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E+D=' = @B +"u |t \(  s    r0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g   0e0e?8Zstupn symbol pro obsah 2"{ u PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!Ldrs/shapexml.xml[QO8~?UPT (9Ku픖?݌&Ckc{,3A\TɀnݢHũdza=%23$_ tf46t&Jx[s m33f/K,LnokkTCJ.Dc)/&q@w(,)?jloB%HQa nիW#Mkfk\~ӰmZ(C4Oe@^o]E[@fY8c _Xj)'"R3`Y0)H~j]nn -Ne&#5v][v0S0W" gF_Q5걝 _ɳSTWeҌ2TeLn`vlYLv8CAdZ KCr^})!6 /SȤ Q Lh20q䣸|hR2lB=zhz7X_k0*B#sfkk@({%$,j$Hr$Gt[6DH|H>%"uBu9%~3JVàrU,l( ,Bq˙)<3asY&C8Xj?VHvǖRd~ӓ-+i#Ȅ6\<9sSv,쉤6szv1^noa:<KTI.5t{e`on\[Ouo=W<ֹ[rǟȼT)c-(!J JXr3 1q@O墵x1nc Є)03dU+ʇ_$eBMϼ Gހå)/"vc3c:iuѹFwvnRY+m -( (cYqcåYF'JF~s@+t<fѧs$Q4!t5^рD = ~Q5g8LYyu,ؑ ٬,D&-*'b3CbǼ&[V8mEކ{A![^ⴾ7']Zi}]VPUSy E(Ѽ9~1#:\겛Yf0;7Gß=j z:<Ճ}zCÞoʵu fw?FU7e KOPK!drs/downrev.xmlDN0EkصATU贂V@VzO%#4c˫{u|9VIMaUc*x2Zkќ2e{.T"BˤE͚vlbWZ)*[&TjjL|UG#efGz"z*W 5jK>Cn4Z\PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!L*drs/shapexml.xmlPK-!g drs/downrev.xmlPKj  `6  ___PPT9          Lorenzova kYivka zobrazuje: procento pYjmu proti procentu lid procento individu proti procentu rodin procento pYjmu proti procentu vdajo procento pYjmu proti po tu let vzdln procento vdajo proti procentu lid nd ccc% g f3 c c cc  c "$c$ (c(,c,00 #      3___PPT10i. E+D=' = @B +"p wo0 W(   s    r0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g    0e0e?8Zstupn symbol pro obsah 2"j d PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!QOdrs/shapexml.xml[Qo6~@pxiQ$@F`) %8It"5r=펲,szYl:ǻ;}~K6fZE|gB%:m?\_tqfV" a:.`Y~sE۵D`_B(|6&Us-B9p8Q.2Op(5CCr64,K# g rӗ?+ /fy%+f:0a=]j]Zj+Ot=_5 9I 9Aa͒"NͲ,.sg:]C?_\j%'"l(Fh|a+$n?Qe~%-JpԈxjT$DHk)u` ԍE~K=@!<֑$۴Z֍BNJY;ec rTE{$g_C<_ʝd*juf|;]b)y<ux*{ᐸ`d86}~:AĦMgpbM =y5(km)RGb.I:D*[D V%H!eո!@x~N {1tmܰ R[G܁{)G!>zD| ڡ:lJN p87s!uT}cyTXj@ŕMb"Cb}0)6ދ]%N/uCPef<9fFpib&ɩQT][ S LPdrbzѧs"n.L5W2")!^Fr09em+ 3y^?S^{ E`^ Wټ ~I{H{H CU]⛴hc+qC$շq9ڋRTu@+#>8.oR ǭwץUw^0K栩\T"♱^1c@KzdU0ILo3Ĩ eDc5[[R-k1(@J?L/~R@uj:eھv)xc.S[yDwbg;͠2XSQzAK4"gSfRFc80 Ö{${m-g~S:N&B $(M[cB(TxHşşc''p#rq ___PPT9           Co z nsledujcho je zdrojem pYjmov nerovnosti? rozdln zamstnn rozdln zddn vlastnosti a schopnosti rozdly v kvalifikaci a vzdln rozdly v ochot pracovat usilovnji (intenzit prce) vae vae uveden  5ndc2c c  c  c!ccc c 0$c$(c( ,c,00 /   . 