyumlŏʉƘ

ǁˏ ΔψϏΰϏκϏΊΝ Ş˵ ȡfrac34divideȒdivideoacuteugraveogravepʈɄϴϵ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( Ş˵ ȡfrac34divideȒdivideoacuteugraveograveiųɄϴϵ

ϩϨϱ sup1ˡďƠɮjƃograveEumlƴdivideƲy

ampȤŚ sup1ˡďsup1divideƲyϵƯ

ϩϨϱ LĐȒľ4divideƲy ȁNtildeOslash ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideϰ~ɐƘ͵

ϩϨϱ sup1SȒsup1Syumlƽdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1SyumlƽdivideecircLjƘ

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ aacuteŶũfrac12 ϲ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ ȡfrac34divideȒĴograveʵ ampʢDŽʯ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒsup1SyumlƭdivideƲy iacuteȁŏ sup1SȒέyumlƯ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1SdivideƽEcirc ɷːʡČ 8( sup1SȒsup1Syumlsup1SdivideƽEcirc

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4divideƲyƯ

ϩϨϱ ǪůȒordmɶˈsup1ȗˏȅaacuteLjiuml

wsˆě 8( ǪůȒsup1ȗˏȅƭĝ

ϩϨϱ ȡfrac34divideȒƖǂyumljůǯiexcl˸

[middotǠ ΏϏψφόΩδΉΤΚρϏΝ ųǗŰȁǗO

ϩϨϱ sup1ˡďșƯ ɤI ΞεόΚϏΝ sup1ˡďlaquojƯ

ϩϨϱ ȡfrac34divideȒƖǂǓ igraveůĮˇ 8( ȡfrac34divideȒƖǂǓ

ϩϨϱ sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďijƽϓNJdivideϔ

ϩϨϱ ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒljƵdivide

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( Ś Ś ȡfrac34divideȒȑƔǗograveƯ

ϩϨ lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyuml͵Ȟ

ϩϨϱ LĐȒľ4divideƿϓɍĈsup1Ƙpϵϔ

˝ʙdivide˦ŝ ΊϊϏΠψΨΎϏΡϏ Ś Ś Ś LĐȒľ4ˈɍĈƯ

ϩϨϱ ȡfrac34divideȒƖǂyumlsup1igravedivide ɿȁĭˇ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlsup1igravedivide

ϩϨ ŏǟȒɷdivide ˰ecircɪČ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒɷdivide

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒƖ˷ʢůǓ

ϩϨϱ sup1SȒsup1Syumlsup1ˏdivideƲy űŢ ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ϩϨϱ sup1SȒsup1Syumlsup1ˏdividesup1ƽȈ

ĉŵɃŚ 8( sup1SȒŴȿyumlƯ

ϩϨϱ ˲igraveȒǨƽyumlžecircdivideƲy degʆģ ˲igraveΚϏϋϏΩ ˲igraveȒǨƽyumlȁatilde͵Ljiuml

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ϩϨϱ sup1SȒsup1ˏdivideɩů ǏŮIacute ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1ˡyumlʈNJdividejȡoacutedivide ecircċ ЈϽІЛϽЎ sup1ˡyumlʈNJdividejȡoacutedivide

ϘϗϗϠϚϘ poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨ ųˋɷdivideƿ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ųˋɷdivideƿ

ϩϨϱ ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

Rȁƻ 8( ˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ϩϨϱ sup1SȒsup1ˏdivideɩůƘƿ ɿ˦ sup1SȒsup1ˏdividenjʷ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ϩϨ sup1SȒsup1ˏdivideŵigrave iacuteů˪ė ίιίι sup1SȒsup1Syumlsup1ˏdividenjʷ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1ˏdivideɩůsup1Ƙƿ

ϩϨϕϚϞϙϚϗ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiuml

ϩϨϱϕϘϗϞϠϗϝ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƖǂyumlůǯƯ

ϩϨϱϕ ųǗųǥ Eumlȁraquoˇ 8( lɼȒųǗƖŎƘʵ

ϩϨϱ LĐȒaumloacuteyumlaumloacuteǓ ƨĦ Θίϊ LĐȒccedilƯ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivideƲy

ϩϨϕ ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒǃyumlıƯ

ϩϨϱ sup1ˡďsup1ˡyumlƠɮjiǓȍƽ

ˠ5Iacute 8( sup1ˡďNJdivideatildeilt

ϩϨϱϕϘϗϛϝϘϙ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓ

ϩϨϱϕϠϜϘϙϠ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ Žˏvİ ϲ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

ϩϨ ȘȒȘyumlȘǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ȘȒȘyumldivideƲyϴϵƿ

ϩϨϱ lɼȒƽyumlŏœ˔ńƩy

aacuteƱǛ lɼΠψΨ lɼȒŬŤƽǓO

ϩϨϱ ųǗųǥƓ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒordmɕB

ϩϨϱϓųВЛϿʹϔ

ȡfrac34divideȒʉdivideƲy ɿȁʤƛˇ ιϋΊΨβϏΣ lɼȒordmɕB

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒDzˏdivide

ϩϨϱ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒƐsˈȑɪȅŏčB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒȔƯąAumlǞordf

ϩϨϱ ȣigraveȒqmiddotǗ ɿȁ3frac14 ΣϏξLjɾ ˝oacuteȒiŵǃˈǂ͵ůograveB

ϩϨ ȡfrac34divideȒʳyenLjiuml iquestecircdz 8( ȡfrac34divideȒǃyumlƦư˞Ư

ϩϨϱ sup1SȒsup1ˏdividenjʷ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

ųˋώųǥƓ Ţ δΉΤΚσϒδΉόΝ ųǗLjͺ΄ʲ

ϩϨϱϕϠϠϚϜϗ ȡfrac34divideȒdivideoacuteyumldivideoacutejlI

ampɿɔŚ 8( ȡfrac34divideȒsup1ăˀƲųˮ^ɋƩy

ϩϨϕ ȡfrac34divideȒȑƔdivideƲy yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ Ś ȡfrac34divideȒƖ˷ʢyumlograveǞǓƯ

ϩϨϕϚϝϞϙϜ lɼȒOumlƽyuml ampɿɔŚ 8( lɼȒOumlƽyumlsup1LjiumlϓiacuteǣdivideƲyϔ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideȀƋ˂ʫ

ϩϨϕϙϝϞϞϛ lɼȒ˿ecircyuml currenƭċ˩ ωΤΩηΤϏΝ lɼȒ˿ecircyumlƬFdivideϓiŲƄƘϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ LĐȒ_zdivideyumlWďǓΜϊϏζ[

ƒȔ ΊϊϏΠψΨΎϏΡϏ LĐȒ_zdivideyumlWďǓ

LĐȒʈOacuteυΤΨήϏίϏ Oacute 8( sup1ˡďNJdivideƲyƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivide

sup1ˡďǓjatildeǧdivideƲy ŵǃřƴ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓFy

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďǂUcircɨʫ5~ijiϴϵ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒʳyenLjiumlƯɄϘϖϘ

ŏǟȒźoacuteyumlȷograveLjiumlȞ

ʙyİ 8( ŏǟȒ˹ˈŽoacuteȅŽoacutedivideƲy

ϩϨϱ ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗńƿijϔ

lɼȒŬŤƽyumlLjιΡψ aacuteƱǛ lɼΠψΨ ųǗŬŤƽɨʫǥƓʵ

sup1ˡďlaquoyumlzdivide ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquoϞjiumlOtilde

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďlaquoyumlzdivide

ϩϨϱ sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒŴȿyumlǭˏƕǻƯ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒ˅ǺǔƯ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

ϩϨ lɼȒ˿ecirc ȹAumlIacuteOgrave ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃȅraquoIJƯ

sup1SȒɤŴyumlɤŴdivideƿ iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

sup1SȒɤŴyumlɤŴdivide iacuteȁŏ sup1SȒɤŴyumlɤŴdivideƿ

ȡfrac34divideȒɿƱyumlƵLjiuml iquestecircdz 8( ȡfrac34divideȒɿƱyumlƵLjiumlńƿijϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

poundǸȒģŬyumlɷdivideȦǣ ȶOĢ ģƹƾđ poundǸȒģŬyumlɷdivideȦǣ

ϩϨϱ sup1SȒsup1ˏdivideȍǝƘƿ ɿ˦ sup1SȒsup1ˏdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ŏǟȒ˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒ˳divide

sup1ˡďlaquoyumlșƽΰΊζφΊό

ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďlaquo5~ijpϵ

ϩϨϱ ȡfrac34divideȒŰȁǗ igraveůĮˇ 8( ųˋǂograve

sup1ˡďlaquoyumlsup1ǂiexcl˸ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

sup1SȒƽdivideLjsƘ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘ

ϩϨϱ LĐȒȡıyumlJȃΈΊφόΩƯ

ʈɒşƟ ΞεόΚϏΝ LĐȒȡıȰǓƯųƯϘϴϵ

ϩϨϱ ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlcurrenLjiuml

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivideϓ˅ǺdivideƿǦϴϵƿϔ

ɵȒsup1ƼȅljƵdivide ǐʲƻƴ ɵȒsup1ƼȅljƵdivide

sup1SȒsup1Syumlsup1ˏdivideɩů iacuteȁŏ sup1SȒsup1Syumlsup1ˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

Rȁƻ 8( ˲igraveȒOumlsup3yumlaacuteǠdivideƲy

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

ϩϨϱ ˲igraveȒƵƽyumlDzˏdivide ˏ˪ě ϲ ˲igraveȒƵƽyumlDzˏdivide

LĐȒ_zˈłȝȅǣdivideƲy

ƟŬA 8( LĐȒ_zˈłȝȅǣdivideƲyϓńƿijϔ

sup1SȒsup1Syumlsup1ˏdivide ǏŮIacute ίιίι ϶ sup1SȒsup1Syumlsup1ˏdivide

sup1SȒsup1Syumlsup1ˏdivideɩůsup1Ƙƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙƿ

ųˋƭųjų˭ˀƲ Ɓqǘ 8( ųˋƭųjų˭ˀƲ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveϓ͵ͻϔ

igraveecircȒȷigraveyumlɓ͵ǂʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵʲńƿijϔ

LĐȒȡıyumlųǤjoacuteǂ

Oacutedividen ΞεόΚϏΝ LĐȒɭccedilǂ

ŏǟȒʧyumlˠdivideƲy ʙyİ 8( ŏǟȒʧyumlˠdivideƲy

ȡfrac34divideȒȑƔdivideȏatildedivideƿǦ

iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1SȒsup1Syumlsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1Syumlsup1ˏdivideɧůsup1Ƙ

LĐȒȡıyumlnjƭsup1Ƙ ampȤŚ ΜζφΤΚσϓϔ LĐȒnjƭǂ

sup1ˡďiǓcedilƾ ampsIcircɔ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

sup1SȒsup1Syumlsup1ˏdivideȍǝƘƿ

ɿ˦ sup1SȒsup1Syumlsup1ˏdivide˂Ϙϗ~

sup1SȒɤŴdivide ĉŵ˪Ȑ ίιίι sup1SȒɤŴǗέƭώƣύͶ

sup1ˡďsup1ˡyumlpǓLj˒I

ƘȐȌ ΜζφΤΚσϓϔ Ś Ś LĐȒƽˈųǃȅccedilƯ

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒǃyumlƦư˞Ư

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒȑƔdivide

sup1ˡďNJdivideƧƩ˞ ʳē ЈϽІЛϽЎ LĐȒȡıȰǓͽȲʈ

sup1SȒsup1Syumlsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ˏdivideϓńƿǦƿϔ

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȑƔdivideȡdivideƘ

sup1ˡďsup1ˡyumlatildeǧdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďsup1ƟOǓ

ϩϨϕ lɼȒ˿ecircyuml ampɿɔŚ 8( lɼȒ˿ecircyuml

sup1SȒƽdivideLjsƘƿ iacuteů˪ė ίιίι sup1SȒƽdivideLjsƘƿlt

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒƖǂyumlsup1iexcl˸

lɼȒOumlƽ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveogravei

ϩϨϱ sup1ˡďsup1ˡyumlEumlƴdivideƲy ʈɒşƟ ΞεόΚϏΝ Ś Ś sup1ˡďώʙdivideǓƯɄ

sup1SȒsup1SdivideƲy s5 sup1SȒsup1SdivideƲy

ČograveȒordmǘdivideƲy aacutedivideţ ψϏζϔ ČograveȒordmǘdivideƲy

xȒɕȅordmȡdivide iuml5Ȑě ψϏζϔ xȒordmȡdivideƲyʵ͵ǂ

sup1ˡďsup1ˡyumlʈjEumlƴdivide ʈigraveƴ ЉЄϼЎЛϾЈϼЎЛϔ sup1ˡďƶˏǓ[

sup1SȒsup1Syumlsup1ˏdividedivideǎƘ

ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivide

sup1ˡďordm4ecircˀƲȣoacuteƘ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďpǓŬƽdivideƲy

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlO͵divide

ȡfrac34divideȒƁiumlǗ EǸb 8( ȡfrac34divideȒƁiumlǗœʥɩȕordf

ϩϨϱ ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

ϩϨϱ ȡfrac34divideȒƖ˷ʢůǓ Ɵ˩ 8( ȡfrac34divideȒˏograveˢƹsect˰ǥ

igraveecircȒ7ŊyumlEograveaacuteȁdivide ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒ7ŊyumlEograveaacutedivideȅ

ϩϨϱ sup1SȒEumleumldivideƲy Ȕ˛ʛ+ ΡΊΩμό Ś sup1SȒȅƯϓˢǤϔ

ȡfrac34divideȒȑƔdivide iquestecircdz 8( ȡfrac34divideȒ˜7Ư

ČograveȒȣecircǓʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ϶ ČograveȒȣecircǓiumlsup2

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒmiddotˈ˝ǂȅɞdividesup1Ƙ

sup1SȒƽdivide ĉŵɃŚ 8( sup1SȒƽdivideƲy

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

˲igraveȒOumlsup3yumlȁAuml͵ǃǓ njƱq ϲ ˲igraveȒOumlsup3yumlȁAuml͵ǃǓ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƁiumlǗ

lɼȒ˿ecirc ȑs δΊΦΉόΔϊΤϏΝ lɼȒ˿ecircyumlƬFdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒȡıyumlλϏΨΈΊφόΩųƯ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

sup1ˡďNJdivideksup1Ƙ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideksup1Ƙ

ȡfrac34divideȒŰȁ aacuteˏȴraquoˇ 8( ȡfrac34divideȒograveƯ

ȡfrac34divideȒůǯ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖ˷ʢyumlƁ

sup1SȒsup1SdivideďOuml ǏŮIacute ίιίι ϶ sup1SȒsup1SdivideďOsup1Ƙ

LĐȒ_zdivideyumlWďdivide ƟŬA 8( LĐȒ_zdivideyumlWďdivideƩ˞

sup1ˡďsup1ˡyumlEumlƴdivideƲy ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲyʵ

sup1ˡďsup1ˡpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡďsup1ˡǓˠ˞͵

sup1ˡďsup1ˡpǓLj˒I ƘȐȌ ΜζφΤΚσϓϔ ƝecircȒ_raquoʵ

ɵȒsup1ƼȅljƵdivide iacute ΜΪΊΰϏΝ ɵȒljƵșoacuteB

ȡfrac34divideȒʉɨʫRyίϏΜ

ecircoacute˦| ΚϏκΫΈυΤΨΓφε ȡfrac34divideȒƖǂƯ

LĐȒȡıyumlųǤjƻȅʈ

ampȤŚ ΜζφΤΚσϓϔ LĐȒȡıyumlųǤjƻȅʈ

ɵȒŗűljƵ iacute ΜΪΊΰϏΝ ɵȒsup1ƼȅljƵ

LĐȒlȫdivideƲy ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒlȫdivideƲy

ŏǟȒűyuml˳divide ˝ntilde˃ ЉЄϼЎЛϾЈϼЎЛϔ ŏǟȒűμχϏΪƯƩnjϵ

ĬAtildeȒɞdivideƲy divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

sup1SȒsup1SdivideƲyϓɦƘϔ

ǏŮIacute ίιίι sup1SȒsup1SdivideɦƘiuml

LĐȒʈOacuteyumlʈƹƞȅυΤΨήϏίϏ

ampȤŚ ΜζφΤΚσϓϔ ŧϓʑɈœŚϔ Ś Ś Ś LĐȒȡıyuml˷ȝƯ ɄĊ

ȣigraveȒqmiddotǗɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ϳϵ ȣigraveȒqmiddotǗmiddotɪdivideograveƘʵ

ȣȒ˸ȳdivideʋʵ Ƙůa ΡΊΩμό ȣȒʨɕdividesup1ǣƘ˸ȳdivideŃƿϔ

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

ȣȒ˸ȳdivide żȁDŽȐ ЉЄϼЎЛϾЈϼЎЛϔ ȣȒ˸ȳdivide

sup1SȒsup1ˏdivide ĉŵɃŚ 8( sup1SȒsup1ˏdivideŵigrave

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlɓ͵ǂʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȡograveʵ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograveʵ

igraveecircȒȷigraveyumlȷigraveǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

sup1ˡďsup1ˡyumlƠɮjcedilƾϓͽͻϔ

$ʙȘyacute Ɲɦə sup1ˡďsup1ˡyumlƠɮjcedilƾ

ȡfrac34divideȒʦƩ ŜœeM 8( ȡfrac34divideȒʦƩ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒ˝ǂȅɞdivide

˲igraveȒDzˏdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǨƽyumlȁǂƯ

ȡfrac34divideȒůǯ Ŭograve|q ΡΊΩχΤζΜ ŚϓųǗώέǣϢϔ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒmiddotˈ˝ǂȅɞdivide

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLj

igraveecircȒȷigraveyumlȡograveʵʲ ǁDQ igraveecircȒOtildeograveȅB

ɵȒ˅Ǻdividesup1ˏ aacuteŵ˪ė ɵȒsup1ƼǞǓųpųμΊψ

ųˋɷdivideϓʨȲjϔ ʂʙė ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖ˷ʢyumlaeligǓ[

ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȦʙƯƩnjϵ

ϩϨ ȡfrac34divideȒȑƔdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒɭƯ

ϩϨ ˲igraveȒȬǿƱdivide yumldivideƟȴ ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒampųyumlύoacuteǥiųƯ

ϓȸϙϗųВЛϿΚϏίΜϨϧϔ

ųǗɕȁƯ ƖȁAEligƩAuml ЁϾϷБЛИϽБМЖЏϼЎ lɼȒOumlƽyumlaacute4Ư

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ųǗέǣ

ȡfrac34divideȒȑƔdivideȡdivideƘƿ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒȔȅƯϓdžƁϔ

ČograveȒȣecircyumlɭȁdivide śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivide

ȣigraveȒqmiddotǓɩǙͻ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ȣigraveȒqmiddotǓ

sup1SȒsup1SyumlƽdivideLjƘ

ĉŵɃŚ 8( sup1SȒsup1Syumlƽdivide

ȡfrac34divideȒƖǂyumlʉdivideƲy

ů˟3ʯ ωΤΩηΤϏΝ ƖǂyumlʉdivideƲyϓͷƘOltϔ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ȡfrac34divideȒĴograveϭϪΚϏίϏΜ

sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒĴograveųˮΚϏίϏΜ

ȦȁȒɩdivideǓ ŏƵş 8( Ś Ś Ś ȄyumlɩdivideǓǞo͵ƩĿǰ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒųĴograveƯlt

ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ʙyIě ȡfrac34divideȒǂˀƲϓŮČˀƲϔ

ȡfrac34divideȒdivideoacuteyumlĴograveOlt iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒdivideoacuteyumlǂˀƲƩƭȅ

ecircyȒiacuteyumlaringƽLjiuml ŏč|Ē ψϏζϔ ČograveȒƭȁograveyumlέdivideǓ

ȡfrac34divideȒdivideoacuteyumlǂˀƲ Ⱥʙĸˇ ˔ġƍˉ ųˋɕȁƯ

sup1SȒsup1Syuml~ͽȲΚϏίϏΜ

ugraveɿʼnė sup1SȒsup1Syuml~ίϏΜ

ȡfrac34divideȒƖǂyumlecirciexcl˸ ōɿɜ ΦΕΦΕ ȡfrac34divideȒƖǂyumlecirc

ČograveȒȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircǓ

xȒɁAumlyumlʈȅǓecircIϓLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

_ɿ˦ ψϏζϔ xȒɁAumlyumlɁȅϓŏ_ɲdivideƲyLjϔ

ČograveȒȣecircyumlȣecircǓ ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒWďyumlǂɟB

sup1SȒsup1ˏdivideɩsup1Ƙ ɿ˦ sup1SȒWďyumlǂɟB

ȦȁȒȦȁˀƲ ŏƵş 8( ȦȁȒǟyumlϓŔordmǹȅϔƯ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒƖǂΚϏίϏΜ

ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

_ɿ˦ ψϏζϔ ograveƁȒŵƭyumlǟϓsup1ƘdivideώLjsup1Ƙϔ

ųǗΈΓΈφΊό˺͵not iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊό˺͵not

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ČograveȒȣecircyumlȣecircǓ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓ

ɵȒljƵdivide ǐʲƻƴ ɵȒljƵϓƵ͵͵ƿOtildeϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗ

sup1ˡďsup1ˡyumlƭjpǓƯ

$ʙȘyacute Ɲɦə sup1ˡďcedilɦƾsup1Ƙ

sup1ˡyumlpǓsup1Ƙ ƘȐȌ ΜζφΤΚσϓϔ sup1ˡyumlƭjpǓ

sup1ˡďsup1ˡyumlƭjpǓ

ȊȁŘ ΜζφΤΚσϓϔ sup1ˡǗpǓ

ųˋɕȁƯ ǵsƟ Θίϊ ųˋsup1ȁjɕȁƯ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȷigraveǗϓńƿijϔ

ĬAtildeȒɞdividesup1Ƙ divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

OacuteȒČǃώʝecirccurrenƿǦ śˏĤȠ 8( OacuteȒʝecirccurrenƯϭϦ

lɼȒ˿ecircyumlHćLjiuml ˄ɿ6 ЉЄϼЎЛϾЈϼЎЛϔ lɼȒ˿ecircyumliŲLjiuml

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ igraveecircȒȷigraveyumlȡograve

ĬAtildeȒmiddotˈ˝ǂȅɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒɞdivide

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ųǗȸϙLjbrvbar zdivide6 Θίϊsup1(ʹ lɼȒŬŤƽǓ

ˋďˣťLjϓˏȁdivideƲyϔ

currenODŽ 8( ˋďˣťLjϓˏȁdivideƲyϔ

LĐȒɍĈǓΊΞψugraveƋίϏΜ

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒɍĈǓΊΞψugraveƋίϏΜ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒsup1sȅiacuteɩǞǓ

OacuteoacuteȒregʉdivideƲy sup1ĭ 8( OacuteoacuteȒregʉdivideƲy

ograveƁȒŵƭyumlƭograveϓƭogravesup1Ƙϔ

_ɿ˦ ψϏζϔ Ś ograveƁȒLjǃƩ˞

ȡfrac34divideȒdivideoacuteyumlǂˀƲ ǁʉAringfrac14 ΫσϏλϏΨ ȡfrac34divideȒpůǯƯ

ȡfrac34divideȒdivideoacuteyumldžograveƯ ecircoacute˦| ΚϏκΫΈυΤΨΓφε Śϓyumlordf͵ƩĿϔ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyumlƌųșƳ[

ȡfrac34divideȒȑƔdivideϩϰ˔Ƙʵ

sup14ė 8( ȡfrac34divideȒƖ˷ʢyumlograveB

ČograveȒȣecircǓ ğ igraveecircȒȷigraveyumlȡograveparaǃ

ųˋɬǃˀƲȁȅ[ Əůɲ ϷϷ lɼȒOumlǃǞoIumlɑɍ

lɼȒŬŤƽ sʰ ЉЄϼЎЛϾЈϼЎЛϔ lɼȒOumlǃǞoIumlɑɍ

ȡfrac34divideȒǃyumlύograve żȁƻˇ 8( ȡfrac34divideȒǃyumlƦư˞B

lɼȒ˗AumlyumlparadivideǓ ˓Ŭ 8( ɵȒograveƯϓƩnj϶ϵϔ

ɵȒljƵdivide aacuteŵ˪ė lɼȒDZpoundƯ

ecircyȒŻyumlȭșdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

lɼȒyumlsyumlƌųșƳ[aacutentildeʹϔ

ů˟3ʯ ωΤΩηΤϏΝ lɼȒyumlsyuml͵Ʋdivide

ųˋɕȁƯ ǏƩIacuteƺ ΓφεδΉϏψΩμΛΚρό ϶ŧ lɼȒ˘pȅeecircB Ċ϶ύŧ

ȡfrac34divideȒƖǂǓ ɤȁDŽ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒƖǂǓ

sup1SȒsup1Syuml13ǿdivide ŵecirc˪ě ίιίι sup1SȒsup1Syuml13ǿdivide

OacuteȒiȅidivideϓ˼ˏdivideώkǂSƀUumliumlϔ

śˏĤȠ 8( OacuteȒƲiȅ˝˳ǃ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒyumlsyuml͵Ʋdivide

LĐȒȡıyumlλϏΨΈΊφόΩ

˝currenOslash ΜζφΤΚσϓϔ LĐȒNjʫograveˑyǞǓƯϴϵ

ȡfrac34divideȒƁiumlǗ igraveůĮˇ 8( ȡfrac34divideȒƁiumlǗ

ĬAtildeȒŵecircyumlˎ5divideƲy aacuteʈĄ ĬAtildeȒŵecircyumlˎ5divideŦƿƘɠʵ

˲igraveȒȁAuml͵ǃǓfrac12iexcl˸i

ˏƺ| ϲ ˲igraveȒȁAuml͵ǃǓƵdivideƲy

ųˋɕȁƯ ˏǢ˦ ΗϏψΧόθΊΨϊϏχόΔ ųˋsup1ȁjpograve

ȡfrac34divideȒʉdivideƲy ɿsEacute ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteǓƯdivideoacuteΚϏίϏΜϔ

sup1ˡďsup1ˡyumlpǓ ȁƟ| 8( sup1ˡďsup1ˡǓO

ecircyȒŻyumlŻdivide OecircĸƗ ψϏζϔ ecircyȒŻyumlȭșdivide

ȡfrac34divideȒƁiumlǗųˮĻƩy

sup1ǃ6ĉ ģƹƾđ ŭcopy ŭcopy ȡfrac34divideȒaeligƯecircƁ

ĬAtildeȒsup1ƾyumlɞdivide otilde ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵdivide aacuteŵ˪ė ɵȒȞoacuteƯϓiumlμΊψ

ȡfrac34divideȒʉdivideƲy ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒdivideoacuteίϏΜ

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓųlt

ČograveȒȣecircyumlȣecircǓ ǁDQ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlȣecircǓʈlt

ɵȒɵȅljƵ iacute ΜΪΊΰϏΝ Ś ŚɵȒɵȅljƵϓșoacuteBƩnjϔ

ȡfrac34divideȒƁiumlǗ aacuteˏȴraquoˇ 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ EǸb 8( Ś Ś ȡfrac34divideȒƖ˷ʢyumlǃƯ

ȡfrac34divideȒƁiumlǗ ŬCȄ ųθΊʹ ųǗ

LĐȒɍĈǓsup1ƽɲdivideƲy

ˏ˦ʃ ΊϊϏΠψΨΎϏΡϏ LĐȒľ4divideǡƞͽumlsect

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfʠŬordf

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒsup1ƾyuml˝ǂȅɞdivide

ȘȒSdivideƿ ŰůM 8( ȘȒSdivideƿ˚ucircƘƿ

ĬAtildeȒmiddotˈ˝ǂȅɞdivide aacuteʈĄ ĬAtildeȒsup1ƾyumlɞdivide

ɵȒljƵϓůǕϔ ǐʲƻƴ ɵȒljƵϓƵ͵

ȡfrac34divideȒdivideoacuteyumldžograve ǵsƟ Θίϊ lɼȒlɼǓɨʫʈlt

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒlɼɨʫųltϓƩnj

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒǭʜǞǓ ĀȈdivideTHORN 8( lɼȒǭʜǞǓ

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒyumlsƲdivide

sup1SȒsup1ˏdivide ǏŮIacute ίιίι sup1SȒsup1ˏdivideƿ

ecircyȒiacuteyumlƽdivide ȁ6 ģƹƾđ ecircyȒƽdivide

ĬAtildeȒsup1ƾyumlɞdivide divideʡ ЂϽИώЈϽώЄϺЉЎϓϔ ĬAtildeȒɞdivide

ȡfrac34divideȒƖǂǓ ȡO Θίϊ ȡfrac34divideȒƖǂǓsup1ƄƘʵ

lɼȒAacuteύoacuteǓ 4ȁ ЍϽДЈϽЕКЄϽ lɼȒAacuteύoacuteǓlɼȒAacuteύoacuteǓ

ČograveȒȣecircyumlɭȁdivideƲy ŬCƴ ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlɭȁdivideƲy

lɼȒŬŤƽǓ ǵsƟ Θίϊ ȡfrac34divideȒǃyumlːȁǗ

lɼȒŬŤƽyumlːȁLjiuml ˓Ŭ 8( lɼȒȎƾĈǟƯ

ČograveȒȣecircyumlȣecircǓų ƽűȐ ЉЄϼЎЛϾЈϼЎЛϔ ĬAtildeȒograveȅĕZB

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshyƲyʵ

ȡfrac34divideȒˌgdivideƲy divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒĉshyƲyʵ

lɼȒkˍȅǭʜǞǓ

ĀȈdivideTHORN 8( lɼȒkˍȅǭʜǞǓɩ˂

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒĉshy˷ʢǓyumlordf

ȡfrac34divideȒƖǂyumlļ]divide sup14ė 8( Ϣ ųǗ

ȡfrac34divideȒȑƔdivide~˂ƿ

divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒaacuteȁsyumlŕdivideǓ

ȦȁȒȦȁˀƲϓʸȨϡςΪΞϔ

ŏƵş 8( ŏǟȒűyumlƯƩnjϵ

ȡfrac34divideȒȑƔdivideȡdivideƘʵ

sup14ė 8( ȡfrac34divideȒɡʧƯ

ȦȁȒȦȁˀƲ ŏƵş 8( OumlecircȒŏdivideˈūœȅOacuteoacuteǃ

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒɭȁdivideƲyumlʵ

lɼȒȎƾ ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ lɼȒyumlsyumlAacuteύoacute

lɼȒpIJɎyumlȍǂ͵Ȟ șdivideŅŚ 8( lɼȒsup1sƯƩnj϶

OacuteȒʝecirccurrenώ˼shysup1Ƙ ɿǢ 8( OacuteȒȚķdivideƲy

lɼȒyumlsƲdivide sup1ˍɱthorn 8( lɼȒƊʉdivideǂsectˢ

ȡfrac34divideȒĴograveΚϏίϏΜ iquestecircŋĘ δΉΤΚσϒδΉόΝ ȡfrac34divideȒůǯiumlsup2

sup1SȒsup1SdivideιϏίϏcent

ɷːʡČ 8( sup1SȒsup1SdivideƲyώĔordmƘʵ

ecircyȒiacuteǗiuml ǴȔ 8( ecircyȒiacuteǓƯ

ȡfrac34divideȒƖǂyumlsup1iexcl˸ aacuteˏȴraquoˇ 8( ȡfrac34divideȒƖǂyumlͷƘ

˲igraveȒƵƽyumlsLjiuml ʈű6 8( ˲igraveȒƵƽyumlsLjiuml

ųˋɬǃˀƲȁȅ[ ɰŶd ωΤΩηΤϏΝ ųˋƭųjŨŚδΌχϏiexcl˸ʈiumlsup2

igraveecircȒȷigraveyumlȷigraveǗ śˏƟė ČograveȒȣecircyumlɭȁdivideƯ

lɼȒpIJɎyumlȍǂȅ ƭdivideMȄ lɼȒpIJɎyumlȍǂȅƁů

ųˋŏŬordf sup1ˍɱthorn 8( ųˋŏŬordfOlt

lɼȒOumlƽƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒOumlƽyumlsup1ͱordmɕ͵macrώƩnjϵ

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒͼyumlsup1sœLjiuml

ȡfrac34divideȒɁLjʭƖ˷ʢcentȸϘiumlsup2

shys ȡfrac34divideȒǃyumlƦư˞B

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘʵ͵Fƭ

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

LĐȒʈOacuteyumlʈOacuteǂ ampȤŚ ΜζφΤΚσϓϔ sup1ˡďNJdivideƲy

ecircyȒiacuteyumlˍĀdivideƿ

ŵ6 iacute ecircyȒiacuteyumlˍĀdivideƿ

˲igraveȒEuml9divideƲy ɿsǽ ˲igraveΚϏϋϏΩ ˲igraveȒǯsyumlȑɪΈΚΡΐiacuteʵ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųǗųǥƓͱɼΚϏίϏΜ˟Ǧ

ɵȒljƵdivide ograveoacuteɢ ɵȒljƵdivide

˲igraveȒEuml9divide ȶd ЉЄϼЎЛϾЈϼЎЛϔ ˲igraveȒǯsyumlŏčB

sup1SȒsup1Syumlsup1ˏdivideɧůʵ

œşİ 8( sup1SȒsup1Syumlsup1ˏdivideƲy

igraveecircȒigraveecircyumlʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlETH)LjƩLJordf

ȡfrac34divideȒʉdivideƲy ɤȁDŽ ΓωΊΛϏΑρΜΨ lɼȒOumlǃȅB

lɼȒlɼǓ sup1ˍɱthorn 8( lɼȒOumlǃȅB

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓ

ȡfrac34divideȒƖǂyumlʉdivideƲy

ōɿ3ŋ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒƖǂyumlʉdivideƲy

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideagraveƩsect

ȡfrac34divideȒdivideΚϏίϏΜ ƫˇ Θίϊ ųǗΈΓΈφΊόώ˺͵not

lɼȒkˍȅ1ȁdivide ˓Ŭ 8( ϶ lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒƁiumlǗœș ů˟3ʯ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlůǯƯ

lɼȒeǃyuml͵Ȟ șdivideŅŚ 8( lɼȒeǃyumlHćicirc

lɼȒl7Ǔ ƭdivideMȄ lɼȒl7Ư

lɼȒkˍȅ1ȁdivide ĀȈdivideTHORN 8( lɼȒǭʜǞǓ1ȁdivide

ecircyȒiacuteyumlƽdivideYacuteƘʵ

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideʼāƘƿ

sup1SȒsup1Syumlsup1ˏdivideɧů œşİ 8( sup1SȒIKiexcl˸έyumlʵϔ

LĐȒľ4divideƲy Ǫʙegrave ΊϊϏΠψΨΎϏΡϏ sup1ˡďˠʈ˨ȰǓƯ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ecircyȒiacuteǓ ǴȔ 8( ecircyȒiacuteǓńƿijϔ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsect

ecircyȒiacuteyumlƽdivideŏʼāƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ecircyȒiacuteyumlƽdivideYacuteƘiuml

Č+ʮ 8( ecircyȒiacuteyumlƽdivide

ųˋdividejɩ͵ȧCcedil˿[

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋsup1iexcl˸

ȡfrac34divideȒųĴograve _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒųĴograve˕șɑordf

sup1SȒsup1SdivideƽEcirc œşİ 8( sup1SȒsup1SdivideďOsup1Ƙ

lɼȒeǃǥ ˓Ŭ 8( lɼȒeǃyuml

lɼȒpIJɎyumll7ȅ ƭdivideMȄ lɼȒpIJɎyumll7ȅȍAuml

ɵȒljƵůǕƿ ǐʲƻƴ ɵȒljƵůǕfrac12ʵ

ecircyȒiacuteyumlƽdivideagraveƩsect

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

OacuteȒmiddotʢyumlŏȁʈĝiȁdivide

ɿDŽċ 8( iȁdivideńƿijϔ

ųǗLjͺ΄Ƙɠ ƫˇ Θίϊ lɼȒǃEumlyumlƭıdivideƲy

ecircyȒiacuteyumlĉȁdivide ȡű˃ȗ ИϽБМ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ecircyȒiacuteyumlƽdivideiumlagraveƩsect

ǴȔ 8( ecircyȒiacuteyumlƽdivideiumlƲy

ųˋsup1ȁjsup1iexcl˸ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjfrac12ˢƹsectųɨʫ

ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ȡű˃ȗ ψϏζϔ ecircyȒiacuteyuml˰ŬǓƖ͵Țǂ

ϩϨϱ ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďˣʀLjϓȁdivideƲyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍȅ1ȁdivideƲy

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ ųˋmiddotŁdivideƲy

ecircyȒiacuteyumlƽdivideƲy ǴȔ 8( ecircyȒiacuteyumlƽdivideƲy

˲igraveȒǂǕŏaelig aacuteˏȁʤ ΣϏξΐΪψ ˲igraveȒǂǕTy

sup1SȒWďǗsup1ίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlsup1ˏdivideƲy

lɼȒlɼǓ sup1ˍɱthorn 8( ųˋŔƭıdivideƿ

lɼȒyumlsyuml͵Ʋdivide sup1ˍɱthorn 8( lɼȒɩƘɨʫεΊʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜʵ

sup1SȒ13ǿdivide ĉŵ˪Ȑ ίιίι sup1SȒ13ǿdivide

ȡfrac34divideȒƁiumlǗ ʙyIě ΘίϊΐΤζʹ ųǗώ˺͵notʵ

ȡfrac34divideȒǂˀƲώdivideoacuteɨʫ

˓Ŭņ˩ ųθΊʹ ųǗώ˺͵notʵ

lɼȒkˍȅ1ȁdivideƲy

ĀȈdivideTHORN 8( lɼȒkˍȅ1ȁdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyuml˞[divideƲy

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivide

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿijϔ

ȡfrac34divideȒƖǂǓO rpĒʣ ωΤΩηΤϏΝ ȡfrac34divideȒƖǂyumlͼͳͱͼʵϓiuml˒ϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideńƿǦƿϔ

ųˋɷdividejώ˥ȁdivide ˼shy ųˋɷdividejώ˥ȁdivideώƩȡsup1Ƙ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋplusmnȁj˥ȁdivideƩȡsup1Ƙ

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlŏǓiumlsup2

lɼȒȎƾΚρϊϏ zecircʰȄ ωΤΩηΤϏΝ lɼȒsup1IJicirc

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ 8( lɼȒǃEumlyumlȋǣ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ Ś ųǗLjͺ΄

sup1SȒsup1SdivideƲyιϏίϏ

œşİ 8( sup1SȒWďyumlųWďƯ

lɼȒɩƘƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ ųǗΈΓΈφΊόώLjͺ΄

ɵȒljƵůǕƿˉ ǐʲƻƴ lɼȒpIJɎyumliacuteƯϓϔ

lɼȒOumlƽ aacuteˏȴraquoˇ 8( ȡfrac34divideȒύograveųƯϓųǗyϔ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒƳacuteȞ ˼shy ȡfrac34divideȒǃyumlıǂB

lɼȒǃEumlyumlœRLjiuml ŰůȔ 8( ȡfrac34divideȒĴograveϭϪίϏΜ

ȡfrac34divideȒƖǂǓO ȁűIacute ųθΊʹ ųǗέǣεΊʵ

sup1SȒsup1SdivideiumlƲy œşİ 8( sup1SȒWďǗK=paraɨίϏΜ

ɵȒljƵdivideƲy ǐʲƻƴ lɼȒ˿ecircyumlǞǓƯ

lɼȒkˍǭʜǞǓ ˓Ŭ 8( lɼȒkˍǭʜǞǓ

ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

aacuteŶuuml ΓφεβΤΔϋόΝ ȡfrac34divideȒdivideoacuteyumldivideoacuteΚϏίϏΜʵ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒƖǂyumlsup1iexcl˸

˲igraveȒȁAuml͵ǃǓƵdivideƲy

Ŝȁɼ 8( ˲igraveȒȁAuml͵ǃǓO

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƳŅʵ

ųˋplusmnȁj˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

LĐȒųǤj HŬ3ĉ 8( LĐȒųȡı˰ŬǓpltsectˢųȵϔ

lɼȒɩƘƯ ˓Ŭq ųθΊʹ ųǗɼΚϏίϏΜʵ

ȡfrac34divideȒǂˀƲ divideǣƟȄ ΚϏίΜδΊΦΉόΔ ųˋɕȁƯ

ɵȒljƵ aacuteŵ˪ė ɵȒœȲyuml(ǣƯ

ecircyȒiacuteyumlˍĀdivide Č+ʮ 8( ecircyȒiacuteyumlˍĀdivide

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

sup1SȒsup1ˏdivide ĉŵ˪Ȑ ίιίι sup1SȒsup1Syumlsup1ƽȈsup1ˏdivideƿ

ȡfrac34divideȒǂˀƲĴograveOltϔ

ˠƁɱ ωΤΩηΤϏΝ ųˋmiddotŁdivideƲy

ČograveȒȣecircyumlɭȁdivideƲy śˏƟė ЉЄϼЎЛϾЈϼЎЛϔ ČograveȒȣecircyumlOLjȅ

sup1SȒWďǗϫϭϨίϏΜ ǏŮIacute ίιίι sup1SȒsup1Syumlˮ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋƭıdivideżtɧȕordf

sup1SȒsup1ˏdivideƲy ǏŮIacute ίιίι sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideŵigrave ǏŮIacute ίιίι sup1SȒsup1ˏdivideŵigraveƘ

lɼȒaacutentildeʹϔ zecircʰȄ ωΤΩηΤϏΝ lɼȒyumlsǓϔ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( ŏǟȒʧyumlˠdivideƲyϓńƿijϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ecircyȒiacuteyumlƽdivideYacuteƘ

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ČograveȒaacuteǣdivide

ųˋŨŚβΤΔΘΊΨʅ ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋŨŚiexcl˸I ˼shy ųˋŨŚiexcl˸ώβΤΔΘΊΨʵ