3___PPT10i. E+D=' = @B +"\ c[@$C(  $s  $  r@0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g $  0e0e?8Zstupn symbol pro obsah 2"j d PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!q_vLdrs/shapexml.xml[Qo6~@pxiQ$@F`) %8It"5r=펲,szYl:ǻ;}~K6fZE|gB%:m?\_tqfV" a:.`Y~sE۵D`_B(|6&Us-B9p8Q.2Op(5CCr64,K# g rӗ?+ /fy%+f:0a=]j]Zj+Ot=_5 9I 9Aa͒"NͲ,.sg:]C?_\j%'"l(Fh|a+$n?Qe~%-JpԈxjT$DHk)u` ԍE~K=@!<֑$۴Z֍BNJY;ec rTE{$g_C<_ʝd*juf|;]b)y<ux*{ᐸ`d86}~:AĦMgpbM =y5(km)RGb.I:D*[D V%H!eո!@x~N {1tmܰ R[G܁{)G!>zD| ڡ:lJN p87s!uT}cyTXmk0+B_K漭/0ؗrX$Ind;okG qrw>=ʌ (L1 K^0{i%XUhxj%EvO \%&,ïgElRJ!4 V*-Czk^y C`mgVټT1ޤjY=Sؒ@`|h_⚥Dz$[QJlcݨ\@N*2պv`+|QTNɉ}*X 1 鉼UiR(2sL-* X/^u1g`֥2U0!Mgc(DkR+̃-/5ӘXJ_RL?o~R@uW\y ɏ[t *r!$ E?9xH4e8L/D HB:8pN4]0lѫhd/`bkۃLn|vJ|=-̐HEImMArQc3Іy{k O0ſcwՇFm8~xD9'[}E5깛i-<{[x£pBAZ*Ҏl)BL%ț҇%CouSt0h "@;xӞmyo{nӫQmCo E+X_o4m[Sr[WUKW;6ڼW bH. 'k͸Jӎ{[4bS]j6#Γ'\(u9 PK!>drs/downrev.xmlDj1!Bw5S"SR NI2$3} 4"<3l [!| B$u.`-(׮;>c%Ć\Pl(]6ubSক,ICM5uMz˩*I;"Ǿ?V^QJ#<(?.G!%d rPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!q_vL*drs/shapexml.xmlPK-!>W drs/downrev.xmlPKY  `> ___PPT9           Co z nsledujcho je zdrojem pYjmov nerovnosti? rozdln zamstnn rozdln zddn vlastnosti a schopnosti rozdly v kvalifikaci a vzdln rozdly v ochot pracovat usilovnji (intenzit prce) vae vae uveden 5ndc2c c  c  c!ccc c ($c$(c(,g,f300/   ( 3___PPT10i. E+D=' = @B +" P(i(  (s  (  r@0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g (  0e0e?8Zstupn symbol pro obsah 2"h b PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!;3sLdrs/shapexml.xmlZQo6~@pxiQ4@F`) %8It"5r=펒%zmdR<ǻ;NsfL>LDǛ;άJD|!,OE ;+/">qw6k]mcmrpX5w+;8x!S RQ14TJfCò4p )?ӺP_bvZhc ݺW5 WLm| k{\WL_ .&z,*&-&'k},i wj'R%~x/7l f@Z:GookHq|6iC"]AX8LMk=4</EėpC;,\2<d0VWhjpE7-,_Jg(҈'s,HHʈ+̝ɦȝ#_l* O"+E6Nf7_%LoǾf݅G$җX-^nW J%c8uѥf4IY,Ks )w~iF{y5!s֚Q5AP3kӖu3*!,]{vsP8įNF X*W<'vaq8;cBR#Ͱ"&F5&J`6 %T-T@&D: > a >͞4bD_Β"FQm ^_:U.n\N_t# AGBFE*&tcw PᓴO$&Z[#x<"Q霙 ǶC`8QО={5 ѵw8Oq7n‡~Dktޝ^ Z@K3-"B \(sꟉ3x$`8`<B!In;ʃ[&yv(n6h⠵&6.;dշghC(Bh-Xmo0+V,@ڢEUZMڗ8/~g$ش}D"幋sľbzaO\olL+Nf/#r5 k/)ioH ^L9y)|HLaH\< A]$\[bM(h7=*)TPT+9L\.ߏqyoطfЈNMޔVݗGx,rQA,3c= cNAuCKzfИILo3D eDc5[㲤Z Tc@ѠIpNs%Z.