ųˋmiddotŁdivideƲy sʰ ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒaeligƯ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĄɎyumlĥdivide

ųˋ˥ȁdivide ˼shy ųˋ˥ȁdividelsup1Ƙ

ųˋ˥ȁdivide ˼shy poundǸȒģŬyumlȦύǣ͵ɷdivide

ȡfrac34divideȒǂˀƲƖǂyumlϔ

igraveȁ˶ μϏοΊΩΈόΔφϏΝ ųˋmiddotŁdivideƲy

ɵȒ˅Ǻdivide aacuteŵ˪ė ɵȒ˅ǺdivideǐˍȅϓƲyϴϵϔ

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒǂˀƲƮˀƲϔ

sup1ˡďsup1ˡyumlƭjĉŶ

[īacirc Ɲɦə sup1ˡďpǓ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒɩƘƯ ȁĨ Θίϊ lɼȒǃEumlƯ

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivide

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideώlsup1Ƙuacuteiuml

ecircyȒiacuteyumlƽdividesup1ƟƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlƽdivideƿ

ecircyȒiacuteyumlƽdivideƳŅʵ

Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdivideώlsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjlƘıȅϔ

ecircyȒiacuteyuml˞[Ƙiuml iacuteigraveacircY iacute ecircyȒ˞[divide

ȡfrac34divideȒďƽLjiuml divideǣƟȄ ΚϏίΜδΊΦΉόΔ ȡfrac34divideȒďƽLjiuml

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒOumlƽ

ŏǟȒʧyumlˠdivideƲy ecircocircȠ 8( OumlecircȒƪʉƯ

ųˋƭųjŏŬordf ecircyIacute ЉЄϼЎЛϾЈϼЎЛϔ ȡfrac34divideȒƖǂyumlƯųǗϔ

ųˋ˥ȁdivideƩȡsup1Ƙ ˼shy ųˋ˥ȁdivideƩȡsup1Ƙńƿijϔ

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒƾoacute

ȣigraveȒȣigraveɩǙǞǓ ŬUcirc˶ƴ oslashβψδΉΤΚρϏΓφε ʢȒƽǗograveƯɄ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųˋŔƭıdivideƘ

lɼȒOumlƽyuml ˓Ŭ 8( lɼȒpIJɎyumlɻǿ

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

ȡfrac34divideȒaacuteɍǗ ˼shy ȡfrac34divideȒ˝B

lɼȒ˿ecirc͵Ȟ ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒdivideƯ

lɼȒ˾ɗdivideƲy ˏűʛ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘ

ųˋɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ Ś Ś Ś Ś

ȡfrac34divideȒĴograveǂˀƲϔ ɿdivideĒʃ ΓωΊΛϏΑρΜΨ ȡfrac34divideȒųĴograveǂˀƲϔ

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗœsʵ

ȡfrac34divideȒǂˀƲ aacuteĉȭ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂΚϏίϏΜ

lɼȒȍǂȅƁů ograveȁeɓ lɼȒȍǂȅƁůϓńƿijϔ

sup1SȒWďǗέyumlίϏΜ ɿ˦ sup1SȒWďǗsup1Ư

ȦȁȒAumldivide ŏƵş 8( ecircĚȒˌȁǓiǓʵ

ųˋmiddotŁdivideƲy ŵƫTHORN ųθΊʹ ųˋmiddotŁdividesup1ăƘ

ȡfrac34divideȒsup1ăˀƲ ƫˇ Θίϊ Ś ȡfrac34divideȒƖ˷ʢyuml˝B

ecircyȒiacuteyumlƽdivideYacuteƘuacuteiuml

iacuteigraveacircY iacute ecircyȒiacuteyumlȭograve϶ȃograveʵ

sup1SȒsup1ˏdivideɧů œşİ 8( sup1SȒsup1ˏdivideɧůsup1Ƙ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

ųˋɷdivideĴsup1Ƙ ˼shy ųˋƭıdivideƲyƭıdividejOtildeϔ

iacuteigraveacircY iacute ĬAtildeȒʧŢˈograveȅĕZograveƯ

ȡfrac34divideȒdivideoacuteΚϏίϏΜ ǮʧğC ΘίϊΐΤζʹ ȡfrac34divideȒƖǂǓFy

sup1SȒWďǗίϏΜ ǏŮIacute ίιίι sup1SȒWďǗίϏΜńƿijϔ

lɼȒOumlƽicirc ˓Ŭ 8( lɼȒlɼǓʵ

ɵȒEcircʙyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒEcircʙyumlĥdivide

LĐȒȡıyumlǤjųǤǂʵ

_ɿȁ 8( LĐȒȡıyumlǤjȡıǓ

ɵȒĄɎyumlĥdivide șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒĥdivideǸƘƿ͵ΞΑ

ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivideſƘiuml

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙ

ɵȒljƵdivideƿ ϔ aacuteŵ˪ė ɵȒljƵdivideƿ ϔ

ČograveȒsup1ȶyumlaacuteǣdivide Č+ʮ 8( ČograveȒsup1ȶyumlaacuteǣdivide

ɵȒograveƯ șshy˪ οΠΤΩΧΉΜΐίφϏΝψϏξ ɵȒograveǓ

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ecircyȒiacuteyumlƽdivideƲy Č+ʮ 8( ecircyȒiacuteyumlƽdivideƿ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelƘıȅB

ČograveȒsup1ȶyumlaacuteǣdivideiumlΰΊζφΊόʵ

Č+ʮ 8( ϶ ČograveȒaacuteǣdivideƲy

ȡfrac34divideȒaacuteɍǗ ˼shy Ś ȡfrac34divideȒƖ˷ʢyumlƯȑƔǗlt

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideϓʨȲjlƘıȅBϔ

lɼȒ˾ɗdivideƲy ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdividelsup1Ƙńƿijϔ

ˋďˣʀLjϓȁdivideƲyϔ

currenODŽ 8( ˋďOacuteƽyumlȁB

LĐȒȡıǓɚƯ űʓ ΜζφΤΚσϓϔ LĐȒȡıyumlǤǂϓɚiexcl˸ϔ

ȡfrac34divideȒƖǂyumlͷƘ Əůĩ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂΚϏίϏΜ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideLjƘƿńƿijϔ

sup1SȒsup1ˏdivideųoslashɣcʬ˂ƿ

sȁŢŝ ίιίι sup1SȒsup1ˏdivideƯμΊψ

ȡfrac34divideȒdivideoacuteίϏΜϓ~ˏϔ

˼shy ȡfrac34divideȒdivideoacuteίϏΜϓ~ecircϔ

LĐȒȡıyumlǤǂųȅ _ɿȁ 8( LĐȒǤǂųˋʢdivideƲy

lɼȒŬŤƽƯ ˓Ŭ 8( lɼȒǃyumlƦư˞

igraveecircȒʈETH)Ǔ ǵsƟ Θίϊ igraveecircȒigraveecircyumlųjB

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒŚșLjethǞordf

ecircyȒƽdividesup1ƟƘuacuteiuml Č+ʮ 8( ecircyȒ˚divideƿ

ecircyȒ˚divideƿ ǴȔ 8( ecircyȒ˚divide

sup1SȒsup1ˏdivideɧůƿ Eumlˉ3ė ίιίι sup1SȒsup1ˏdivideŵigravesup1Ƙƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideʹ

lɼȒOumlƽicirc ˓Ŭ 8( ųˋmiddotŁdivideƲy

ųǗ˺͵not ƅdivideʡ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdžograve˒

ȡfrac34divideȒsup1ăˀƲƲy ƫˇ Θίϊ lɼȒyumlsyumlƯ

ȦȁȒɩʧLjiuml ŏƵş 8( ȦȁȒɩdivideƯ

ųˋƭųjɷdivideƲy _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɷdivideĉsup1Ƙ

ųˋplusmnȁdividelƬFsup1Ƙ

˼shy ųˋplusmnȁdividelƘıȅB

lɼȒyumldivideyumlǂȅ Ɖűʰŝ 8( lɼȒyumldivideyumlǂȅϓńƿijϔ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivide

lɼȒyumlsyumlűȁdivide ȼŇě εψϏΊόΩ lɼȒlɼǓƯdivideoacuteʇ˔Ưϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

sup1SȒsup1ˏdivideʶ ǏŮIacute ίιίι sup1SȒsup1ˏdivideƲy

ųˋƭųjfrac12ˢƹsect iquestecircŋĘ δΉΤΚσϒδΉόΝ ųˋɕȁȰǓųƯ

ųˋŔƭıdivideɀoacuteƩ˞ ˼shy ųǗ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗ

ųǗLjͺ΄ʵ igraveȁ˶ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ lɼȒǃEumlƯϓΧΉΝΫϏφόΩƯϔ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ 8( ˝oacuteȒ4yumlʈLjƘńƿijϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽȁB

lɼȒ˿ecirc currenƭċ˩ ωΤΩηΤϏΝ lɼȒpIJɎyumlOumlǃȅB

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗ

ɵȒljƵdivide aacuteŵ˪ė ɵȒ˅ǺǔƯ

˲igraveȒDzˏdivide divideǣƟȄ ΚϏίΜδΊΦΉόΔ ˲igraveȒƵƽyumlOǃˎUcirc

LĐȒȡıyumlǤǂųȅʵ

Ʋůʃė 8( LĐȒȡıyumlǤǂȅƯ

sup1SȒsup1ˏdivideoacuteƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideƲy

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒɩƘƯ

ųˋƭųjŨŚiexcl˸I

˼shy ųˋƭųjŨŚ

sup1SȒƽdivideLjƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideƲy

LĐȒǤjǤǂųȅ HŬ3ĉ 8( LĐȒȡıyumlųǤjȡıƯ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideʹ

lɼȒǃEumlyumlœ͵RƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŔƭıdivideƲyϓɦǂsup1Ƙϔ

ȡfrac34divideȒƖǂǓ ecircŪ Θίϊ ųˋĴograveƯ

ųˋsup1ȁjɕȁǜʦʫ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteƯΚϏίϏΜ

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıǓJȃΈΊφόΩilt

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlųǤj

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒƽdivideW4Ƙ

ecircyȒiacuteyumlˍĀdivide ȡűň iacute ecircyȒiacuteyumlˍĀdivide

LĐȒȡıyumlǤjǤǂųȅ

_ɿȁ 8( LĐȒȡıyumlǤjǤǂųȅ

sup1SȒsup1ˏdivide sȁƢ ίιίι sup1SȒsup1ˏdivideʹ

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlǤjǤǂųȅʵ

lɼȒŬŤƽƯ ˓Ŭ 8( ųǗ͵ǣɨʫ~εΊųʵ

LĐȒ˝ȁƯ űʓ ΜζφΤΚσϓϔ LĐȒ˷ȝLj˒I

sup1SȒƽdivideograveƘƿ Ƭŧraquo ίιίι sup1SȒsup1Syumlƽdivideƿ

lɼȒǭʜǞǓ ˓Ŭ 8( lɼȒ1ȁdivideƲysectˢ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ϓ ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelsup1Ƙ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋplusmnȁdividelƘıȅB

ȦȁȒɁdivide ŏƵş 8( ȦȁȒɁdivideƎ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙńƿijϔ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelsup1Ƙ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďˣʀLjȁdivideƲyńƿijϔ

ȡfrac34divideȒdivideoacuteyumlĴograve Ƙɱ Θίϊ ȡfrac34divideȒǂˀƲųɬ[

lɼȒ˾ɗdivide ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivide

ĬȘȒĄǜyumlΆȅ İȁȔ 8( ĬȘȒˉ˨ȰǓʼɊ˂ʫ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ȡfrac34divideȒǂˀƲ ˣˉAringČ 8( ȡfrac34divideȒːȁǗ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒWďǗƩŒ˿ͼͻƯϔ

ˋďˣʀLjȁdivideƲy currenODŽ 8( ˋďOacuteƽyumlǩύʵ

ųǓʈɨʫ ˣˉAringČ 8( ųǗ˺͵notiųLj

ȡfrac34divideȒȑƔdivideƲyƿʵ

sup14ė 8( ȡfrac34divideȒȑƔdividetimesdivideȅȡdivideƘƿ

ȡfrac34divideȒǂˀƲȁʲˀƲϔ

Ȃɪĸ 8( ȡfrac34divideȒƖǂΚϏίϏΜʪ

ųˋfrac12ˢƹsect ˏƟŚ ųθΊʹ lɼȒAacuteύoacuteƯ

lɼȒʃdivide͵Ȟ ˓Ŭ 8( lɼȒdivideyumlǂɸ[

ȡfrac34divideȒƖǂyumlĴograveΚϏίϏΜ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗƖǂjχΈϔ

ųˋplusmnȁdividelƘıȅB

ʛotildeʓ ųˋɷdivideĉsup1ƘʵϓƲyƿϔ

sup1SȒsup1ˏdividesup1Ƙƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdividesup1sup1ƘȐ

ųˋǓjordf _ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒŬŤƽƯ

ųˋɕȁȰǓǜʦʫ ƫˇ Θίϊ ųˋɕȁȰǓǜʦʫ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅ

ųˋplusmnȁdividelsup1Ƙ ˼shy ųˋplusmnȁdividelƘıȅB

lɼȒ˿ecirc ŶIcircŪ ΓφεεψϏΏϏΚρό lɼȒ˾ɗdivideƲy

ųˋƭųj˰Ljpiexcl˸I

˼shy ųˋƭųj˰Ljpiexcl˸I

sup1SȒsup1SdivideƲyιϏίϏ

Ƭŧraquo ίιίι sup1SȒsup1SdivideǝaringƘʵ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml

LĐȒȡıyumlǤjǤǂųȅ

HŬ3ĉ 8( LĐȒȡıyumlpoacuteƹƞ

ųˋplusmnȁdividelƘıȅB

˼shy ųˋplusmnȁdividelƘıȅB

ɵȒljƵ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε lɼȒȶigraveƯ

ȡfrac34divideȒƖ˷ʢyumlˏƥ aacuteˏȴraquoˇ ωΒσφϏ( ȡfrac34divideȒƖ˷ʢyumlˏƥ

lɼȒƽyumlʈƽ ȼŇě εψϏΊόΩ lɼȒȶigraveʵ

ȡfrac34divideȒdivideoacuteyumlsup1ăˀƲ igraveȁ˶ μϏοΊΩΈόΔφϏΝ ŭǒIuml ŭǒIuml ŭǒIuml ųǗƖǂjχΈϔ

ųˋɽ˽jdivideůiquestıƘ

˼shy ųˋƭųjfrac12ˢƹsect

ųˋ˥ȁdivideʨȲjƘıȅϔ

ʛotildeʓ ųˋƭųjfrac12ˢƹsect

ȡfrac34divideȒƖǂǓ Ŭű ωΤΩηΤϏΝ ȡfrac34divideȒƖǂǓǾȭiexcl˸

lɼȒOumlƽyumlȶigraveƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ŭʌǒ ŭʌǒ ȡfrac34divideȒaacuteȁsyumlɁȡ

˝oacuteȒ4yumlʈLjƘI

Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘIńƿijϔ

ĬȘȒĄǜyumlΆȅ İȁȔ ωΒσφϏ( ĬȘȒĄǜƯ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ lɼȒŬŤƽƯ

ɵȒljƵdivideƿ aacuteŵ˪ė ɵȒljƵdivideƿ˅Ǻdivideͱ͵ƿǦʵϔ

sup1SȒsup1ˏdivideʹ sȁŢŝ ίιίι sup1SȒsup1ˏdivideώdivideǎƘ

sup1SȒsup1ˏdivideȍǝƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideŵigraveƘƿ

sup1SȒsup1ˏdivideɧůsup1Ƙ sȁƢ ίιίι sup1SȒsup1ˏdivideƿ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒLj˞Ƙƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋʨȲj˥ȁdivideƘıȅBϔ

ȦȁȒɁdivide ŏƵş ωΒσφϏ( ȦȁȒɁdivide

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivideƿ

sup1SȒsup1ˏdivideƲy˒ordfijͶsup1SdivideďOĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdividelsup1Ƙ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋʨȲj˥ȁdivideƘıȅBϔ

ȣȒaacuteǂyumlȃύoacute ıdivideTHORNsup1 εψϏήόΩ ȣȒaacuteǂyumlidivideƲyƿ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideʨȲjƘıȅBϔ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿˉ

ųˋ˥ȁdividelsup1Ƙ ˼shy ųˋ˥ȁdivideʨȲjƘıȅBϔ

ųˋ˥ȁdivideʨȲjƘıȅBϔ

ʛotildeʓ ȡfrac34divideȒːȁǗ

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘńƿijϔ

lɼȒyumldivideyumlʃğƯ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒǃLjiumlːȁǗ

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒȘyumlǃıǗ

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅ǺdivideƲy

ųˋƭıdividejŷƾ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteΚϏίϏΜ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒέyumlƯ͵ΚϏίϏΜ

ųˋƭıdividejɷdivideaacuteŵdivideƘ

_ɿ˱ţ μϏοΊΩΈόΔφϏΝ lɼȒǃEumlyumlΧΉΝΫϏφόΩƯƩnj

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗɼΚϏίϏΜplt

ųˋƭųjƫ ȼŇě εψϏΊόΩ Ś Ś Ś ȡfrac34divideȒdivideoacuteƯ

LĐȒȡıyumlųǤjnjƭǂȅƯ

HŬ3ĉ ωΒσφϏ( ǣıOLjłȝųˉ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( ųǗɼΚϏίϏΜų

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

lɼȒpIJɎyumlȁȅ͵Țǂ

șdivideŅŚ Ɵ( lɼȒpIJɎyumlȁȅ͵Țǂńƿij

sup1SȒsup1SdivideƲyiuml ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ͵uml

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵdividesup1ʟƘʵ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧů

ȘȒȘyumlǃıǗ ƨĦ Θίϊ ȘȒSdivideŏSdivideƘ

sup1SȒsup1SdivideƲyiumlϔ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivide

ȡfrac34divideȒpůǯ ȁűDŽAuml ωΤΩηΤϏΝ ȡfrac34divideȒʉdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒƖǂyumlsup1Lj˒őʏƯ

lɼȒyumlsyuml ampɿɔŚ ωΒσφϏ( lɼȒyumlsyuml˾ɗdivide

ȡfrac34divideȒƖǂyumlƁiumlǗ Əůĩ ΘίϊΐΤζʹ ȡfrac34divideȒʉdivideƿ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ČograveȒsup1ȶyuml ƈigraveȥŚ ωΒσφϏ( ecircyȒŬȅńƿordfijʵ͵Uumliumlϔ

ųǗ˺͵not _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒmiddotŁdivideƿsup1ăƘʵ

ųˋʨȲj˥ȁdivideƘıȅBϔ

ʛotildeʓ ųˋ˥ȁdivideƿ

ɵȒ˅Ǻdivideƿ aacuteŵAringszlig ɵȒ˅Ǻdivide

ųˋǓjȶɬƄƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝΓφε ųǗʑɈŚϔ

ųˋʨȲj˥ȁdivideƘıȅBϔ

˼shy ųˋ˥ȁdivideƿ

ɵȒ˅ǺdivideƲy ograveoacuteɢ ɵȒljƵdivide

ČograveȒǣˏdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒǣˏdivide

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlέyuml~ίϏΜ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒsup1ȟƯ

lɼȒOumlƽyumlȁ ȼŇě εψϏΊόΩ ųˋɽ˽jiquestıdivideϔ

ųˋɕȁƯ ˠƁɱ ωΤΩηΤϏΝ ųǗΈΓΈφΊόώ˺͵notʵ

ȡfrac34divideȒƖǂyumlĴograveƯ ˄ɿĨɣ ǗϑΚϏίΜʹ ȡfrac34divideȒƖǂyumlĴograve

ųǗǂˀƲ șoacuteǼɌ ωΒσφϏ( ųǗųĴograve

ϔ sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( ϓ sup1SȒsup1ˏdivideɧůȏ͵Pĺϔ

ϔ sup1SȒsup1SdivideƲyuacuteiumlǞǓ

ŠĉȔŚ 8( ϔ sup1SȒsup1ˏdivideɧů

ȡfrac34divideȒƖǂyumlͷƘ ʻĤȄ ǗϑΚϏίΜʹ ȡfrac34divideȒȁʲˀƲ

sup1SȒsup1ˏdivideƲyuacuteiumlϔ

ŠĉȔŚ ωΒσφϏ( ϓϔ sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙʵ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRȅʛigraveraquoȁB

ɵȒ˅Ǻdivideƿ aacuteŵ˪ė ɵȒ˅Ǻdivide

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Syumlsup1ˏdivide

ĬȘȒʛƘyumlųʥƱƯ

șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕƽB

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕĔordmograve

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒljƵůǕƿʵʲ

lɼȒǃEumlyumlœ͵RLjiuml ŰůȔ ωΒσφϏ( lɼȒɩƘƯ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

sup1SȒsup1ˏdivideagraveƩʫĎϔ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ȡfrac34divideȒƖǂyumlpůǯ ǵsƟ Θίϊ ȡfrac34divideȒʉdivide