\+vʴ}-#S݊tw݈Qnw-n7P4hb:NDe1/҈_NAJ5p%WU8jN4=[{t߶=w|5=} J$Al߁`4D[ (숟 ٣P!1;?]N's΄T<@1 jiS8Fpib}`>JaWazCܠ`w 6Z)2!Ρn8Ҥ8v68m.|WLW`C9tsMPuaQ )/%.Ԉ̂.8^fY|Te F?skwRa-;gX~_ui.hW+kVDq&^k5,vs7(9PK!Vdrs/downrev.xmlDN0EH5HCQ*tZA% +PO#4cu˫{ur=Nه $R:Jp?,@Hbs'^]^,)7n-wV "!'&>: [ ׳rRLxvzesmPϛݏE؄,שWAψW=cˬ:|gTa@U/Oߚ-!%d z PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!;3sL*drs/shapexml.xmlPK-!VU drs/downrev.xmlPKW  `> ___PPT9           2Bohatstv je mYeno jako: zsoba (stav) nhodn promnn podl z dochodu tok cokoli z uvedenho je sprvn  Und ccc c c cc c c $c$(c(,c,00   3___PPT10i. E+D=' = @B +"   `,(  ,s  ,  r 0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g> ,  @0e0e?8Zstupn symbol pro obsah 2" Ê PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!h%Ldrs/shapexml.xml[_o8?龃KK5]; !TZi_Ib, 6Ai؍@cWZv23$d̔N=Jdۀ~4>R ,S駳;:'XvĘl(a2g `U6s4 fko神A*v%ƃl)q@(_M=BI$hjUvUWF#]a-Vp]‰9 9 au- Q=-sɅgZ| NR{J %t@OQU?߄oD]JnM@Dk@ͬxi#`bG%W\OQ71lbzr@XI.Һj) f`=W$8 ^\' TM W( C*b+Elx ྒ)tŅ95 A[MUu/Dw±GȐ1X-ُCo WiGMq>4.zA[ gX)9Hx*Fsy=SGms|0hdm腎vx% c$^4Ί<~&>qOX&ןM?q;t>R[n۸=bm7 9 mj\]yҍe[wvCć3>Q 5"mEhxj!Ev?kSM$IH/p,8s0eCک)@,TH% K 78fm+u?͕,rrlgٴT1>j^N=Sؒg@h0`Mq}Z| )h(nRO[DnTdq$IA&ZD퀎0;|sb_ BBz&::~yS~? &4SB41SgS]9z ne)̟x34fHcĠch5Jʑ^T `KTKs?d4:c(6TET%>s%Zّ\S'\W?2Ҏ/i, Q;ѭ\-ɮKS[cK0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,gC 0  0e0e?8Zstupn symbol pro obsah 2" õ PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!nqOOdrs/shapexml.xml\n8/@ZNܴi(E (K@It"$y}=v.q`Ґr>P>Hsm%z.#'.o:)1ɘ %y@grMF4,Sk~k)Oy2.DYn2 JEwp𮛲D3JHc)G$q@P"Y /cL~e*A2 햭h5P̔Q-ƻ7 ; t^4ċfSsУɻRFͰ ij*^~0b `; T{@eg4D!M@OUgJ P[/-ԠuҌفg X2mƀ>/P,NLe]D;K;%pc{q}RnPv1 yHd vE&`Jb>awk[Hs6z'Js$d-B6LG\nrp`hY2gh8$.d]\- }4.[u r0z۱y(>/k`RZh $& I(={&Y }0~(%SJS*0fJо U#lyn0O]P&)DHpy]d ,ɔ'SH\q[ٞQRG7E5aBl1/G)r򭦊GU9eok{壟iiOX-L؝0o|6LVr%?jxܱ AO %_[$lRMO0 +Q1$4qP1$$nnaiz+cR+~+_<ص%^"/0_-"T{9b_cαǖM^@0ѩ^a`m# axw &M,jAkFμN[A;7BTĸ^ +n\%&*KվaTYYCLmu>ugx,pYCq )-nMg[,!  =}Ptl *c{\K!ᖳزu+mH-Kz: [ ׳rRLxvze3mPEX̋ GAˋT16/W pz:(D-&KPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!nqOO*drs/shapexml.xmlPK-! drs/downrev.xmlPK  `> ___PPT9           lJak se odraz zvaen nerovnosti v pYjmech na grafu dochodov Lorenzovy kYivky? skute n kYivka se pYibl~ ideln skute n kYivka splyne s ideln sn~ se podl procentuln nejbohatach domcnost a proto skute n kYivka bude svrat prav hel s osou horizontln (s osou x) nelze jednozna n ur it, neboe nevme, o jakou zmnu se jedn ~dn z nabzench odpovd nen sprvn  S4ndcOc c c  ccc}c c :$c$(c(#,c,00 L  {8$ 3___PPT10i. E+D=' = @B +": A94!(  4s  4  r0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,gn 4  0e0e?8Zstupn symbol pro obsah 2" PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!nL]Odrs/shapexml.xml\_O9?龃*  %"T"J}A]lloH6 /v3޿ISs!!ػc{a衰;Ҝ 䅞:5 AO wa&C׽3 & %3^?:0_C₏WeaUG-q>e W KqsLD,L*qY&N"cHc(IcN,ŢG; ӆ ǶWk- r0.-,J?q,%}&д.?C<tvH֣p)h'ȕ(r E*pIbUѡ`h RcWbmajp$RpzDOɯ%/ Ҕ1-Xr=D$fnQk87r9p軠r5BPշ[Kfy3wP pMpC=V +؇NFM"[!X74 9p%zxy4@; ϭ+UF lI eRj\FCDus6e5L\ }S!0B3mЎB>b<Ĩ'BC2*%<T5[é$_ZqgV]eK{t!$\^"-z2R(b޻V6gT[(C)GQEOV`U'?ˏ<^w=5L OqeoԈX8}cvǦ[[~ 7FSzn+7}rFXV ?'8v<~~]3#gWԈsYˁQ 8|GgFGiW3؝Ǔ_?mТul}[H T]* _;,^!ɸ.̫<0 OYR#b]{R>puR8< MX`=5_\`y9zH+o5<ܣYQ>6\>95"^mjz}twϛIH`izwCN7O95#4 [fjn!šv mS8F|%E>QЈ 1aǑ<#|H#8{6A6$]>)cmҖcz>ls#YମY|2}o$J(hnEJz_ySm3)&Kp{?btuqyjKo~xƖWȖJ~WE7SA囂2HqǗOPK!*0drs/downrev.xmlDJ@a;b)Ӣ5*i}13n]]9|oLC,,%rm"YYA8JdE9іrF% 9!1֡jPAlj }Ә,[hCM- m}mXyYyEm> z@ ___PPT9           Jak se odraz zvaen nerovnosti v pYjmech na grafu dochodov Lorenzovy kYivky? skute n kYivka se pYibl~ ideln skute n kYivka splyne s ideln sn~ se podl procentuln nejbohatach domcnost a proto skute n kYivka bude svrat prav hel s osou horizontln (s osou x) nelze jednozna n ur it, neboe nevme, o jakou zmnu se jedn ~dn z nabzench odpovd nen sprvn *S4ndcOc c c  ccc}c c 9$c$$g$f3(g(f3#,g,f300 L  {8$ 3___PPT10i. E+D=' = @B +"= D<8$(  8s  8  r0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,gq 8  0e0e?8Zstupn symbol pro obsah 2"g a PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!%Ldrs/shapexml.xml[Qo6~@pxiQ$@F`) 8It"5r=펴-;uzil$R<ǻNw"}vZJ6Z%|gBe:/M]_pfV"3aۓ_9bYnsUݶH`_J(ljSêiWFX8v '8 Rv9V 3%NgJ}Yj*N-X\t6s{X z׸bJnpa4A`Q!4i5B> ?>,;ıTtU2Hxb,rzAn*dJ "s(k'`߲T roltYAx5!sNz&]Drlok=u=yC|EE),J`:Kx4BWJj A7+ ێ18}dPx~`"&#~~>ҏ1R(-V4o_GPy ЄjM l̂v;ؑchheDŘ-7ZM$s#/g4Q<%Cǯ>}]̍IB=Dr#bc_~]x{?1]KQbTXQk0+B%sfkk@({%$-j$Hr$q=2jCN}kQU,%kUD$PysL*W?0#*(2Og ~-BV\`|43rc:ë(BŬ~Sw[zv^߃mzܠnVNm_גeud<($(JJn$h5:mT=NGuz2vQ|5YWKVMLo} --{bR\Żѻ9Sړ%SرJaqڵ}[vꃇM|L*߽$) !e|*J9T8ԫ J` $p{'A":|$F:=#W)S{ G !e/1 F#'m-`g()(Вs ټRu$[ [VN :w,;œXqcyX_YԸBKn*㉫ !