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivide

sup1SȒsup1ˏdivideʹ sȁƢ ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ϔ ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒƖǂyumlǂˀƲϓɨʫϔ

ϔ ȡfrac34divideȒǂˀƲsup1iexcl˸

ʻĤȄ ųθΊʹ ȡfrac34divideȒǃyumlpǃϓːȁǗϔ

lɼȒlɼyumlɓǂ ȼŇě εψϏΊόΩ ϓϔ lɼȒŬŤƽƯʵ

ȣigraveȒςΓΏδΩϏξ[ƒdivideϔ

ːAumlŏ oslashδΉΤΚρϏμόΝΓφε ʢȒƽyumlccedilĚș

ČograveȒČograveyumlƘdivide ƈigraveȥŚ ωΒσφϏ( ČograveȒČograveyumlEumldivideϓplȁƘƿϔ

ųˋɷdividecurrenTƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒːȁǗ

ɵȒljƵůǕƿʵʲ ǐʲƻƴ ɵȒsup1ƼƯ϶˖ȁƯƩnj

ɵȒ˅ǺdivideƲy aacuteŵ˪ė ɵȒ˅ǺdivideƲy

sup1ˡďƶilaquoǓʵ Ʋůʃė ωΒσφϏ( sup1ˡďsup1ˡǓ˨δΌχϏΡϏνΪψʵ

ȡfrac34divideȒƖǂ ŻǍ ωΒσφϏ( ȡfrac34divideȒƖǂͷƘƯ

sup1SȒsup1SdivideďOĎ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideǝaringƘʵ

ȡfrac34divideȒƖǂƯ ŻǍ ωΒσφϏ( ȡfrac34divideȒǂˀƲ

sup1SȒďOĎƿ ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideƲyƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jʛLjȅ

ograveƁȒŵƭyumlLj ƨĦ Θίϊ ograveƁȒŵƭyumlLj

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙuml

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SdivideďOĎƿϓ

ɵȒ˅ǺdivideƲy aacuteŵ˪ė lɼȒXƁdivideƲy

ĬȘȒʛƘyumlŵƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕȋ˔Ƙp

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ecircĚȒˌȁyumlkˍshyLjiuml śdivideĠ ωΒσφϏ( ecircĚȒˌȁyumlkˍshyLjiuml

sup1ˡďicircȅnjœǓ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅmiddotfrac34divideʙdivideƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideųoslashɣcʬ˂Ÿƿʵ

ųˋƭıdividejŜƭƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋƭųjɷdivideǗiumlƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( ϔ sup1SȒœRȅraquoȁB

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďǗųWďBƯ

ųˋɷdivideǗiumlƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ˵ ųǗ

ϔ LĐȒȡıyumlpoacuteƹƞ HŬ3ĉ ωΒσφϏ( LĐȒȡıyumlųǤjdivideƲy

˝oacuteȒ4yumlʈLjƘ Ɵ˩ ωΒσφϏ( ˝oacuteȒ4yumlʈLjƘ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( lɼȒɩƘƯϓϢ

ųˋɕȁƯ ğƫN ΈψίΨϊΜ ȡfrac34divideȒdivideoacuteugraveograveʵ

ȡfrac34divideȒǂˀƲ sup1ȉĸ μϏοΊΩΈόΔφϏΝ ȡfrac34divideȒdivideoacuteyumlųĴograve

ȡfrac34divideȒųĴograve ǵsƟ Θίϊ ȡfrac34divideȒǂˀƲʉʵϔ

ųˋɕȁƯ ˏȁDthorn ΣϏξΡΔ ųˋŔƭıdivideƭųjƭıdivideȏϔ

lɼȒĆęƯ iquestecircŋĘ δΉΤΚσϒδΉόΝ lɼȒĆęƯ

ųˋfrac12jeͲ ȼŇě εψϏΊόΩ ųˋfrac12jeͲńƿijϔ

ȡfrac34divideȒƁiumlǗ ȣƫ˩Lj ƖǂβψδΉΤΚσ ȡfrac34divideȒpǃȅώːȁB

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒʹʉˈœRǓƯ

sup1SȒsup1ˏdivide˂ƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideagraveƩʫĎƿńƿijϔ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿńƿijϔ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲ

ųˋǓjώǂˀƲųLjƻsup1Ccedilʵϔ

śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿˉ

ograveƁȒIgrave˂Ǖ Ƃȁˤ ωΒσφϏ( ograveƁȒIgrave˂Ǖ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůńƿijϔ

ȡfrac34divideȒƖǂyumlƁiumlƯ Əůĩ ΘίϊΐΤζʹ ųˋɕȁȰǓʈɨʫƩnj

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1SdivideďOĎƿ

ųˋǓjώǂˀƲ śȐĂ ωΒσφϏ( ųˋǓjώǂˀƲŏǓpƘńƿordfij͵Uumliumlϔ

sup1SȒsup1ˏdivideɧůsup1Ƙʵ

ŵecirc˪ě ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideagraveƩʫĎƿ

ȡfrac34divideȒƖǂίϏΜ aacuteŵʆraquo ųθΊʹ ȡfrac34divideȒːȁǗ

sup1ˡďicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďicircȅʙdivideB

ųˋfrac12jšLjƘ _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųǗȸLjbrvbarȋεΊ

sup1ˡďƶpˈicircȅnjœ Ƙ ωΒσφϏ( sup1ˡďƶpˈicircȅnjœǓ

sup1SȒsup1ˏdivideɧůsup1Ƙ ŵecirc˪ě ίιίι OacuteoacuteȒEumlȅƯIumlɑɍ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒųWďƯ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒWďyumlųWďB

ɵȒXƁdivideƿ aacuteŵ˪ė XƁdivideƿlɼȒxˈȹůȅϔ

ȡfrac34divideȒǂˀƲ ɿEcirc ΙώΒρόΔΏεΚϏ ȡfrac34divideȒʉdivideƲy

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧů ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1SdivideďOĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1Sdivideƿˉ

ǪůȒordmɶyumlŨŚȅsup1ǃ˻ograve

ƨĦ Θίϊ ǪůȒordmɶώŨŚȅ˻ograveńƿijϔ

ɵȒljƵůǕfrac12ʵʲ ǐʲƻƴ ɵȒljƵdivide

sup1SȒsup1ˏdividedivideǎƘƿ Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

lɼȒyumlsyuml˾ɗdivideƲy ampɿɔŚ Ɵ( lɼȒyumlsyuml˾ɗdivideƲy

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ŵŬAring ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙƿ ϔ ȏ͵Pĺ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

ĬȘȒʛƘyumlshyƯ șdivideŢ ΈάΤΨϔ ˲igraveȒǂǕOčOǕFyʵϔ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

ŠĉȔŚ ωΒσφϏ( sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1ˡďNJdivideȗ7ɏȡoacutedivideltϔ

ȁsup1 ΜζφΤΚσϓϔ sup1ˡďNJdivideȗ7ɏ

ųˋƭųjfrac12ˢƹsect _ɿ˱ţ μϏοΊΩΈόΔφϏΝ ųˋɕȁȰǓʈiumlƯ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

Ƭŧraquo ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙ

sup1SȒsup1ˏdivideɧůsup1Ƙƿ

ˏq ίιίι sup1SȒsup1ˏdivideɧůsup1Ƙƿ

sup1SȒsup1ˏdivideagraveƩʫĎƿ

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sup3 yacuteuumlthornshysup3acutesup1microsup2 sup2degdegdegmacrsup3macrplusmnplusmn middotmiddotregmicro 4J0brvbarp cedil mEuml huaringicircaeligOtildeagraveUumleumlfrac12 sup2degdegdegmacrsup3macrsup3deg cedildeg 4JhuKIacuteETHIgravei plusmnsup1 sup2

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micro yacuteuumlthornshysup1paraplusmnsup1micro sup2degdegsup2macrplusmndegmacrplusmnsup1 acuteplusmn00K0J`0

isup2sup3 Eumliexcl AringCcedilAEligEacutecopyfrac12EgraveAEligEcircCcedil sup2degdegsup3macrsup3macrplusmndeg plusmn

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middot AgraveiquestAumlshyplusmnplusmnacutecedildegcedil sup2degdegmicromacrmicromacrmiddot parapara 00JdD sup2sup3 NdEuml sup2degdegmacrdegparamacrsup2para parapara paracedil 00JJy0i microdeg plusmn

cedil Agraveiquestshyacutedegparasup2para sup2degdegparamacrplusmnmacrplusmnsup2 paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrsup3macrsup2deg paradeg BE+KrJp paramiddot deg

sup1 Agraveiquestshyacuteacuteplusmnplusmnmicro sup2degdegparamacrsup3macrplusmncedil paradeg BE+KrJp sup2plusmn Euml sup2degdegparamacrmicromacrsup2plusmn paradeg parasup2 BE+KrJp paraacute deg

plusmndeg Agraveiquestshyacuteacutemicrosup2acute sup2degdegparamacrmicromacrsup2plusmn middotpara BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmicromacrsup2micro middotsup1 cedilplusmn BE+KrJp acute deg

plusmnplusmn Agraveiquestshyacuteacuteplusmncedilplusmn sup2degdegparamacrsup2macrmicro acutecedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegparamacrmiddotmacrsup3plusmn microplusmnregmicro microsup3 BE+KrJordfltiFlaquo plusmnmiddotpara deg

plusmnsup2 AgraveiquestAumlshyplusmnsup3paraplusmnparasup3 sup2degdegparamacrcedilmacrsup2acute sup3middot S6MuKZJ sup2sup2 poundIEumluml ĈĄĒntildeċĄntildeĉăČďocircraquoAumlfrac12otilde sup2degdegparamacrplusmndegmacrsup1 acutemicro S6MuKaeligtimesiacuteograveOacute acutepara deg

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plusmnacute Agraveiquestshyacutemicroparadegcedil sup2degdegmiddotmacrplusmnmacrsup2plusmn microcedilregmicro BE+KrJ=l- sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup2macrplusmncedil parasup2 paramicro BE+KrJp sup2cedil deg

plusmnmicro Agraveiquestshyacuteacutemicrosup2sup2 sup2degdegparamacrmicromacrsup2plusmn paracedil BE+KrJp sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrsup3macrsup2middot sup2 0+bGosup2ampccedilOuml13 sup3plusmndeg middotmicro

plusmnpara Agraveiquestshyacutemicroacutecedilmiddot sup2degdegparamacrplusmnplusmnmacrplusmndeg acutepara BE+KrJp sup2plusmn Euml sup2degdegmiddotmacracutemacrsup1 microdeg microsup2 BE+KrJltiF plusmnmicrodeg deg

plusmnmiddot Agraveiquestshyacutemicroparaplusmnmiddot sup2degdegmiddotmacrsup3macrplusmnmiddot paraacute BE+KyenLJt sup2plusmn dEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacracutemacrplusmnpara paraacute parapara BE+KyenLJt sup3deg deg

plusmncedil Agraveiquestshyacuteparadegdegmiddot sup2degdegmiddotmacrmicromacrsup2sup2 microsup3 BE+KrJ sup2plusmn EDEuml AacuteAcircAcircAtildeE+ sup2degdegmiddotmacrmiddotmacrsup3 microacute micropara BrJit acutesup2 deg

plusmnsup1 AgraveiquestAumlshyplusmnsup3paramiddotacutepara sup2degdegparamacrplusmnplusmnmacracute paracedil poundZ+0i sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegmiddotmacrplusmndegmacrsup2para parasup1 pound+J+i sup3micropara deg

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sup2sup2 Agraveiquestshyacutemicroacutesup1middot sup2degdegmiddotmacrplusmnmacrplusmn microcedil BE+KrJp sup2plusmn Euml sup2degdegcedilmacrsup3macrsup2middot microsup1 parasup2 plusmnregsup3 0+bK+ acutemicroplusmn plusmndegdeg

sup2sup3 AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degdegcedilmacrplusmndegmacrplusmnmicro sup1plusmn sup1pararegmicro pararegsup2micro pound+J+Ji sup3microsup3 deg

sup2acute AgraveiquestAumlshyplusmnsup3acutedegparadeg sup2degdegcedilmacrplusmnplusmnmacrsup2micro sup2degcurrenGlKatilderJp

sup2acute pound_Euml OcircagraveegraveYacuteacirciacuteograveecircAumlraquofrac12 sup2degdegsup1macrplusmndegmacrplusmnmiddot sup3deg degregsup2micro currenGlKpoundo sup3sup2para plusmndeg

sup2micro AgraveiquestAumlshyplusmnsup3cedilcedilparamicro sup2degdegmiddotmacrplusmndegmacrsup2middot cedilcedil pound+Ji sup2sup2 poundEumliexcl ąćēĄčĒďĆĂĄĎĄĊđĐĔ sup2degplusmndegmacrplusmnmacracute plusmndegsup3 cedilregsup1 pound+J middotsup1sup1 deg

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Řŝ ŪŨŮŔŚŗŝŞ ŘŠŠşŖŘřŖŚŗ ŝŠ ŇograveethnEacute sup3ź7 ƜƹƮţųų ŘŠŠŠŖŘŖřŜ š śŕŜ Ňograveethnwigravefrac14Q řŝ ŗ

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Řş ǁǀǂŔşŞŠŜŠ řŗŗŘŖŜŖş řŝ a2etha2XƤŞLW veacuteźyen ůųűŸŐŤŵűŹų řŗŗŘŖŝŖŘŚ řŞ řŞŕŜDžřş a2etha2XƤŞLW Śŝ ŗ

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řŗ ǁǀǂŔŘŗŞşŝŜ řŗŗŚŖŘŖřŝ śŗ ŀuetheacutehƅOumlYacuteacutethornƽIumlĹ[ 1eacuteźRNtilde S řŗŗŚŖśŖŘŜ śŗ ŀuethp_eacutehƅOumltimesx ŞŠ ŗ

řŘ ŪŨŮŔŘŗřŜŠŞ řŗŗřŖŞŖŘŘ ŚŚŕŜ ŀuethBĜĿįIgraveG uplusmnźĨ S řŗŗŚŖŘŗŖŠ Ŝŗ ŀuethBĜĿįĥƅotilde śŜŜ ŗŕŜ

řř ŪŨŮŔŘŗŜşŘŝ řŗŗŚŖŚŖŚŘ ŝŗ ŀuethp_cedilEtimesx ėsup3ź S řŗŗśŖŘŖŘŜ ŝřŕŜ ŝŚŕŜ ŚŕŜŜ ŀuethp_cedilEtimesx řŠŗ ŗ

řŚ ŪŨŔśřŜŗś řŗŗśŖŘŖř ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖřŖŜ ŝŘ đethOumlĔW) Śś řŕŜ

řś ŪŨŔśřśşŘ řŗŗśŖřŖřŠ Ŝŗ đethŃsėQƅotilde oacuteź uml S řŗŗśŖŚŖř Ŝś đethjĩicircOtildeigraveordmplusmn ř ş

řŜ ŪŨŔśřśŝŝ řŗŗŚŖŘřŖřŚ Śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŜŖŘŝ ŘđethOumlĔƋƍƱƶƢĥƅ

otildeŘśŜ řŕŜ

řŝ ŪŨŮŔŘŗśŝřŚ řŗŗśŖŞŖŘŜ ŜŜ ŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ įźETHJ ůųűŸŐŧŶǃ řŗŗśŖŠŖŘ ŜŝŀuetheacutehƅOumlYacuteacutethornƾIumlĹ[ƻ

OcircPƼśş ŗ

řŞ ŪŨŔśřśŝŞ řŗŗŚŖŘřŖřŚ ŝŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗśŖŘřŖřŜ ŝś đethbOgraveqTHORNƸħ ŚŝŞ ŗ

řş ŪŨŔśřŝŜŞ řŗŗśŖŘŖŘŘ śŗ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŜŖŘŖřŘ ŝŗ ŝŘ řઠđethŃsEacuteƅy ŚŞŜ ŝŜ

řŠ ŪŨŮŔŘřŘŠŝŘ řŗŗśŖřŖŞ śŝ ŀuethp_cedilEtimesx ėsup3ź S řŗŗŜŖŚŖŚ śş Řŕś ĮethĩByigraveĸordfOumlW) ŚşŠ řřŗ

Śŗ ŪŨŔŚşřřŗ řŗŗŜŖŚŖřŘ Şŝ đethŊEgraveĘ IJregźT S řŗŗŜŖŘřŖŘŠ Şş đethjĩicircOtildeigraveOtilde řŞŚ řŗ

ŚŘ ŪŨŔśřśŠŜ řŗŗŚŖŘřŖřŞ đethbOgraveqTHORNƅotilde IJregźT S řŗŗŝŖŚŖŘŗ Şř ŚŕŜ đethŃsmąă şŗŚ Ŝŗ

Śř ŪŨŔśŚŘşŜ řŗŗŝŖŘŖřŗ ŝŜ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŝŖŜŖŝ ŝŜŕŜ đethŊctimes Řŗŝ ŚŜ

ŚŚ ŪŨŔśŚŘşŠ řŗŗŜŖŘřŖŘř Ŝř đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗŞŖŘŖŘŗ ŝŘ ŝŘŕŝ ĮethBltigraveĠOumlEacuteőmicroŒ ŚŠś Śřŗ

Śś ŪŨŮŔŘŘŗŠřş řŗŗŝŖŘŖŚŘ ŜŘŕŜ ŀuethIacuteOgraveEtimesx ėsup3ź S řŗŗŞŖřŖřŘ ŜŞ ŀuethIacuteOgraveEtimesx Śşŝ ŗ

ŚŜ ŪŨŔśśŘřś řŗŗŝŖŚŖŚŘ ŝŘ đethOumlĔ IJregźT S řŗŗŞŖřŖřř ŝŗ đethOumlaEumlW) Śřş ŗŕŜ

Śŝ ŪŨŮŔŘřŝşśŝ řŗŗŜŖŞŖř śř gethċ źĞ LjLJǍƸNJLJƸljdžNjnjƻŢŮŤƼ řŗŗŞŖřŖřř ŝŗ a2ethyacutebrvbarEacuteŇecircv ŝŗŗ ŞŜ

ŚŞ ŪŨŮŔŘŚŞŞřŚ řŗŗŞŖŘŖřŗ śŗ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖŘŠ śśŕŜ Řŕŗş a2ethacute4ŅW)ŘŗŗŸ ŚŗŚ ŘŜ

ƇŽžƅugraveĢ

ĽőŷŸŒĉ

Ocirc 0ʼnuacute4Āuuml

0Ŭŭŕ

iquestěźŐŐŐŐŐŐęL

ŔiacuteLāĦsectcent

Śş ŪŨŮŔŘŚŞŠşś řŗŗŞŖŘŖŚŗ ŚŠ a2etha2aįľĥ sectňźcopy S řŗŗŞŖŘŘŖřś śş Řŕś a2ethacute4ŅW)ŘŗŗŸ řŠş ŘŜ

ŚŠ ŪŨŮŔŘŚśŜŚř řŗŗŝŖŘŖŘş Řş đethgtĭigraveeacute IJregźT S řŗŗŞŖŘřŖŚŗ śŜ đethaEumlYacute ŞŘŘ Ŝŝ

śŗ ŪŨŔśśŞŜŘ řŗŗşŖŘŖŚ şŞ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŖŘŚ şŞ đethBĄicircOtildeigrave Řŗ ŗ

śŘ ŪŨŔŚşŠŠŞ řŗŗŜŖśŖŘŝ ŜŘ đethOumlaumlI IJregźT S řŗŗşŖřŖŘŗ ŞŘ đethOumlƅotilde ŘœŗŚŗ ŗ

śř ŪŨŔśŝŗŠś řŗŗşŖřŖř şŜ đethĔƅotilde IJregźT S řŗŗşŖŚŖŘŘ Šŗ đethČOgraveYacute Śş ŘŕŜ

śŚ ŪŨŔśŝŜŜŞ řŗŗŞŖŜŖřŞ ŜŠ đethicircOtildeigraveordmplusmn =uźŏ_ ƕƱƩƩƳƹƑƹƘƯƶ řŗŗşŖŚŖŘŗ Şŗ đethicircOtildeigraveordmplusmnaacuteYacute řşş ŗ

śś ŪŨŔśŝśŝś řŗŗŞŖŘřŖřś śŜ đethBĄ Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗşŖŚŖřŜ ŜŚ đethBĄicircOtildeƅotilde Šř ŗ

śŜ ŪŨŮŔŘśŝśŜŜ řŗŗşŖşŖřŝ śŠŕŜdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘŘŖŘŜ Ŝŗ divideeethġmiddotĩszligIgraveEigrave şŘ ŗ

śŝ ŪŨŔśŞśřŘ řŗŗşŖřŖŝ şŘ đethicircOtildeigraveicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŗşŖŘŘŖŚŗ şŜ ŜŕŠŜ đethŃaacuteYacute řŠş ŗ

śŞ ŪŨŮŔŘśřŜŚŜ řŗŗşŖśŖŘŞ ŜŘdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗşŖŘřŖŞ Ŝř Řŕŝ ĮethĩĠOumlĘEgraveyĥ řŚś řŞŗ

śş ŪŨŔśŞŘŗŜ řŗŗşŖŚŖřŜ Ŝř đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖŘŖřř ŝŗ đethOacutezW) ŚŗŚ Řŗ

śŠ ŪŨŔśŜşŗş řŗŗŞŖŘŖŘŞ Ŝŗ đethĔƅotilde IJregźT S řŗŗŠŖřŖŠ ŝŚŕŜ Śŕś đethŃsmąă ŞŜś ŝŗ

Ŝŗ ŪŨŮŔŘśřŜśŜ řŗŗşŖśŖŘŘ śŠdivideeethszligIgraveEigraveAumlIgraveGőŀueth

^ƼatildeźAcirceuml ƘƹƥƙƨƊƍƟƌƶƖŤ řŗŗŠŖřŖřş ŜŜ ŜŞ divideeethntildeŌigraveƞoacute ŚřŚ Ŝ

ŜŘ ŪŨŔśşŘŗŞ řŗŗşŖŘŘŖŘŝ Ŝŝ đethBĄicircOtildeƅotilde oacuteź uml S řŗŗŠŖśŖřŜ ŜŠ ŝŗ đethBĄicircOtildeigraveq Řŝŗ ŗ

Ŝř ŪŨŮŔŘśŠŞŠř řŗŗŠŖŜŖŘ śŚ a2eth4agraveūŬŨƥƹƙ Ucircdegźk ƥƫƥƫ řŗŗŠŖŘŗŖŠ śŞŕŜ śş a2ethaį ŘŝŘ ř

ŜŚ ŪŨŔśŠŘśŘ řŗŗŠŖŘŘŖřř ŝř RAacutesethHigrave Ŏeacuteź |łı řŗŗŠŖŘřŖş řঠRAacutesethƂƀƇigraveĥ Řŝ śŗ

Ŝś ŪŨŔśşŘŘş řŗŗŠŖŘřŖŜ ŜŚ đethBĄicircOtildeigraveƅotilde oacuteź uml S řŗŗŠŖŘřŖřř Ŝŗ đethBĄicircOtildeigraveordmplusmnYacuteEacute ŘŞ ŗ

ŜŜ ŪŨŔśŝśŝŝ řŗŗŞŖŘřŖřŠ śŜ đethBĄicircOtildeigrave]Ouml Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŚ Ŝŝ Ŝş Řŕş ĮethĩiumlğOumlEacuteőƷagraveƼ Şřś Śŝŗ

Ŝŝ ŪŨŔśŝśŝş řŗŗŞŖŘřŖřŚ śŝ đethigraveG Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŗŠŖŘřŖřŘ Ŝş řŕŜ divideeethOumlAringEcircĵEacute Şřş ŝŗ

ŜŞ ŪŨŔśşŜŜŠ řŗŘŗŖŘŖřř ŜřŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŗŖŚŖŘř ř đethBĄicircOtilde śŠ ŗ

Ŝş ŪŨŔśŠŘŝř řŗŗŠŖŘřŖřŗ ŞŜ RAacutesethplusmnigrave Ŏeacuteź |łı řŗŘŗŖŜŖř Şś RAacutesethplusmnigraveRUgrave ŘŚŚ ŗ

ŜŠ ŪŨŔśŠŚŠř řŗŘŗŖŘŖŚŗ ŞŜ đethctimesƅotilde IJregźT S řŗŘŗŖŝŖŠ şŗ ŝ đethctimesKĕĵyƅotilde ŘŚŗ ŗ

ŝŗ ŪŨŔśŠŚŠŝ řŗŘŗŖřŖŝ şŘ đethEgraveĘƅotilde IJregźT S řŗŘŗŖŝŖŘŝ ŠŘ ŝŕŘ đethŊctimes ŘŚŗ ŗ

ŝŘ ŪŨŔśŠŚşŝ řŗŘŗŖŘŖŚŗ śŜ đethctimesƅotilde IJregźT S řŗŘŗŖŘřŖŚŗ ŜŜ řŕş ŀuethăW) ŚŚś ŘřŜ

ŝř ŪŨŔśŠřŝŞ řŗŘŗŖŜŖş ŜŚ đethBĄicircOtildeigrave yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŘŖřŖŚ Řঠŀuethfrac34EEacute řŞŘ Řşŗ

ŝŚ ŪŨŔŜŗřřŚ řŗŘŘŖŘŖŚŘ ŜŜ đethbOgraveqTHORNƅotilde IJregźT S řŗŘŘŖřŖŘŠ śŜ đethbOgraveqTHORNƅotilde ŘŠ ŗ

ŝś ŪŨŔśşŜŜş řŗŘŗŖŘŖŘŝ ŜŞŕŜ đethicircOtildeƅotilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŘŖŚŖř ŝŞ đethicircOtildeordmplusmnƓƯƶƪEacute śŘŗ ŗ

ŝŜ ŪŨŔśŞŞŝŞ řŗŗŠŖśŖřŜ Ŝř đethBĄigraveG yeacuteźĆ ŰũūťŐŭŤŦŢŬřŗŘŘŖŗŚŖŗŜ

ƻCcedilſsectƼŚŕř ŀuethfčEacute ŝŞŠ ŘŚŜ

ŝŝ ŪŨŔŜŗřŠŝ řŗŘŘŖřŖŘś şŘ đethOumlƅotilde paraźlshy ƕƱƩƩƳƹƑƹƘƯƶ řŗŘŘŖŚŖřŞ Şş Ŝŕř đethOumlŋEagrave śŘ Ŝ

ŝŞ ŪŨŔśśŗŝŘ řŗŗŝŖŘŖř ŝŞ đethŊƅotilde IJregźT S řŗŘŘŖśŖŘş şŗŕŜ śŕŜđethŊctimesKĕĵyEacuteotilde

őyentimesŽƉŒŘœŠŚř ŗ

ŝş ŪŨŔŚşŠşş řŗŗŜŖŚŖřŘ Ŝř đethŊctimesƅotilde IJregźT S řŗŘŘŖśŖŚŗ ŝŚ đethŊOOumlƅotilde řœřŚŘ Ś

ŝŠ ŪŨŔŜŗśŗŝ řŗŘŘŖŚŖŚŗ Şř ŀuethBĜƅotilde oacuteź uml S řŗŘŘŖŜŖŠ Şŗ ŚŕŠ ŀuethBĜfčEacute śŗ ř

Şŗ ŪŨŮŔŘŜŘşŜŠ řŗŘŗŖŘŘŖŘŞ ŞŘ a2ethOgraveĘUOuml aYź S řŗŘŘŖşŖş ŞŘ ŞŚ ŚŕŚ a2ethĝCcedilħUOumly řŝś ŗ

ŞŘ ŪŨŔśŠŞřř řŗŘŗŖŞŖŘ ŚŘ đethOuml splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘřŖřŖŜ Ŝŗ Řŕśş đethOumlOtildeĔW) Ŝşś ŗ

Şř ŪŨŮŔŘśśŚśŗ řŗŘŘŖŘŖş ŚŜ a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŚŖřŠ ŜŘ Ŝś gethbrvbarigraveIgraveOtilde śśŝ ŜŜ

ŞŚ ŪŨŮŔŘśśŚŚŜ řŗŘŘŖŘŖŞ Śş a2ethaįIgraveG Ucircdegźk ƥƫƥƫ řŗŘřŖŜŖŜ śŜŕŜ śŝŕŚŜ a2eth4agraveXƤEacute śşś Ŝ

Şś ŪŨŮŔŘŝŘŞŠŜ řŗŘřŖŚŖřŘ Śś ŇograveethŇograveOumlagrave RAEligź ƗƥƵ řŗŘřŖŝŖŘŘ ŗŕŜ yethtimesĪĩtimesĺigraveyacuteƷyĥ şř Řřŗ

ŞŜ ŪŨŮŔŘŜŝŞŚř řŗŘřŖřŖŘş Ŝř RAacutesethƂƀƇigraveWotilde ēźAcircC |łı řŗŘřŖŞŖŘś Ŝś Ŝŝ RAacutesethƂƀƇigraveWotilde ŘśŞ ŗ

Şŝ ŪŨŔŜŗřŚŞ řŗŘŘŖŚŖś Ŝŗ đethqTHORN IJregźT S řŗŘřŖŘřŖřŞ macrUumlm ř੠divideeethBOumligraveAringEcircĵ ŝŝś Šŗ

ŞŞ ŪŨŔśşŞśŘ řŗŘřŖŝŖŘŗ Ŝř đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘŖŞ Řŕŝ đethŃsEacute řŘŘ ş

Şş ŪŨŔŜŗŞŚŜ řŗŘřŖśŖřŜ Ŝŗ đethĔƅotilde IJregźT S řŗŘŚŖŜŖřś ŝŞŕŜ řŕř đethOumlaEumlYacuteG ŚŠś ŗŕŜ

ŞŠ ŪŨŔśşŞśŠ řŗŘřŖŞŖřŘ ŝś đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŠ ŝŞ ŝş đethBĄicircOtildeƅotilde Ŝřŝ ŗ

şŗ ŪŨŔŜŗśŞŠ řŗŘřŖŘřŖřś şŚ đethBĄicircOtilde yeacuteźĆ ŰũūťŐŭŤŦŢŬ řŗŘŚŖŘřŖřŚ şŚ đethBĄįyzƅotilde Śŝś ŗ

şŘ ŪŨŮŔŘŝŚřŝř řŗŘŚŖŘŘŖřř ŚŞ ŇograveethOumlagrave Ňsup1źUacute S řŗŘśŖśŖŘś śŚ Ňograveeth`ŁigraveźĂYacute[ķ ŘśŚ Řş

şř ŪŨŔŜŚŘřŚ řŗŘśŖŘŖŚ śŗ đethŊbOgraveqTHORNƅotilde oacuteź uml S řŗŘśŖŝŖřŞ Śş đethbOgraveYacuteEacute ŘŞŜ Ř

şŚ ŪŨŔŜŚřśŠ řŗŘśŖŝŖŠ śŜ đethicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŞŖś śŜ đethicircOtildeőOcircPƼ řŜ ŗ

şś ŪŨŔŜŚřŜŚ řŗŘśŖŝŖřş ŞŞŕŜ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖşŖŜ ŞŞŕŜ đethBĄicircOtilde Śş ŗ

şŜ ŪŨŔŜřşŞř řŗŘśŖŞŖřŞ ŝŞ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘśŖŠŖŘ ŝŞ ŝş đethBĄicircOtildeőOcircPƼ Śŝ ŗ

şŝ ŪŨŮŔŘŝŗśřŚ řŗŘŚŖŝŖř ŚŘ ŇograveethŇograveV2Ocirc sup2plusmnź S řŗŘśŖŘŗŖŚ śśŕŜ ŇograveethŇograveV2ŇŁocircW śşş ŗ

şŞ ŪŨŔśŞŚşŠ řŗŗşŖśŖřŘ Ŝř đethOumlaumlI IJregźT S řŗŘŜŖśŖřş ŞŞ ŚŕŜ đethŃs~č řœŜŝś Ŝş

şş ŪŨŮŔŘŜŝŠŘŘ řŗŘŜŖŘŖŘŗ ŝş RAacutesethplusmnigraveWotilde ēźAcircC |łı řŗŘŜŖŝŖřŗ ŝŝ ŝŞ ŚŕŘŜ RAacutesethplusmnigraveeacute ŘŝŘ ř

şŠ ŪŨŮŔŘŝŞŘŠŚ řŗŘŜŖŚŖřř ŝş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŜŖŘŘŖřŜ Şř ŇograveethOumlagrave řśş ŗ

Šŗ ŪŨŔŜřşşŚ řŗŘśŖŘŗŖřř Ŝř đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŜŖŘřŖŚ ŝş řŕś divideeethOumlĚotildeW) śř śŗ

ŠŘ ŪŨŔśŞŘŝŠ řŗŘŘŖŘŗŖŘŜ śŜ đethOumlOgrave Ňyumlźiexcl ƩƳƹƎƍƶƢ řŗŘŝŖřŖřŚ ŞŞ đethOumlOgrave ŘœŜŠř ŗ

Šř ŪŨŮŔŘŝŘŞŞŠ řŗŘřŖŚŖŞ śŝ ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŚŖřř Ŝś ŜŜ ŇograveethOumlagrave ŘœśŞŜ ŗ

ŠŚ ŪŨŔŜŗşŘŞ řŗŘřŖŘŘŖŘŞ ŜŚ đethBĄicircOtildeƅotilde oacuteź uml S řŗŘŝŖŚŖŘř ŝŜ đeth~čƅotilde ŘœřŘŘ ř

Šś ŪŨŔŜřşşŞ řŗŘśŖŘŗŖřř ŝŗ đethBĄicircOtilde splusmnźpoundŏ ŰũūťŐŭŤŦŢŬ řŗŘŝŖŚŖřş ŝş Şŗ đethBĄicircOtilde ŜřŚ ŗ

ŠŜ ŪŨŔŜřŞŚř řŗŘŝŖŘŖřŜ ŝş đethBĄicircĶOgrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŝŖŝŖŘŠ ŞŘ Śŕŝ đethatildeIgraveG Řśŝ Ş

Šŝ ŪŨŮŔŘŝŜřśŝ řŗŘŚŖŠŖřŝ Śř ŇograveethOumlagrave RAEligź ƗƥƵ řŗŘŝŖŘŘŖŘř ŜŘŕŜ ŜřŕŜ ŇograveethOumlagrave ŘœŘśŚ ŗ

ŠŞ ŪŨŮŔŘŝŞŘŠŠ řŗŘŜŖŜŖŞ ŚŠŕŜ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖŘŖŞ śŠ ŜŘ ŇograveethOumlagrave ŝŘŘ ŗ

Šş ŪŨŔśŝśŝŚ řŗŗşŖřŖŘŝ Şś đethicircOtildeigraveicircOtilde Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŘŖŘŘ şŜŕŜ đethŃsWotilde ŚœřŜş Řŝ

ŠŠ ŪŨŮŔŘŞřŜśş řŗŘŝŖŘřŖŚŗ ŝş ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖŘŖřŝ ŝŝ ŝş ŇograveethŇograveyenYacuteĥ řŞ ř

Řŗŗ ŪŨŮŔŘŞřŜŚŘ řŗŘŞŖŚŖřŠ ŜŜ ŇograveethOumlagrave currenēźshy ij$frac12Ī řŗŘŞŖśŖŠ Ŝś ŇograveethraquoOtildeĥ ŘŘ Ř

ŘŗŘ ŪŨŮŔŘŞŘśŠŜ řŗŘŝŖŚŖřŗ śş ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŞŖśŖŘŜ Ŝŗ ŇograveethraquoOtildeĥ ŚŠŘ Ř

Řŗř ŪŨŔŜśŗşř řŗŘŝŖŘřŖŘş Şŗ ĴzethiumlOumlYacute aEumlźd ƣưƹƬƹơŢŤ řŗŘŞŖśŖŘŜ Şŗ Şř śŕŜ Ĵzethėtimesaatildeigravemicroy ŘŘş Śŗ

ŘŗŚ ŪŨŮŔŘŞŗśŗş řŗŘŜŖŘŘŖřś Śś ĴzethėtimesAgrave źAcircĻ ƴƔưƱƹS řŗŘŞŖśŖřŗ śś śŜ Ĵzethėtimesaatildeigraveoslashyī ŜŘř ŚŘ

Řŗś ŪŨŔśŞŜşŚ řŗŗşŖŜŖŘŗ Ŝŗ đethĔƅotilde IJregźT ƴƔưƱƹS řŗŘŞŖŜŖř şŞ şş acuteĬĜayIcircOgraveYacute ŚœřŞŠ şŝ

ŘŗŜ ŪŨŮŔŘŝŞşŚŘ řŗŘŜŖŘřŖřŜ Ŝş yethBĪ EźAtilde ƴƔưƱƹS řŗŘŞŖŜŖŘŘ Ŝş ŜŠ řঠyethĸĪƅotilde Ŝŗř ŚŚ

Řŗŝ ŪŨŔŜřŞŚŗ řŗŘŝŖŘŖŚ şŜ đethicircOtildeigrave Egraveźeuml ŰũūťŐŭŤŦŢŬ řŗŘŞŖŞŖřŞ şŝ şŞ đethBĄ ŜŞŗ Ř

ŘŗŞ ŪŨŮŔŘŞŝŜśŞ řŗŘŞŖŘŘŖřŗ śŘ ŇograveethOumlagrave ccedilEźAcircR ƗƥƵ řŗŘşŖśŖŚŗ śř ŇograveethraquoOtildeEacuteřŷŸ ŘŝŘ ś

Řŗş ŪŨŮŔŘŞŠŠŜř řŗŘŠŖřŖřŘ ŜŞŕŜ gethėiRĩbrvbarigravemicroaacuteYacute ńēźĖ ƴƔưƱƹS řŗŘŠŖřŖřŝ Ř੠getheacutewbrvbarigraveW) Ŝ Ş

ŘŗŠ ŪŨŮŔŘŞşśřś řŗŘşŖŜŖŜ śř ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖśŖŘŘ śŜ ŇograveethOumlagraveĽx[

ŘŘŗ ŪŨŮŔŘŞŚŜŚŠ řŗŘŞŖŜŖŘŚ Ŝş RAacutesethƂƀƇigraveWotilde ŇAgraveź ƴƔưƱƹS řŗŘŠŖŜŖŘŗ ŝŗ RAacutesethƂƀƇigravetimesĈy

ŘŘŘ ŪŨŮŔŘŞŠřŚŚ řŗŘşŖŘŘŖřŗ ŚŠ aeligplusmnethbĐmicroyigraveNOgrave Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŝŖř śŜ aeligplusmnethbĐmicroy

ŘŘř ŪŨŮŔŘŝŞşśř řŗŘŝŖŘŗŖŘş ŜŚ yethĸBƅotilde EźAtilde S řŗŘŠŖŜŖřŝ ŝŜ ŇograveethjĎĩacuteNtildeigraveįordmecirc

ŘŘŚ ŪŨŮŔغغŘŝ řŗŘŠŖŠŖřŠ ŚŚŕŜ ō+yethIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗŘŠŖŘŗŖřŝ ŚŚ ŚŜ ō+yethIgraveG

ŘŘś ŪŨŮŔŘŞşśřŜ řŗŘşŖŜŖŜ ŚŞŕŜ ŇograveethŇograveOumlagrave ccedilEźAcircR ƗƥƵ řŗŘŠŖŘŘŖŘŘ śř ŇograveethOslashIgraveGOcircŚŷŸ

ŘŘŜ ŪŨŮŔŘşŗŗŗŚ řŗŘŠŖŘŖś Ŝş ŀueth6z oeacuteźļ ƴƔưƱƹS řŗŘŠŖŘřŖŚŗ ŜşŕŜ ŜŠ ŀueth6z

ŘŘŝ ŪŨŔŜŜŜŜŚ řŗŘşŖŘřŖŘŜ śŗ đethBĄicircOtildeƅotilde oacuteź uml AcircS řŗřŗŖŘŖřŘ Ŝŗ ŘŕŝŃs~čƃicircOtildeigraveordmplusmnƅĶW

aringƻŻżƄƼśŗř Ř

ŘŘŞ ŪŨŮŔŘşřŞŚş řŗŘŠŖşŖŘŠ Śŝ ō+yethĒIgraveG Ňregźntilde ƋƝƪƙơƲƹƮŮŢŤ řŗřŗŖřŖŘ ŚŞ Śş ō+yethIgraveG Řŝŝ ŗ

ŘŘş ŪŨŮŔŘŝŞşŚř řŗŘŝŖřŖřŗ Ŝŗ yethBĪƅotilde EźAtilde ƴƔưƱƹS řŗřŗŖŚŖŘŗ ŝŜ ŝŞ yethtimesĪĩRtaacuteYacute ŘœŘŘŚ Ř

ŘŘŠ ŪŨŮŔŘŞŠŝŝŘ řŗŘŠŖŝŖřŚ Ŝŗ RAacutesethplusmnigravenoteacute ŇAgraveź ƴƔưƱƹS řŗřŗŖśŖŘś Ŝŗ RAacutesethacircwĥƻeacuteĤampƼ řŠŝ Ś