{<,]ȧ5^դC%== f 5Aܣ#D}r1Z&uy| M- gʒmtoae0:QfxFzr4s~pt-^W (Y|?sTq ;.u@eM+Y6jxSsy}M=ռx^>9x= "\gW pz|"{L%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!%L*drs/shapexml.xmlPK-! R drs/downrev.xmlPKV  `> ___PPT9           Na grafu Lorenzovy kYivky se zcela rovn rozdlen dochodu zobraz jako: pravohl kYivka kYivka le~c tsn pod diagonlou diagonla kYivka le~c tsn nad diagonlou nic z uvedenho nen sprvn  KndcHc c c cc cc c $c$(c(,c,00E   3___PPT10i. E+D=' = @B +"n um<U(  <s  <  r 0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g <  @0e0e?8Zstupn symbol pro obsah 2"h b PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!YN"BpHdrs/shapexml.xml[Qo6~@p8iQ$F`) %$:VMI9vMȞvGʖyC,)I~L6G J3yя7{Je2eBI97ٯ]S,MڢndsfުK()3 Y}.47\Zf\;{{GeASr:,StIFrƖ1a;zjBOHI{̠`VȺxqP5Ƅ)AbɔPkP\:-L%)QS:IJR{2b`IÇ%Nj~eN#DKc()2{,<٘ianc+?NL v qu7),W_23iDӺ Q;{2@s p'Х(p EIeQ ZK04jr{)8s-"BS^&"Q"Kۙ7L&xbA:XE8'(5KwN3 LS0lFKUZJe_̜JdJ;7Tܐ+~OUaY"u9kTg/j>*_}#t4+ɠq8|m06P'!4ݥ ,[YyБ~Op/5j-(B(*JކXM%̝cQ&1'HpyI 4Da^toWcc*J;*yAr :5L^,Zx+}'o oϟpl# Sn6i$>gIރ6Ů)Rr 砰9T$N?*U#bg\zIk5h f7?w}m/]vmwv wrwUHh@pnw֥[?c! lކdWy(oWmk0+B_G$ԁ6P!t e9V#Fw:qR> -I9 fpG!gi$TF[agi wZ%Sz_hZ4GǦZتi)hz6iku4Wi vi@'?x{%\ ?w>TvUd,Ս]B3:iߛX08yM9Nw[p7{m37OM~;a9Lȭ*c7- g򢸆RiL3Qu=!g4 !_̶]OvvNk,M ˅eTeuM[Z Ű˄JSRC 8nXҠ, qjQfQup9*A5^ vɧS0[ćd&Ϡh,-+dom$͕ݐ}^Ih`3@tGѴY" \-·PC^Ju$;Uk\i~; <1x `67b8m{hbM\6iJ't]\ HlU<LhDBh}EoR:r>>pz Uy\gZuG^~x-,Ev'(d|si) ) 5h yP!^Q.jΰ #c ]th;jkqn{ꞌv,#ctUeϸP#PK!;drs/downrev.xmlDN0EH5HCQ:- CtN.g(ʙNT$z'pɒ Fa  Bhc Cղ0sKj-}1mYkK޴\},&w{(_fem?JzD0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g @  0e0e?8Zstupn symbol pro obsah 2" È PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!f"#Odrs/shapexml.xml\_o6@pxiQ$@a) %$:VMI9v>ȞvGZyE,:ǻw:* sMdD_PeLEU%22$N)t_DtjmvM293U%ܛ(3 U}-47\Zfa\t{o9$=|\4|IF'J$aO_~7,?YЊذ)W̊5-z׸"Raa8AU(CNNNެh=tje`ySPcR9; T{̀e[4D*MDO@UwYJ Q[/-Ԡwف Z m#?/PƢ$۴ŀcv)SE,O əeCrd vE&`JR>aa%wԜ 䅞9uAM)wQ)7 HF%sZ:CEq'iaդ0FCq>i!nu7./Ρ9LV 4q9~y<ėWpbvGX%ZCIdzL,#M6v8q,`b}X+ܕ@q2r9:F41O`@==%C')#*a 4w:wR]נ^>$8=_\ 2H+5q4&37"r,$~Ku ᷈o1Jd)6n]x iSɄ']TiO{R_l;4=ZW`[9d+ܮ5.UzTڴ@,Jd~Uvo&˹!C~OU#¯NFU.;!X?1ێ 84P x>yk`/I@mO*xG{q!p1)x_u*e 6GYM$!zNn'(ҙVjT$:'pŒrqk rBhbsCٰ0q=K*-}!mY6זZI iXM?