452310 8 ( 9

iquestfrac34frac12ordmccedilacircĂugraveugraveāaringograveuumlacircoslashocirc

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BQO ordfAtildeAEliglaquo 13 YacuteugraveUgrave M` M`J9 BQO ordfAtildeAEliglaquo ordfAtildeAEliglaquo ordfAringAumllaquo 13

plusmn iquestfrac34Acircshymiddotsup2sup1micromiddot sup2degdegsup2macrmicromacrplusmnsup3 sup3cedil brvbar=u_j tEcirc7 ZbiumluacuteethUacuteegraveaumldivideraquo sup2degdegsup2macrsup1macrsup3deg paramicroregmicro sup2regacutebrvbar=uLpSAROgrave

gplusmnacutedeg micropara

sup2 iquestfrac34Acircshyplusmnsup3acuteparaplusmnsup2 sup2degdegmiddotmacrsup3macrsup1 sup3sup1 brvbar=u1^= EcirchTHORNāuacuteoslashUumlthorneumlethUacuteegraveaumloumlā

aeligsup2degdegmiddotmacrplusmndegmacrplusmnmiddot microdeg micromiddot sup2regmiddotmicro

brvbar=up=răl=

Ąsup2sup2sup2 paradeg

sup3 iquestfrac34shyacutesup1degsup1cedil sup2degplusmndegmacrmicromacrplusmnsup3 microplusmn uc] EcircG ( sup2degplusmndegmacrmicromacrsup2cedil microdeg micromiddot plusmnregsup1 upound plusmnmicro plusmnplusmn

acute iquestfrac34shyacutesup1paramicromicro sup2degplusmndegmacrparamacrpara micromicro uF2viV EcircG ( sup2degplusmndegmacrparamacrplusmnacute micromicro paraplusmn sup2regsup2 upound cedil sup2middot

micro iquestfrac34shyacutesup1paraacutemiddot sup2degplusmndegmacrmicromacrsup2cedil microsup2 u ordf[IgraveOumlĄ EcircG ( sup2degplusmndegmacrplusmnsup2macrsup2plusmn acuteregsup3 z0u sup2degmiddot plusmnsup2deg

para iquestfrac34Acircshyplusmnmicrodegparaparasup1 sup2degplusmndegmacrmicromacrmicro microsup2 gtu4 sup3oacuteUcircuacute qEcirciexclE aacuteoslashntildeiumlegraveacircyacutethornaelig sup2degplusmnplusmnmacrmicromacrsup3 sup3 gtuyumlPV sup3parasup3 sup2micro

middot iquestfrac34Acircshyplusmnmicromiddotmicrosup2sup1 sup2degplusmnsup2macrmicromacrpara micromiddot uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrmicromacrplusmncedil microdeg plusmnregcedil z0uvyenordfwĄ plusmnsup2 plusmnacutedeg

cedil iquestfrac34shymicroplusmndegsup3deg sup2degplusmnsup2macrmicromacrplusmnpara parasup3 uF2 EcircG ( sup2degplusmnsup2macrmicromacrplusmnmiddot paramicro sup2regpara ultqviV plusmn deg

sup1 iquestfrac34Acircshyplusmnmicromiddotmicrosup2middot sup2degplusmnsup2macrmicromacrpara paraplusmn uc_ WEcirc oacuteāotildeUcirceumlUgravethornacircoslashāaeligraquo sup2degplusmnsup2macrparamacrmicro paradeg sup2regmicro ultqviV sup3deg middot

plusmndeg iquestfrac34shymicroplusmnsup1degplusmn sup2degplusmnsup2macrparamacrplusmn microplusmn u EcircG ( sup2degplusmnsup2macrsup1macrmiddot middotmiddot cedilmicro sup2regparamicro upoundsup3oacuteUcircuacute sup1cedil sup3sup1

plusmnplusmn iquestfrac34shymicroplusmnsup1sup2plusmn sup2degplusmnsup2macrplusmnplusmnmacrplusmnpara paraacute u EcircG ( sup2degplusmnsup3macrcedilmacrplusmn sup3regpara u sup2microcedil deg

plusmnsup2 iquestfrac34Acircshyplusmnparamiddotdegcedilpara sup2degplusmnacutemacrparamacrplusmn paradeg CyenĀ=Āay IEcirc5 ntildeuacuteāigraveUumlthorneuml sup2degplusmnacutemacrparamacrpara paramicro u6bm= micro sup3micro

plusmnsup3 iquestfrac34shymicroplusmnsup1sup2para sup2degplusmnsup3macrsup1macrplusmncedil parasup2regmicrou ordfgĀ[

NtildeIumlĄEcircG [( sup2degplusmnacutemacrplusmndegmacrsup2cedil cedilmiddot middotregacute uT3I acutedegmicro plusmnacutedeg

plusmnacute iquestfrac34Acircshyplusmnmiddotdegmicrodegsup3 sup2degplusmnmicromacrmicromacrsup3deg microplusmn +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmicromacrmiddotmacrsup2sup3 paramicro +ubrvbar=f microacute deg

plusmnmicro iquestfrac34Acircshyplusmnmiddotdegmicroplusmnacute sup2degplusmnparamacrparamacrmicro microcedil +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnparamacrcedilmacrsup2cedil cedildeg acute +ubrvbar=f cedilacute deg

plusmnpara iquestfrac34shymicroplusmnsup1sup3micro sup2degplusmnsup3macrplusmndegmacrcedil paraplusmnregsup2 u EcircG [( sup2degplusmnmiddotmacracutemacrplusmnpara sup1deg middotregmicro uT0 plusmnnotsup2cedilmicro plusmnacutedeg

plusmnmiddot iquestfrac34shymicrosup3sup3middotacute sup2degplusmnparamacracutemacrsup2micro plusmndegacute u EcircG [( sup2degplusmnmiddotmacracutemacrsup2cedil plusmnplusmnpara plusmnsup2acute plusmncedilregplusmn upound sup3paracedil sup2middot

plusmncedil iquestfrac34shymicroacutesup3sup3para sup2degplusmnmiddotmacrparamacrplusmncedil cedilsup1 u EcircG [( sup2degplusmnmiddotmacrplusmnplusmnmacrplusmnsup3 plusmndegsup2 =uEumlOslashIacute plusmnacutecedil sup2sup2micro

plusmnsup1 iquestfrac34Acircshyplusmnmiddotacutemicroplusmnsup2 sup2degplusmnmiddotmacrmicromacrsup2deg microsup1 +ubrvbar=f XqEcircox atildeiacuteuuml sup2degplusmnmiddotmacrplusmnsup2macrmicro paracedil middotsup1 acuteregplusmnacute upound plusmnsup1sup1 plusmnsup3sup2

sup2deg iquestfrac34shymicroacutesup3sup3sup2 sup2degplusmnmiddotmacrparamacrplusmnsup3 cedilcedilregmicro u EcircG [( sup2degplusmncedilmacrmicromacrplusmnplusmn plusmndeg u sup3sup3sup2 deg

sup2plusmn iquestfrac34shymicromicromiddotparaplusmn sup2degplusmncedilmacrplusmndegmacrsup3plusmn paracedil ucd) DEcirc ucircagravedivideoslashā( sup2degplusmncedilmacrplusmnsup2macrplusmnsup1 paracedilregmicro sup3regmicrouc8plusmnregmicrooacuteUcircuacuteordfsup3microCcedil

degmiddotcopyAgravenotsectplusmnacutedegCcedilplusmnmiddotcopyfrac14laquoacutesup1 sup2regmicro

sup2sup2 iquestfrac34shymicroparadegsup1cedil sup2degplusmnsup1macracutemacrsup2cedil microcedil u ĀkIacute DEcirc ucircagravedivideoslashā( sup2degplusmnsup1macrparamacrplusmnsup1 paradeg uordfEgraveEgraveĄ microsup2 sup1micro

sup2sup3 iquestfrac34shymicroparasup2paracedil sup2degplusmnsup1macrparamacrplusmnsup3 parasup2 u ccedileacuteatildeagrave eEcirc ucircagravedivideoslashā( sup2degplusmnsup1macrmiddotmacrsup2sup3 sup2 u szligccedilUumlaring acutedeg degregmicro

sup2acute iquestfrac34shymicroparasup2plusmnmiddot sup2degplusmnsup1macrparamacrsup2 microcedil u ccedileacuteatildeagrave eEcirc ucircagravedivideoslashā( sup2degplusmnsup1macrsup1macrsup2sup3 sup1deg sup3uccurren ăsup3microCcedildegmiddotcopyAgravenot

plusmnacutedegCcedilplusmnparacopyfrac14laquoplusmnplusmnsup3 sup2deg

sup2micro iquestfrac34shymicroparamicroparamiddot sup2degplusmnsup1macrplusmnplusmnmacrsup2middot microdeg uF2 eEcirc ucircagravedivideoslashā( sup2degplusmnsup1macrplusmnsup2macrplusmnmiddot microdeg uc-ampTmicrooacuteUcircuacute sup2deg sup2

sup2para iquestfrac34Acircshyplusmnmiddotmiddotsup2acutecedil sup2degplusmnsup1macrsup3macrplusmnmiddot acutemiddot gtu4 ftimes AUEcircH ucircagravedivideoslashā( sup2degsup2degmacrsup3macrplusmnsup2 paradeg gtu4 Ā r sup3paraplusmn acutedeg

EacuteicircoslashoacuteatildeOgraveM`8Nąparadegmicro8EcircEcircKąsup2para8EcircsectKnacuteregplusmnsup3umlsectsectordfplusmnsup1sup1acuteBĆsup2degplusmnsup1Bplusmnsup2Qsup3plusmnOĄ

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Otilde aacuteagraveaumlIumlOcircOumlUacuteUcirc OacuteUcircUcirctimesNtildeOacuteOacuteNtildeOslash OumlOtilde poundAtildeBJKx middotnotecircs ăĠħĒħĘħĀĈ OacuteUcircUcircOslashNtildeOtildeNtildeOslash OumlOslash OacuteETHOacute 8IJIzE OcircOcircOacute Oslashtimes

Ouml aacuteagraveaumlIumlOacuteUacuteOacuteUgraveUgrave OacuteUcircUcirctimesNtildeUgraveNtildeOacuteOtilde OtildeUcirc poundCcedilIJCr7w R ecirc^ OacuteUcircUcircOslashNtildeOumlNtildeOtildeOgrave OumlOgrave OgraveETHUcirc 8IiAgraveshyJmiddotn OcircUcircOcirc Uacutetimes

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OacuteOgrave įĮİIumlUcircOacuteOcircOgraveOuml OcircOgraveOgraveOacuteNtildeOacuteOgraveNtildeOacuteOcirc OtildeOgrave sup2OcedilcurrenzĩIoĪ 2ecircy OcircOgraveOgraveOacuteNtildeOacuteOcircNtildeOacute OtildeOgrave sup2OcedilcurrenzĩIoĪ timesOgrave Ograve

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ǧǧ ȲȪǺǻǣOgraveŷȘȔȜszlig ǦǮǮǫǤǪǤǬ ǦǣǪ 7sup3ʼnqyenƪǎĿ(ƫĊ ǯ ǯ

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ǧǩ ǷǵǾǢǧǥǦǧǫ ǦǮǮǪǤǦǦǤǦǨ ǫǦ ƭsup2ŭɔiexclĊŅōȪɎ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǪǤǦǫ ǪǮǣǩ ǫǫǣǭ ǧǣǭ ƭsup2šƱƪŮƱĊ ǦǭǪ ǧǥ

ǧǪ ǷǵǾǢǧǫǪǭǭ ǦǮǮǪǤǭǤǧǪ ǧǩ MƈʼnǍĊ ōbrvbarȋOcircszlig ȴɖɈȶɖɏȣȦɖȩ ǦǮǮǫǤǮǤǮ ǧǭǣǪ Ǩǥ ǥǣǦǬ MƈʼnǍregŎęĊũǩȆȇ ǦǪ Ǧǩ

ǧǫ ǷǵǾǢǧǩǫǩǧ ǦǮǮǫǤǭǤǨ ǧǭǣǪ ƭsup2ŭɔiexclĊ igraveęȋTHORNč ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǫǤǮǤǫ ǩǥǟIumlə ƭsup2ethĿĊ Ǩǩ Ǧ

ǧǬ ǷǵǾǢǨǥǧǥǩ ǦǮǮǫǤǮǤǦǫ ǧǮ ƭsup2ŹǖlaquoȪɎ igraveegraveȋĀ8 b ǦǮǮǫǤǮǤǨǥ ǨǬǟIumlə ƭsup2ŹǖlaquoȪɎ Ǧǩ ǥ

ǧǭ ǷǵǾǢǨǥǧǥǪ ǦǮǮǫǤǮǤǦǫ ǧǬ ƭsup2ŹǖlaquocurrenɘȪɎə igraveegraveȋĀ8 b ǦǮǮǫǤǦǥǤǮ ǨǫǟIumlə ƭsup2ecircŹǖļăcurren ǧǨ Ǧǥ

ǧǮ ǷǵǾǢǩǦǫǪǫ ǦǮǮǬǤǪǤǧǨ ǨǨ 7sup3ʼnqyenƪšƱĿĊǟȧɊɇȪɎǠ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǬǤǧǪ ǨǪ ǥǣǭ 7sup3ʼnǎĿPįpampVƗ ǫǨ Ǧǧ

Ǩǥ ǷǵǾǢǨǮǦǩǨ ǦǮǮǬǤǪǤǫ ǨǮ gtʼnampƚƾĿǟraquoȗȕə regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǪǤǨǥ ǯ gtʼnampƚƾĿĊȼĬ ǧǩ ǥ

ǨǦ ǷǵǾǢǩǫǬǪǦ ǦǮǮǬǤǮǤǧǦ Ǩǫ gtʼnƉĉĿĊ regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǫ ǩǩ ǥǣǬǭ gtʼnƘfrac12ĆƦįpcurrenJǥǣǪɇȢɏ ǩǫ ǪǬ

Ǩǧ ǷǵǾǢǩǫǬǫǭ ǦǮǮǬǤǦǦǤǧ ǨǫǣǪ gtʼngtlaquoƱbrvbarČU regigraveȋdžŇ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǧǦ ǨǪ ǥǣǭ gtʼnsup2laquootildeƆɄȶɏĊǪǥǥȇ ǦǮ Ǧǫ

ǨǨ ǷǵǾǢǩǮǭǫǦ ǦǮǮǬǤǦǥǤǧǨ ǨǫǣǪ gtʼngtlaquoOslashUcircƵȮɖȽɖȯ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǬǤǦǦǤǦǦ ǩǥ ǥǣǬǪ gtʼnsup2ĥǑyenɇɎɓȾɐȯĊǧǥǥȇǦǮ Ǧǥ

țȏȑȘřF

ƝLJǟȆȇǠŵ

OacuteĖ IacuteǓŚūŜ

IacuteǺǻǣ

oslashƖȋǜǜǜǜǜǜǜǜƐYǢł

YŭƥUcircOuml

Ǩǩ ǷǵǾǢǪǪǮǭǭ ǦǮǮǭǤǬǤǦǨ ǧǫǣǪ 7sup3ʼnŔEgravelaquoɆɖȸȠȢɍɓȹ ďȋƍtimes ȧȵȸȱȢ ǦǮǮǭǤǭǤǦǧ ǩǥ 7sup3ʼnŔEgravelaquooĆKregŒ Ǩǥ Ǧǫ

ǨǪ ǷǵǾǢǪǮǦǮǭ ǦǮǮǭǤǭǤǧǫ ǧǮ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǭǤǧǭ ǨǥǟIumlə gtʼneumlťlaquoȖUcircltĿȘŀĊ ǧ ǩ

Ǩǫ ǷǵǾǢǪǮǦǭǪ ǦǮǮǭǤǭǤǧǫ Ǩǥ gtʼnsup2ĥǩYɁȢ brvbarƎȋƤƩ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǦǫ Ǩǫ ǥǣǩǫ gtʼnecircsup2ǐĊǧǥǥȇ ǧǦ Ǩ

ǨǬ ǷǵǾǢǪǮǪǬǫ ǦǮǮǭǤǮǤǧǥ ǨǩǣǪ gtʼnsup2ĥǩYɁȢ ĉȋĚ ȴɖɈɕȽɄȽɄ ǦǮǮǭǤǮǤǧǨ ǨǥǟIumlə gtʼnsup2ĥǩYɁȢƢ Ǩ ǥ

Ǩǭ ǷǵǾǢǪǮǪǭǨ ǦǮǮǭǤǮǤǧǥ Ǩǥ gtʼnsup2ĥǩYɁȢ ŋƱȋocircacute ǦǮǮǭǤǦǥǤǦ Ǩǥ gtʼnsup2laquoɇɎɓȾɐȯĊ ǦǦ ǩ

ǨǮ ǷǵǾǢǪǪǧǩǫ ǦǮǮǭǤǮǤǦǧ ǧǬ 7sup3ʼnĔĊ ōļȋƌ ȱɁɓȮɖȰǴDz ǦǮǮǭǤǦǦǤǦǪ ǧǫ ǥǣǬ 7sup3ʼnšƱĘ ǫǩ ǫ

ǩǥ ǷǵǾǢǫǮǫǧǦ ǦǮǮǭǤǦǧǤǦǧ ǩǨ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǪǤǫ ǩǧ ǥǣǮǩ 7sup3ʼnšƱĘ ǦǩǪ Ǯǥ

ǩǦ ǷǵǾǢǫǮǫǮǧ ǦǮǮǭǤǦǧǤǦǧ ǩǨǣǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǭǤǦǭ ǪǥǟIumlə 7sup3ʼnňƗĊɘĆĞǫǪȇǠ ǧǩǮ ǦǦǪ

ǩǧ ǷǵǾǢǧǪǧǩǫ ǦǮǮǫǤǮǤǦǮ ǨǬ 7sup3ʼnqyenƪšƱĿĊ iacuteȋŨ ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǬǤǪǤǬ ǯ ǥǣǭ currenethʼnUcircfrac34ŐƎ ǧǨǥ ǧǥǥ

ǩǨ ǷǵǾǢǫǧǮǮǫ ǦǮǮǭǤǮǤǧǭ ǨǦ ƭsup2ŹǖlaquocurrenĊ ŕcurrenȋDž ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǭǤǦǥǤǫ Ǩǧ ǥǣǨǪ ŕʼnǑĘĊ ǭ ǧǥ

ǩǩ ǷǵǾǢǫǮǩǮǨ ǦǮǮǮǤǮǤǦǦ Ǩǧ OslashħʼnicircyenĊ Řȋƣ ȠȮȯȸȩɍɁ ǦǮǮǮǤǮǤǦǨ ǨǩǟɡǠ ǥǣǨ OslashħʼnicircyenĊ ǧ ǥ

ǩǪ ǷǵǾǢǬǥǥǥǨ ǦǮǮǮǤǮǤǦǧ ǨǦ gtʼnsup2ĥlĊ Ɗȋǂȋ ȴɖɈɕȽɄȽɄ ǦǮǮǮǤǮǤǦǨ ǧǮǟɡǠ ǥǣǩǧ gtʼnsup2ĥŔyenĊǦȆȇ Ǧ Ǫ

ǩǫ ǷǵǾǢǨǫǨǬǬ ǦǮǮǮǤǧǤǬ ǪǥǟIumlə ƭsup2ŭɔiexclĊ Ǝȋd13 ȯɂɍȵȮɋɘǾǼǸǰǾǶə ǦǮǮǮǤǦǦǤǦ ǯ ǧǣǭ ƭsup2ŭɔiexclĊ ǧǫǬ ǥ

ǩǬ ǷǵǢǧǪǫǫǦ ǦǮǮǮǤǦǥǤǨǦ Ǩǫ OslashħʼnampğcurrenňbrvbarŦƬĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǦǮǮǮǤǦǧǤǦǦ ǨǦǣǪǟɡǠ OslashħʼnampğcurrenŊƱĿĔ ǩǦ Ǧ

ǩǭ ǷǵǾǢǫǩǧǪǪ ǦǮǮǮǤǦǥǤǧǫ ǩǥ ŕʼnnjƪnjĿcurrenĊ ļȋ thornŹŶ ǦǮǮǮǤǦǧǤǧǧ ǩǨ ǩǭ Ǧǣǧ ŕʼnUgraveƪŲĘĿĻ ǪǬ Ǩǧ

ǩǮ ǷǵǾǢǩǧǭǧǮ ǦǮǮǮǤǦǦǤǧǩ ǩǦ ƭsup2ƕƪƉ2Ċ īȋ)ŗ ɽɲʆǣɳʋɺɿǧǥǥǥǤǥǦǤǦǪȋɘ

ƽəǩǧ Ǧ

ƭsup2ŮƱĿŝyenĊǧʅɴʊɘĆ

ĞǩǥɫəǪǧ ǧǧ

Ǫǥ ǷǵǾǢǬǨǦǨǧ ǧǥǥǥǤǦǤǮ ǩǥ ŕʼnnjƪnjĿcurrenĥ9ograveyacute ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǤǧǩ ǩǦ ǥǣǮ ƭsup2ŹǖlaquoļĊǏşĦw ǦǪ ǨǪ

ǪǦ ǷǵǾǢǫǩǫǨǩ ǦǮǮǮǤǦǦǤǨǥ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǮ ǩǪ 7sup3ʼnqyenƪǎĿňƗĊ Ǧǫǥ ǮǮ

Ǫǧ ǷǵǾǢǬǦǦǨǩ ǧǥǥǥǤǩǤǧ ǩǪ ıegraveʼnijĞlaquoEgravecurrenĊ aringĉȋĒ ȠȵɂȯȸɎɖɈǾǰDz ǧǥǥǥǤǪǤǦǥ ũǪǥ ǦǣǨ ıegraveʼnijĞlaquoijĞĿťȼcurrenĊ Ǩǭ ǩ

ǪǨ ǷǵǾǢǫǩǫǧǧ ǦǮǮǮǤǦǦǤǧǭ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǪǤǦǫ ǩǩ ǥǣǮǨ ŕʼnǑĘĥŰplusmně ǦǫǮ ǩ

Ǫǩ ǷǵǾǢǬǧǥǦǫ ǧǥǥǥǤǩǤǧǫ ǨǮ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǪǤǦǮ ǩǥ ǥǣǪ OslashħʼnicircyenƃĘĊȋĆĞǧǥɥ ǧǨ ǭ

ǪǪ ɤɣǢǧǬǬǬǦ ǦǮǮǮǤǦǧǤǧǬ Ǩǭ OslashħʼnƜlaquo]şĊ ļȋfordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǥǤǪǤǦ Ǩǧ ǥǣǬOslashħʼnƜlaquoaringƽbrvbarĊȋĆĞ

ǨǥʂʌǦǧǪ ǩ

Ǫǫ ǷǵǾǢǩǭǮǨǫ ǦǮǮǮǤǮǤǧǦ ǩǪ ŘļʼnŘļġĊ ƎȋƔč ɺɲʁʏɲɳʉɵ ǧǥǥǥǤǦǤǦǫ szlig OslashħʼnʼnǦǧʅɴʊ ǦǦǬ ǦǬǥ

ǪǬ ǷǵǾǢǬǧǥǦǧ ǧǥǥǥǤǩǤǧǫ ǩǥ OslashħʼnicircyenlaquoŦĊ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǥǤǫǤǧǦ ǩǥ ǥǣǭ OslashħʼnJĿntildebrvbarŰ Ǫǫ ǦǪǥ

Ǫǭ ǷǵǾǢǬǦǪǩǦ ǧǥǥǥǤǬǤǨǥ ǧǨ ŔbrvbarʼnļRlaquoƎƮIɘɸɲʃə ƲȋĨ ɹɲʁʎɺʃɮɴɾɯʍɷʎɷʈʃʎ ǧǥǥǥǤǭǤǨǥ ǧǬǣǨ ǥǣǨǦǪ ŔbrvbarʼnƮIbrvbarČUĊȋƎ- ǨǦ ǥ

ǪǮ ǷǵǾǢǬǪǩǧǥ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǮǤǧǩ Ǩǥ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǧǭ Ǫ

ǫǥ ǷǵǾǢǪǮǪǦǦǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǫǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǮǤǦǬ Ǩǥ ǥǣǧǧ gtʼnampƚƾĿAacuteĻccedilĊ Ǭ ǧǥ

ǫǦ ǷǵǾǢǪǮǪǦǩǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǧǭ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǦ ǩǥ ǥǣǫ gtʼnampƚƾĿĊȼĬĦw ǨǮ ǧǥ

ǫǧ ǷǵǾǢǪǮǪǦǮǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǬǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ ǧǥǥǥǤǦǥǤǦǮ Ǩǥ ǥǣǪ gtʼnampƚƾĿregĬĦw ǨǦ ǧǥ

ǫǨ ǷǵǾǢǬǨǦǧǦ ǧǥǥǥǤǦǤǮ ǩǦǣǪ ŕʼnnjĿcurrenĊǑEumlœ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǥǤǦǥǤǨǦ ǧɭǨ ōbrvbarʼnEƚlaquoĊ ǧǮǫ Ǧǥǥ

ǫǩ ǷǵǾǢǬǧǮǨǫǧǥǥǥǤǥǫǤǥǩǜɘɳ

ɹɺɿɷʈʃʎƲƣǨǬǣǪ OslashħʼnicircyenRŃBȋĆĞǧǥɭǨǥȇ žiacuteȋG ɐȵȹɃȵȳɖȰ ǧǥǥǥǤǦǦǤǦǦ ǧǣǪ OslashħʼnĐĊ Ǧǫǥ ǧǥ

ǫǪ ǷǵǾǢǬǪǩǨǮ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǨ ǩǥɭǪǥ7sup3ʼnŔEgravelaquoNjőKĊ[

ǦȆȇǬǭ Ǫ

ǫǫ ǷǵǾǢǪǮǪǦǧǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǨ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǥǤǦǦǤǦǬ

ǰǹǮɠǨǥǨǥ ǥǣǬ gtʼnampƚƾǑcurrenP- ǫǭ ǧǪ

ǫǬ ǷǵǾǢǬǪǩǨǬ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǦǫ ǩǧ ǩǫ ǥǣǮ 7sup3ʼnƎƿđvĊ ǭǬ Ǩǧ

ǫǭ ǷǵǾǢǪǮǪǨǭ ǧǥǥǥǤǦǦǤǧǪ ǩǪǣǪ athornʼnUcircǑƪĽżĿŅyenĊ šȋA Ƨ ǧǥǥǥǤǦǧǤǦ szligathornʼnĤėĥ`ơɇȭȘĬ

ǩǭɭǪǥɫȋɘŨĆƦəǫ ǭ

ǫǮ ǷǵǾǢǬǪǩǨǩ ǧǥǥǥǤǭǤǧǬ ǨǪ 7sup3ʼnszligōĊɭoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǧǤǧǫ ǩǪ ǥǣǮ 7sup3ʼnĔ]ƪĝƞĿ ġĊ ǦǧǦ Ǫ

Ǭǥ ǷǵǾǢǭǥǥǦǥ ǧǥǥǦǤǨǤǦǭ ǨǮ ŕʼnžķcurren`ơ yacuteegraveȋ5 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǩǤǧǨ ǨǬǣǪ ǩǦǣǨ ŕʼnžķcurrenIcircĆUȢȨȳ Ǩǫ ǥ

ǬǦ ǷǵǾǢǪǫǦǧǦ ǧǥǥǦǤǩǤǧǮ ǩǥ 7sup3ʼnqyenƪĔĊ Ƽtȋ ǾǼǸǰǾǶ ǧǥǥǦǤǫǤǦ ǩǥ ǥǣǬǪ ƭsup2ŮƱĿĘƑ$m ǨǨ Ǧǧ

Ǭǧ ǷǵǾǢǨǥǥǩǩ ǧǥǥǦǤǪǤǪ ǩǥ 7sup3ʼnšƱĊ egraveȋĀĩ ɽɲʆǜɿʈʋɴɿ ǧǥǥǦǤǫǤǧǪ ǩǥ 7sup3ʼnǎĿ(ƫ ǪǦ Ǧǧ

ǬǨ ǷǵǾǢǫǫǨǪǥ ǧǥǥǦǤǧǤǦǮ ǩǨǣǪ Mƈʼnfrac34Ċ egrave~ȋAtilde ǰǺǺdzǿǜǟȠȻȵȸə ǧǥǥǦǤǮǤǬ ǪǬǣǧ ǧǣǨǫ qʼnƲƅĊ ǧǥǥ Ǩǭǥ

Ǭǩ ǷǵǾǢǩǧǦǬǧ ǧǥǥǦǤǭǤǧǬ ǧǨ ƭsup2šƱƪŮƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǬ ǥǣǩ ƭsup2ŲĘĿĢm1 ǧǦ ǦǨ

ǬǪ ǷǵǾǢǭǦǥǨǬ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǮǤǦǪ Ǩǥ ŕʼnĘĥŶcurrenȘecirc Ǧ ǭ

Ǭǫ ǷǵǾǢǭǧǭǪǦǧǥǥǦǤǥǮǤǥǮǜ

sectǿǝǽǜɩɬsup2ǧǭǣǪ gtʼnǪYmĊ ƱȋcŲ ɽɲʆǜʁʎʄʁʎʄ ǧǥǥǦǤǮǤǧǬ szlig gtʼngtlaquoļȼęȿɖȴĊ Ǧǭ Ǫ

ǬǬ ǷǵǾǢǭǭǭǩǮ ǧǥǥǦǤǮǤǭ ǨǦ gtʼngtlaquocurrenbrvbar regigraveȋdžŇ ȽɄȽɄ ǧǥǥǦǤǦǥǤǩ ǨǦ ǥǣǩǧ gtʼngtlaquoŔyenʅʉʍʁʏʋɺĊ ǧǫ Ǧǥ

Ǭǭ ǷǵǾǢǫǧǭǪǥ ǧǥǥǦǤǮǤǨ ǨǬ ưʼnǔųlaquoōƻĿĊ ƗȋŌcopy thornŹŶ ǧǥǥǦǤǦǥǤǭ ǩǪɭǪǥ ǥǣǭưʼnǔųlaquoƄcurrenĮXȝȞP

ecircǧǣǪʅɴʊǨǪ ǧ

ǬǮ ǷǵǾǢǩǧǦǭǦ ǧǥǥǦǤǮǤǦ ǧǨ 7sup3ʼnqyenƪšƱĊ iacuteȋŨ ǾǼǸǰǾǶ ǧǥǥǦǤǦǥǤǧǧ ǨǪ ƭsup2ŲĘĿĢm1 ǪǦ ǭ

ǭǥ ǷǵǾǢǭǦǥǨǨ ǧǥǥǦǤǮǤǦǩ Ǩǧ ŕʼnžķcurrenĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǪ ǨǨǣǪ ǨǬ ǥǣǪǩǪ ŕʼnĘlaquo9ĜNcurrenĊ Ǫǧ ǧǥ

ǭǦ ǷǵǾǢǭǫǪǥǮ ǧǥǥǦǤǦǥǤǦǧ ǨǮ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ szlig ǨǪ szlig ǯ ǯ

ǭǧ ǷǵǾǢǭǫǪǦǦ ǧǥǥǦǤǦǥǤǦǧ ǩǥǣǪ Ŕbrvbarʼnňugraveĥĉ13ęĊ ȋtimescedil ɀȡȵȮɋɗɀȡɓȰ ǧǥǥǦǤǦǥǤǧǬ ǨǪ Ŕbrvbarʼnethsup2brvbarĊ ǦǪ ǥ

ǭǨ ǷǵǾǢǮǦǥǩǨ ǧǥǥǦǤǦǥǤǧǬ Ǩǭ 7sup3ʼnŔEgravelaquoKġcurrenǭ Ŗȋszlig ǾǼǸǰǾǶ ǧǥǥǦǤǦǦǤǧǥ ǩǥ 7sup3ʼnŔEgravelaquoĭKĊǦɪɫ ǧǩ Ǧ

ǭǩ ǷǵǾǢǪǮǪǦǪǧǥǥǥǤǥǮǤǦǥ

ɘsectɼɷʎǝʉʉɲǨǥǣǪ gtʼnsup2ĥtimesđyumlĊ Ɗȋǂ ǿȃȁȇǜDzȅȁȈȃ

ǧǥǥǦǤǦǦǤǧǦȋɢ

ɥǮɠǥǥǨ gtʼnampƚƾĿregĬĮXƢ ǩǨǬ Ǧǧ

ǭǪ ǷǵǾǢǮǦǦǬǪ ǧǥǥǦǤǦǥǤǦǩ ǨǨ ƭsup2ĔġĊ igraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǦǤǦǧǤǫ szlig ǥǣǪɭǥǣǫ ƭsup2ŲĘĿĢm1 ǪǨ ǪǮ

ǭǫ ǷǵǾǢǮǦǨǪǧ ǧǥǥǦǤǦǦǤǧǪ ǩǧ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǦǤǦǦǤǧǮ ǩǪ ŕʼncurrenƸyenũǨȆȇĊ ǩ ǥ

ǭǬ ǷǵǾǢǮǦǦǬǧ ǧǥǥǦǤǦǥǤǦǩ Ǩǧƭsup2ŭɔiexclĊɘžķĥɹʎɶʎʍɷʎɿɲʀʇʍ

ɿəigraveęȋTHORNč ǾǼǸǰǾǶ ǧǥǥǧǤǪǤǦǪ Ǩǫ currenethʼnǘcurrenĿfrac34Ĕ ǧǦǨ ǧǥǥ

ǭǭ ǷǵǾǢǬǪǩǩǨ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǥǤǦǦǤǪ ǩǫ Ǫǥ Ǧ athornʼnĜǘcurren ǫǨ Ǭǥ

ǭǮ ǷǵǾǢǪǮǪǩǪ ǧǥǥǦǤǦǤǦǭ ǩǥ iquestcurrenʼnǀPƪcurrenĊȋȍȎȘĬ šȋA Ƨ ǧǥǥǦǤǦǤǧǥ ǩǨ ǩǬ ǦǣǦiquestcurrenʼnǀPƪcurrenĊȋȍȎȘ

Ĭǧ ǥ

Ǯǥ ǷǵǾǢǬǪǩǩǫ ǧǥǥǥǤǮǤǨ ǨǬ 7sup3ʼnŔEgravelaquooĆKoĆĊ currenȋśŜ ǾǼǸǰǾǶ ǧǥǥǦǤǪǤǦǬ ǩǩǣǪ ǩǭ Ǧǣǧ athornʼnparaĥparaę ǧǪǫ Ǭǧ

ǮǦ ǷǵǾǢǬǮǦǨǩ ǧǥǥǧǤǮǤǧǭ ǩǥ 7sup3ʼnszligōlaquoszligōĜpoundyacute ǔƜȋƍ13 ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǮǤǧǭ ǩǪ 7sup3ʼnszligōlaquoiacuteyenĊ ǥ Ǫ

Ǯǧ ǷǵǾǢɞɟɞɜɝ ǧǥǥǦǤǭǤǧǥ JĜƦŜĿĊ Uȋ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǧǤǦǧǤǦǮ ǭǭ Ǧǥ OslashħʼnampğcurrenĔĥ ǩǭǫ ǫǥǥ

ǮǨ ǷǵǾǢǮǦǨǭǩ ǧǥǥǧǤǦǧǤǦ ǨǮǣǪ ŕʼnnjƪnjĿcurrenĊ ŕcurrenȋDž ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǧǤǦǧǤǧǥ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǦǮ Ǧǥ

Ǯǩ ǷǵǾǢǭǨǬǩǩ ǧǥǥǧǤǦǦǤǦǬ ǨǬ ŕʼnnjƪnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǧǤǦǧǤǧǦ ǨǪ ǥǣǭɭǥǣǮŕʼnĘlaquoȝȞȌJUgraveș

ũǨɪɫɘƋȘǛəǨǩ Ǧǥ

ǮǪ ǷǵǾǢǦǥǩǧǬǬǧǥǥǧǤǥǮǤǧǧ

ɘsectɨɗɦɀȤǨǫ gtʼnsup2ĥǸǺǵʁʎɲɺ regigraveȋdžŇ ȽɄȽɄ ǧǥǥǧǤǦǧǤǧǥ szlig gtʼnampƚƾĿŔyenĊ ǭǮ ǦǨ

Ǯǫ ǷǵǾǢǮǧǪǦǧ ǧǥǥǧǤǦǦǤǧǪ ǨǬ OslashħʼnicircyenlaquoicircyenĊǪǥɫ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǧǤǦǧǤǧ ǨǮ ǥǣǮ OslashħʼnŧǓbrvbarlaquoļm1 Ǭ ǫǪ

ǮǬ ǷǵǾǢǮǧǪǦǦ ǧǥǥǧǤǦǦǤǧǪ Ǩǫ OslashħʼnicircyenlaquoĊĆĞǨǥȇ Řȋƣ ȠȮȯȸȩɍɁ ǧǥǥǨǤǪǤǩ Ǩǭ ōbrvbarʼnŝĆĿBđĊ Ǧǫǥ ǦǨǥ

Ǯǭ ɤɣɧǢǭǮǥǪǩ ǧǥǥǨǤǪǤǪ ǩǧ 7sup3ʼnĔĊ Ǝȋd13 ǾǼǸǰǾǶ ǧǥǥǨǤǫǤǧǬ ǩǩǣǩ Ǫǥǣǧ Ǧǣǩ ǔTʼnĐeacute4yacuteĊȋĆĞǧǥȇ ǪǨ ǭǪ

ǮǮ ǷǵǾǢǦǥǧǥǮǪ ǧǥǥǨǤǭǤǧǥ Ǩǥ ŔbrvbarʼnuacuteNjƚlaquoƱĂĜcent ccedileacuteȋg b ǧǥǥǨǤǦǥǤǧǪ ǩǪŔbrvbarʼnregyġĊɘňugravebrvbarČ

UĊəǫǫ ǩǩ

Ǧǥǥ ǷǵǾǢǦǥǭǪǬǬ ǧǥǥǨǤǮǤǧǭ ǨǨ ŕʼnĘĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǨǤǦǦǤǦǩ ǩǥǣǩ ŕʼnŲĘĿshyŔNcurrenecirc- ǩǬ ǧǥ

ǦǥǦ ǷǵǾǢǦǧǧǥǩǪ ǧǥǥǨǤǦǦǤǨ ǨǬ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǦǤǦǪ ǨǪ ŕʼnŲĘĿshyŔNcurrenecirc- Ǧǧ ǧǪ

Ǧǥǧ ǷǵǾǢǦǧǫǩǪǨ ǧǥǥǨǤǦǦǤǦǮ ǨǪ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǨǤǦǧǤǧǩ ǨǮ ǩǩ ōbrvbarʼnEƚĜrɘƒŬszligə ǨǪ ǫǪ

ǦǥǨ ǷǵǾǢǦǧǪǭǥǫ ǧǥǥǨǤǦǥǤǧǪ ǩǨǣǪ 7sup3ʼnszligōlaquoPƏecircOslashcurrenɘumlcurrenə Āccedilȋ0 b ǧǥǥǩǤǩǤǨǥ ǩǥ athornʼnathornlaquoŒȘęĊ Ǧǭǭ ǪǮ

Ǧǥǩ ǷǵǾǢǦǧǬǫǪǫ ǧǥǥǩǤǩǤǧǪ ǨǮ ŕʼniĊ UȋOtildemiddot ǾǼǸǰǾǶǟɺʃʏʈɱɹɰǠ ǧǥǥǩǤǪǤǦǪ ǩǨ ǥǣǭǩ ŕʼnŲĘĿĻĊ ǧǥ ǬǮ

ǦǥǪ ǷǵǾǢǦǧǧǥǩǫ ǧǥǥǨǤǦǦǤǨ ǩǧ ŕʼnnjĿcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǪǤǦǬ Ǩǥ ŕʼnnjĿcurrenm1 ǦǮǫ ǥ

Ǧǥǫ ǷǵǾǢǦǧǧǦǧǬ ǧǥǥǨǤǬǤǦǮ ǧǪ 7sup3ʼnŔEgravelaquoNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǩǤǫǤǧ Ǫǥ ǦǣǪ athornʼnŒȼęȋǥǣǪǹǜĊ ǨǦǮ Ǫǩ

ǦǥǬ ǷǵǾǢǦǧǮǦǨǧ ǧǥǥǩǤǦǥǤǦǦ ǩǨ 7sup3ʼnŔEgravelaquoƼļġ ŁļȋYacuteZ ǾǼǸǰǾǶ ǧǥǥǩǤǦǦǤǩ ǩǨ ǦǣǦǨ 7sup3ʼnŔEgravelaquoĊ ǧǩ ǥ

Ǧǥǭ ǷǵǾǢǦǦǦǪǨǦ ǧǥǥǩǤǦǥǤǦǦ Ǩǥ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǩǤǦǦǤǦǪ ǨǨ ŕʼnǑĘĿǙnjm1 ǨǪ ǦǨ

ǦǥǮ ɤɣɛǦǬǨǪǮ ǧǥǥǪǤǭǤǧǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǥǤǩ ǪǮ ǧ JĜƦōĶlaquoĘņK ǨǬ ǦǨǥ

ǦǦǥ ɤɣɛǦǭǮǭǬ ǧǥǥǪǤǮǤǨ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǥǮǤǥǧǪ ǫǪ JĜƦŔAtilde9eacuteĊ ǧǧ ǥ

ǦǦǦ ǷǵǢǩǥǧǪǥ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǪǤǦǦǤǨ ǪǬ ǫǥ JĜƦŔAtilde9eacute ǧǫ ǥ

ǦǦǧ ǷǵǾǢǦǦǨǨǪǬ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǪǤǦǦǤǧǨ ǩǧ ǩǫ currenethʼnDŽƓcurren`ơ Ǯǩ ǧǧǥ

ǦǦǨ ǷǵǢǩǧǪǬǨ ǧǥǥǪǤǦǥǤǧǦ ǪǮ currenethʼnDŽigravecurren centȋŇordm ǸǻǻǼǟʊɲʃʏǠ ǧǥǥǪǤǦǦǤǧǨ szlig szlig ǧǣǧ currenethʼnDŽcurrenB ǨǨ ǥ

ǦǦǩ ǷǵǢǩǥǧǪǫ ǧǥǥǪǤǦǥǤǮ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǩǤǦǪ Ǫǩ Ǫǭ ǦǣǮǪ OslashħʼnĊ Ǧǭǭ Ǭǥǥ

ǦǦǪ ǷǵǾǢǦǦǨǨǬǪ ǧǥǥǪǤǭǤǧǦ ǨǨ ŕʼnnjƪcurrenĊ ƗȋŌcopy thornŹŶ ǧǥǥǫǤǩǤǦǬ ǩǥ Ǧ currenethʼncurrenethNcurrenL6currenǛĊ ǧǨǮ ǧǨǥ