͢x{Aϊ~x}5>܃<;>\ pz9}l)D-&KЫ_PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!f"#O*drs/shapexml.xmlPK-!L e{ drs/downrev.xmlPK}  `2 ___PPT9           Co z n~e uvedenho nen hlavnm dovodem (hlavnm zdrojem) nerovnost v dochodech v dlouhm obdob? rozdly ve vzdln rozdly v profesi rozdly v ase strvenm v prci cyklick vkyvy produktu vaechny odpovdi charakterizuj potenciln zdroje nerovnosti, pYi em~ se d Yci, ~e odpov ad d) popisuje nejmn dole~it zdroj nerovnost fndcccc  c c ccc  c $c$(c(,c, `    3___PPT10i. E+D=' = @B +" D{(  Ds  D  r0e0e?Nadpis 1"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!d@Vdrs/shapexml.xmlUMo8/@ZNn@v0 #vQb$Qk䒔cwf$;NE^v}g|ykتxs.+]gJ`Uܫ(O^q tq3YǃA,j@|㼲xV@B5>l34`(]E oA2C),4rQ\Ao0s&UK(<`k N0X,ZZNFIoztrx*CΚCmqiw9ct^4,a.;lj`y7m#}|SQ~ PK! drs/downrev.xmlDJ1EFlƢuK] ^'eL\r/rH!Z &kˍe "&dgR0Rd=oM*0)u60N|GS:`ᮕӢI _ۃSps|QˋѐRgDCfkz~+QOZ~=M%PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!d@V*drs/shapexml.xmlPK-! drs/downrev.xmlPK `}j  F>___PPT9  ( MIEK1  Cvi en 17 ,g D  `0e0e?8Zstupn symbol pro obsah 2" Ì PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!n'Odrs/shapexml.xml\_O9?龃*  %"T"J}A]ll/$|~{;'\zjr`;3?Ofv{a r˵Iݷ;p$7=zOL&L({t p/y:K{tbmmM<3oU%\+1 U}57\ZfaL;;;팥Pv5ۡ&iң{H}5巿g$׊Ȱ WO͂5#%z"Raa8AU(C4v-h=te`yS;;Su#zw>Aw=%wςiNC=ZWw؁n^Wd+&L0jڲxnc(גkcfA7|f/hrXdUpaH`屣A@?l(\R]=X4_em=5gy|=u]"fPS+d}y qX Ƃal-C-CAqiaU0FMq:i!nq5*Ρ9TN T4Q1x<,}X8Y ;-$Om<,&Lw;^q,`b]X+ܕ?@q"K3%:hlZz: ;J"tOR)t I5r%J\zT~hhDzwUT(kCؕT[X̞ ܈ȱ)U?obHl\!w; Ҥ1-Hr=$w$d nI{85sV]kMTX!i9E PUqC.T :YF7lqc4.;.G{rM@z0!?[kr  ղTGTeQW%~N.! *[em]&Bw%Qo1jhB In|*)B*XeՑ0M%wⴰȜܣL6ғ 4_aXUKVe k I[vt4 Hz{j(Nϕ*{/UaS5 }[Iw94l$D§ރwS{n JI lRMk0 +Rn]f`;0C6̯_Yɦ4,=IO65}j}{F ___PPT9           Co z n~e uvedenho nen hlavnm dovodem (hlavnm zdrojem) nerovnost v dochodech v dlouhm obdob? rozdly ve vzdln rozdly v profesi rozdly v ase strvenm v prci cyklick vkyvy produktu vaechny odpovdi charakterizuj potenciln zdroje nerovnosti, pYi em~ se d Yci, ~e odpov ad d) popisuje nejmn dole~it zdroj nerovnost fndcccc  c c ccc  c $c$(g(f3,g,f300 `    3___PPT10i. 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