ǦǦǫ ǷǵǢǩǥǧǩǫ ǧǥǥǪǤǦǥǤǭ ǫǥ JĜƦŔAtilde9eacuteŜNcurren UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǫǤǪǤǧǨ Ǫǫǣǧ ǫǦ ǧǣǩ ōbrvbarʼnƠcurrenlaquo ǧǧǬ ǬǪǥ

ǦǦǬ ǷǵǾǢǦǨǪǥǮǪ ǧǥǥǫǤǮǤǧǭ Ǩǩ ǔTʼnǔTŞġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǬǤǬǤǮ ǩǪ currenethʼnOgraveĿǏƞĿm1 ǧǭǩ ǦǪǥ

ǦǦǭ ǷǵǾǢǦǩǦǬǩǫ ǧǥǥǬǤǮǤǧǨ ǨǬ MƈʼnǍlaquoregŎęĊ ōbrvbarȋOcircszlig b ǧǥǥǬǤǦǦǤǫ ǨǮǣǪ ǥǣǮǬ ŔbrvbarʼnļRĊ ǩǩ Ǫǥ

ǦǦǮ ǷǵǢǩǥǪǪǥ ǧǥǥǬǤǮǤǮ Ǫǥ JĜƦŜNcurren(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǥǭǤǧǤǦǪ Ǫǩ ǫǥ ǧǣǨ OslashħʼnampğlaquoŅĬĊ ǦǪǮ ǫǥǥ

Ǧǧǥ ǷǵǾǢǦǩǦǬǩǩ ǧǥǥǬǤǮǤǧǨ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǨǤǩ ǨǪ ǥǣǫǪ MƈƏM+Ċ ǦǫǨ ǦǪ

ǦǧǦ ǷǵǾǢǦǩǥǧǥǬ ǧǥǥǬǤǦǧǤǦǦ ǩǥ OslashħʼnaringƽbrvbarĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǭǤǫǤǩ ǩǪ ǩǬ ǦǣǦ OslashħʼnampğlaquoŅĬĊ ǦǬǫ ǦǦǥ

Ǧǧǧ ǷǵǾǢǦǩǧǥǥǬ ǧǥǥǭǤǮǤǫ ǧǫ MƈʼnǍlaquonotżĊ ōbrvbarȋOcircszlig b ǧǥǥǭǤǮǤǦǩ ǧǭ MƈʼnǍlaquoregŎęĊ ǭ ǥ

ǦǧǨ ǷǵǾǢǮǩǪǮǦ ǧǥǥǭǤǮǤǦǥ Ǩǭ AringŌʼnżģĊ ŔƗȋ13 ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧ szlig szligAringŌʼnżģiexclĊǟǨǩȉǧǭǞǺǡ

ǦǨǬȉǥǥǞdzǠǧǧ ǥ

Ǧǧǩ ǷǵǾǢǦǩǩǭǪǭ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǭǤǦǥǤǧǦ szlig ǔTʼnŮĦġ Ǧǭ ǧǣǪ

ǦǧǪ ǷǵǾǢǦǨǪǮǨǮ ǧǥǥǬǤǦǤǦ ǨǮ ƭsup2ŹǖĊ ƗȋŌcopy thornŹŶ ǧǥǥǭǤǦǦǤǧǫ ǬǪǣǧ ǭǦǣǧ ǫǣǧ žķĥ9 ǫǮǪ ǧ

Ǧǧǫ ǷǵǾǢǦǩǩǮǬǨ ǧǥǥǭǤǦǦǤǦǭ ǩǪ Ŕbrvbarʼnethcentĥ ƱȋŠƩ b ǧǥǥǭǤǦǦǤǧǪ Ǫǥ ŔbrvbarʼnƯĘĊ Ǭ ǧǪ

ǦǧǬ ǷǵǾǢǦǧǦǦǪǥ ǧǥǥǨǤǬǤǦǮ ǧǨ 7sup3ʼnNjőĊ ƎűȋaacuteĀ ɻʃʎʍɹɲɺʎʃɯɱɹʍɷʎɷʈʃʎ ǧǥǥǭǤǦǦǤǧǨ Ǧǧǧ ǦǨǣǦ ǑŌʼnkamplaquoampĊ ǦǡǮǪǧ ǧǪǥ

Ǧǧǭ ǷǵǾǢǦǩǩǮǫǩ ǧǥǥǭǤǦǦǤǦǭ ǩǪ ŔbrvbarʼnuacuteĘlaquoethcentĥ ƱȋŠƩ b ǧǥǥǮǤǦǤǦǦ ǩǬ ǦǣǪ MƈʼnnotżĊĆĞǪǥȇ Ǫǩ ǭǥ

ǦǧǮ ǷǵǾǢǦǨǧǭǨǫ ǧǥǥǮǤǨǤǭ ǨǪ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǦǫ ǨǬ ǥǣǪ 7sup3ʼnOslashĠďĿƳĊ ǨǮ Ǫ

ǦǨǥ ǷǵǾǢǦǩǩǭǪǫ ǧǥǥǭǤǦǥǤǨ Ǩǥ ǔTʼnļfrac12ġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǩǤǧǩ ǩǥ ǥǣǪǩ ǔTʼn Ųƪęm1 ǧǥǨ Ǧ

ǦǨǦ ǷǵǾǢǦǨǧǪǫǮ ǧǥǥǮǤǧǤǧǫ ǨǬ 7sup3ʼnĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǪǤǧǩ ǩǥ ǔTʼn ŲĿŮĊ ǭǬ ǫ

ǦǨǧ ǷǵǢǩǬǫǬǧ ǧǥǥǮǤǬǤǦǩ ǫǭ MƈʼnĕyenĊ ƴccedilȋd13 b ǧǥǥǮǤǭǤǦǭ Ǭǥ ǩǣǨ MƈʼnŅĘĊ ǨǪ Ǧǭ

ǦǨǨ ǷǵǾǢǦǩǩǭǫǧ ǧǥǥǭǤǦǥǤǨ ǨǪ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǥǮǤǮǤǧǪ ǩǥ ǩǪ ǦǣǬ ƭsup2Ċ ǨǪǬ ǦǪǥ

ǦǨǩ ǷǵǾǢǦǪǥǨǫǫ ǧǥǥǮǤǭǤǧǬ ǨǪMƈʼnĔĊǟMɕ2źɕţǦǫƘȗ

ȕənjyȋ DZȀǽǾǿ ǧǥǥǮǤǮǤǧǨ ǨǪ ǥǣǫǬ ŔbrvbarʼnĉȼcurrenĊǧȆȇ ǧǬ ǫǥ

ǦǨǪ ǷǵǾǢǦǩǥǧǦǥ ǧǥǥǮǤǦǥǤǦǧ Ǩǫ MƈʼnHęĜ5jĊ ƊļȋǑordm ȩɍɁȿȵȪɒɓȰ ǧǥǥǮǤǦǥǤǦǮ Ǩǫ ǩǥ ǥǣǫ MƈʼnǕbrvbarĊ Ǭ Ǧǭ

ǦǨǫ ǷǵǢǩǮǥǭǨ ǧǥǥǮǤǦǦǤǫ ǫǨ MƈʼnRĊ UȋAgrave b ǧǥǦǥǤǦǤǧǨ ǫǪ ǬǦ Ǩǣǭ Mƈʼn aļĊ Ǭǭ Ǫ

ǦǨǬ ǷǵǾǢǦǩǮǭǫǮ ǧǥǥǮǤǦǥǤǨǦ ǩǥ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǨǤǫ ǩǥɭǩǪ UʼnƇlaquoƏcurrenƢ Ǧǧǫ Ǩǭǥ

ǦǨǭ ǷǵǾǢǦǪǦǬǥǮ ǧǥǥǮǤǦǦǤǧǮ Ǩǭ 7sup3ʼnĘnġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǩǤǧǭ ǥǣǪ ŕʼnĘlaquom1 ǦǪǥ ǦǪǥ

ǦǨǮ ǷǵǾǢǦǪǦǬǧǩ ǧǥǦǥǤǪǤǩ ǨǬ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǪǤǪ ǨǩǣǦ ǨǭǣǦ ǥǣǪǥǨǔTʼn Ųƪļfrac12ĊǟĆĞ

ǩǪȇəǦ ǦǪ

Ǧǩǥ ǷǵǢǩǬǥǨǬ ǧǥǥǮǤǭǤǦǫ ǫǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǪǤǨǥ ǫǭ ǬǨ ǨǣǮǪ LjocircʼnƎĔƟƪĞęĿ ǧǭǬ Ǩǥǥ

ǦǩǦ ǷǵǾǢǦǪǥǮǨǨ ǧǥǥǮǤǦǧǤǮ ǨǪ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǥǤǫǤǧǨ ǨǪ ŕʼnžķĿbrvbarm1 ǦǮǫ ǨǪ

Ǧǩǧ ǷǵǾǢǦǪǦǮǥǫ ǧǥǦǥǤǪǤǦǩ ǩǥ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǬ ǩǥ ǥǣǮ 7sup3ʼnƳĊ Ǫǩ ǧǥ

ǦǩǨ ǷǵǾǢǦǩǮǭǫǥ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǥǤǬǤǨǥ ǩǪ 7sup3ʼnǎŲĿǎKƺm1 ǧǭǥ ǨǮ

Ǧǩǩ ǷǵǾǢǦǩǮǭǫǨ ǧǥǥǮǤǦǥǤǧǨ Ǩǭ ǔTʼnecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǦǤǦǤǦǨ Ǫǥ ǧǣǪ ƭsup2žķĥĊ ǩǩǬ Ǧǧ

ǦǩǪ ǷǵǾǢǦǪǥǮǨǦ ǧǥǥǮǤǦǧǤǮ ǨǬ ƭsup2ĔĊcurren BȋAuml thornŹŶ ǧǥǦǦǤǪǤǦǬ ǬǪ ƭsup2ĔĊcurrenƢ Ǫǧǩ ǥ

Ǧǩǫ ǷǵǢǩǭǥǬǩ ǧǥǦǥǤǮǤǩ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǥǤǦǦǤǦ ǪǣǨ JĜƦVƪĐeacuteĊ Ǫǭ Ǧ

ǦǩǬ ǷǵǢǪǥǦǭǧ ǧǥǦǥǤǦǥǤǧǩ ǩǪ MƈʼnccedilatildeĔĊ ƴccedilȋd13 b ǧǥǦǦǤǮǤǨǥ ǨɭǨǣǪ ŔbrvbarʼnCyenĊ Ǩǩǥ Ǩǥ

Ǧǩǭ ǷǵǢǩǮǥǦǭ ǧǥǦǦǤǦǥǤǭ Ǫǩ JĜƦŜNcurrenɕ(Ċ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǧǤǦǤǦǥ Ǫǧ Ǫǫ ǦǣǮ ŘļʼnľǘlaquoEgraveƚ Ǯǩ ǩǫǥ

ǦǩǮ ǷǵǾǢǦǪǮǮǪǧ ǧǥǦǦǤǦǦǤǨǥ ǨǭǣǪ ƁqʼnđyenĊeth ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǦǤǦǧǤǦǮ ǩǥǣǧ ǥǣǭǩǦǮƁqʼnǘcurrenĊǮɇȢɏɘǨǫǢ

ǥǨǺǡǦǩǥǢǪǥdzǠǦǮ Ǩǫ

ǦǪǥ ǷǵǾǢǦǪǮǮǫǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ǑethċȋĚƦ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǫǤǧǭ ǨǮǣǪ MƈʼnPEacuteůlaquoęĿŌs ǫǥ Ǧǫǥ

ǦǪǦ ǷǵǢǪǦǦǩǨ ǧǥǦǧǤǬǤǦǩ ǪǬ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǨǤǦǤǧǮ ǬǪ ǩǣǫ ʼnćƏlaquođm1 ǦǮǮ ǭǭǥ

ǦǪǧ ǷǵǢǪǦǫǦǪ ǧǥǦǧǤǦǧǤǦǩ ǪǦ MƈʼnRĊ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǨǤǧǤǦǩ Ǫǧ ǪǫMƈʼn ŻĊǟǨǪȉǦǨǞǺǡǜǦǩǥȉ

ǧǫǞdzǠǫǧ Ǫ

ǦǪǨ ǷǵǾǢǦǫǧǫǮǦ ǧǥǦǨǤǩǤǧǭ ǪǭMƈʼnnjĊPecircǦǨɇȢɏǟfrac14Ĝȗ

ȕəJeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǪǤǧǧ ǫǥ ǧ

ƁqʼnŒyenĊǟǨǫȉǧǩǞǺǡǦǩǥȉ

ǩǥǞdzəǧǩ Ǧǧǥ

ǦǪǩ ǷǵǾǢǦǪǮǩǮǮ ǧǥǦǧǤǭǤǧǫ ǩǮ ƁqʼnŔiumlĊɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǬǤǭ ǫǧǣǦqʼnōordflaquoĊǟǨǭȉǦǫǞǺɚ

ǦǩǦȉǧǬǞdzǠǨǦǫ Ǩǥǥ

ǦǪǪ ǷǵǾǢǦǫǦǫǭǦ ǧǥǦǧǤǩǤǧǮ Ǩǥǣǫ MƈʼnnjĊPecircǦǥɇȢɏ ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǮ ǫǩ Ǩǣǩ EumlʼnƳōlaquoigraveĦw ǩǫǬ ǪǨǥ

ǦǪǫ ǷǵǾǢǦǫǧǫǮǫ ǧǥǦǨǤǫǤǭ Ǫǫ MƈʼnnjĊPǦǥɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǭǤǦǮ ǫǥ qʼnbrvbarġĊ Ǭǧ ǩǥǥ

ǦǪǬ ǷǵǾǢǦǫǧǫǭǬ ǧǥǦǨǤǩǤǧǨ ǩǭ MƈʼnnjĊPǭɇȢɏɘfrac14Ĝȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǨǤǮǤǨǥ ǧǣǪ EumlʼndivideĥĊȼcurren Ǧǫǥ Ǫǩǥ

ǦǪǭ ǷǵǾǢǦǫǩǫǧǨ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǦǦ Ǫǥ Ǧǣǫ ƭsup2ĘƑĦOŰŮ ǦǪǨ ǫǪ

ǦǪǮ ǷǵǾǢǦǫǨǫǥǫ ǧǥǦǧǤǦǧǤǧ ǨǬ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ ǦǣǬǩ žķĥĊ ǨǨǦ Ǧǩǥ

Ǧǫǥ ǷǵǾǢǦǫǩǬǭǭ ǧǥǦǨǤǪǤǦǦ Ǩǭ ǔTʼn ŲĿųǜecircġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǨǤǦǥǤǧǮ Ǫǥ Ǧǣǫǩ žķĥĊ ǦǬǦ ǦǨǪ

ǦǫǦ ǷǵǾǢǦǪǮǩǮǧ ǧǥǦǧǤǬǤǧǬ ǩǫ ƁqʼnƨĹĢĊǟUcircşȗȕə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǧǤǦǦǤǧǨ ǫǥ EumlʼnŻğĊ ǦǦǮ ǨǨǥ

Ǧǫǧ ǷǵǾǢǦǫǦǫǭǬ ǧǥǦǧǤǫǤǦǬ ǩǥǣǪ ƁqʼnǘcurrenĊeth ƱUȋč ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǪ ǫǣǪ MƈʼnǕbrvbarĊ Ǭǥǭ ǦǥǮ

ǦǫǨ ǷǵǾǢǦǪǮǩǮǦ ǧǥǦǧǤǬǤǧǬ ǩǦ ƁqʼnƨĹĊ Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǪǤǧǮ Ǭǩ ǭǩ ǩǣǧ MƈʼnǕbrvbarŰŮ ǫǬǦ Ǧǭǥ

Ǧǫǩ ǷǵǾǢǦǫǬǮǭǥ ǧǥǦǩǤǪǤǨǦ ǩǧ ǔTʼnŮġĊ EŪȋfW ǾǼǸǰǾǶ ǧǥǦǩǤǫǤǧǨ ǩǧ ǩǫǣǪ ǦǣǦǮǔTʼnĤoacuteĘĿƗĊĆĞ

ǦǭȇǧǨ ǨǪ

ǦǫǪ ǷǵǾǢǦǫǫǧǦǦ ǧǥǦǨǤǦǥǤǧǨ ǨǬ athornʼnEĊ aąȋAcirc ȭȽɑ ǧǥǦǩǤǮǤǧǧ ǫǥ athornʼnEĊ ǨǨǩ ǥ

Ǧǫǫ ǷǵǢǪǦǦǫǥ ǧǥǦǩǤǫǤǦǬ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǩǤǦǥǤǨǥ ǪɭǫōbrvbarʼnƎĜĦġĊɘŸńNcurren

Ǝ-əǦǨǪ ǫǬǥ

ǦǫǬ ǷǵǾǢǦǫǪǫǮǦ ǧǥǦǩǤǨǤǧ Ǫǥ MƈʼnƶĊbrvbarBethecirc Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǩǤǦǧǤǪ ǫǪ ǨǣǫǪƁqʼnēĊǟǨǫȉǧǥǞǺǡǦǩǥȉ

ǩǪǞdzǠǧǬǭ Ǭǥ

Ǧǫǭ ǷǵǢǩǥǬǧǥ ǧǥǦǩǤǫǤǦǥ ǭǥ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǦ Ǯ ƼyenʼncurrenlaquooumlĊ ǧǮǪ ǦǡǪǥǥ

ǦǫǮ ǷǵǢǪǧǪǨǥ ǧǥǦǨǤǩǤǧǧ Ǫǩ Mƈʼnfrac34Ċ iacuteȋaelig ȩɍɁɁɏɖȧɖȮɉɓ ǧǥǦǪǤǩǤǦǪ ǬǨ ǭǦǣǪ ǫǣǦǧǪ ưʼnǗĥUɘǒǦYŮə ǬǧǨ ǩǦǥ

ǦǬǥ ǷǵǢǪǦǦǪǦ ǧǥǦǨǤǮǤǧǭ ǪǪ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǩǤǧǬ ǭǨ ǭǮ ǫ ŔbrvbarʼnĦwŰŮ ǪǬǫ Ǧǡǥǥǥ

ǦǬǦ ǷǵǾǢǦǫǮǬǪǧ ǧǥǦǪǤǬǤǧǫ ǨǮ ʼnlaquohUgrave4ưĔĘĊ āļȋQucirc b ǧǥǦǪǤǦǦǤǮ ǧǣǪ ʼnlaquohUgraveĊ Ǧǥǫ ǥ

ǦǬǧ ǷǵǢǪǨǬǮǫ ǧǥǦǪǤǮǤǦǭ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǪǤǦǧǤǬ ǫǩ ǫǭ Ǩǣǫ OslashħʼnampğlaquoaccedilĊ ǭǥ Ǫǫǥ

ǦǬǨ ǷǵǾǢǦǫǭǩǨǪ ǧǥǦǪǤǦǥǤǬ ǩǥ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǦǤǦǪ ǩǩ ŔbrvbarʼnŒĊ ǨǮ ǥ

ǦǬǩ ǷǵǾǢǦǫǭǩǨǩ ǧǥǦǪǤǭǤǦǮ Ǩǧ ŔbrvbarʼnŒĊ ƎļȋĚ13 b ǧǥǦǪǤǦǧǤǧǮ ǩǪ Ŕbrvbarʼnƹ+Ċ ǦǨǧ Ǧǭ

ǦǬǪ ǷǵǢǪǧǬǬǭ ǧǥǦǩǤǬǤǦǭ Ǫǭ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǨǤǧǥ ǬǪ ǬǮ ǫǣǧ MƈʼnRĊ ǫǦǦ Ǧǡǧǥǥ

ǦǬǫ ǷǵǾǢǦǫǪǧǫǮ ǧǥǦǩǤǭǤǨǦ ǩǮ JĜƦŜiexclƎĊǟȊə Jeacuteȋŗƌ ȩɍɁȿȵȪɒɓȰ ǧǥǦǫǤǫǤǨ ǬǨ Ǩǣǩǭ JĜƦcurrenĴeacuteƘĘĊ ǫǩǧ ǫǪ

ǦǬǬ ǷǵǢǪǨǭǬǧ ǧǥǦǪǤǮǤǧǧ Ǫǫ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǭ ǫǩǣǪ ǬǦ ǨǣǦǬǦ JĜƦVƪĐeacuteĊ ǧǫǥ ǥ

ǦǬǭ ǷǵǾǢǦǨǥǩǫǩ ǧǥǦǪǤǭǤǧǧ ǫǧ JĜƦŜNcurrenŔAtilde9eacuteĊ ƄRȋĨ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǫǤǧǮ ǫǪ Ǭǥ Ǩǣǧ JĜƦƗƪĸIgraveeacute ǨǦǧ ǨǨǥ

ǦǬǮ ǷǵǢǪǩǧǬǨ ǧǥǦǫǤǫǤǧǭ Ǫǥ JĜƦŜNcurrenŔAtilde9eacuteĊ UȋacircĽ ȩɍɁȬɖɏȷɓȹɎɖɈ ǧǥǦǫǤǬǤǪ ǪǥǣǪ ǪǪ ǦǣǬǫǪ JĜƦVƪĐeacuteĊ Ǭ ǥ

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