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B?8NZD?8ND?8N􃓼v'IMt~pI~p~p~pPO~ȣy#dF&\Xw3d_1234567934F= 3= 3Ole CompObjiObjInfo !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qP;-*  10 [Graph] Version = 4.4.2.543 MinVersion = 2.5 OS = Windows NT 6.1 Service Pack 1 [Axes] xMin = -0.168788971601603 xMax = 1.89012234934489 xTickUnit = 0.2 xGridUnit = 0.2 yMin = -0.38837127619Equation Native 6_1234567935wkS]D,ѽ= 3= 3Ole Graph S   %*/49>CHMRW^chmrw|5366 yMax = 1.67054004475113 yTickUnit = 0.5 yGridUnit = 0.5 AxesColor = clBlue GridColor = 0x00FF9999 ShowLegend = 1 Radian = 1 [Func1] FuncType = 0 y = asin(logb(x,2)) Color = clRed Size = 2 [Func2] FuncType = 0 y = logb(x,2) Color = clBlue Size = 2 [Data] TextLabelCount = 0 FuncCount = 2 PointSeriesCount = 0 ShadeCount = 0 RelationCount = 0 OleObjectCount = 0 [Image] Width = 524 Height = 307 ObjInfoOlePres000g4_1234567936F= 3= 3Ole >?(64 K &" WMFC l 5:HQ* EMF VfZU"RpTahoma5p5awZZPPP`T >:w$L`լu$H`$$ x`u$`ʫu$`Wu@t`\$`$dv%  &%  '%   K% RpTimes New Romanjwjud``e̼ڼڼL5qQ5`767`լu6`,6<66H`u767`ʫu76`Wu6l`!bwVW-t`76dv%  % % RpTimes New RomanTد `S `sx tX t``?`s`s)w2td86s8$`լu6 `6 66P`ud86d8`ʫud86`Wu6ňwrjNt `$L`d86dv%  %    % %    % _888%  6T[$ BU% BLtf(x)=asin(logb(x,2))% %    % ( (_888%  6(T&[$ BU% BLhf(x)=logb(x,2)% ( % &%  %    + 1K 2% % ( % %  &%  %    % ( _888%  T`We [$ BU% BWLT0.2T` [$ BU% BLT0.4T` [$ BU% BLT0.6T` [$ BU% BLT0.8TT&+ [$ BU% B&LP1T`Uc [$ BU% BULT1.2T` [$ BU% BLT1.4T` [$ BU% BLT1.6T` [$ BU% BLT1.8T`#[$ BU% BLT0.5TT]#k[$ BU% B]LP1T`# [$ BU% BLT1.5% RpTimes New RomanN5666``ׯxS$udv`u7L67`լuL6`\6l6L6`u7L67P`ʫu7L6P`Wu6t`ut`7L6dv%  TT[$ BU% BLPxTT7>[$ BU% B7LPy% ( _888%  6% '%    % ( &%   V,   % ( ^&%  6^666)6)\6\666% ( +_888%  6+3 % ( &%   V,%0%*+0% ( %&%  61%d61d%61 3 2% ( %    % ( _888%  WI 23310/.-,+)('&%$#"!            !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~~}|{{zyxxwvuttsrqpponmllkjihggfedcba``_^]\[ZYXWVUTSRQP O N M K 3 2% %    % ( _888%  Wn 2!33210/.-,+*)('%$#"!            !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~&WMFC ~~~}}||{{zzyyxxwwvvvuuttssrr q q q p% % %   3 Tahoma5?5ʲ\????- - -"System??f?Γ?f?f?f-Times New Roman²k~?o- --Times New Roman???????o- ----- %2 f(x)=asin(logb(x,2))---(- (2 f(x)=logb(x,2)--- -2 ,0u0uЊЊ2 ---- - --- 2 W0.2 2 0.4 2 0.6 2 0.8 2 &1 2 U1.2 2 1.4 2 1.6 2 1.8 2 0.5 2 ]1 2 1.5-Times New Roman????????-   2 x 2 7y-- -- --  $  -^- ^))\\-+- 3+--  $%*+0-%- 1d%d1%1,3 2 ,3 2 - --- B%3310/.-,+)('&%$#"!            !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~~}|{{zyxxwvuttsrqpponmllkjihggfedcba``_^]\[ZYXWVUTSRQP O N M K,3 2 ,3 2 ---- F%!33210/.-,+*)('%$#"!            !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~~~}}||{{zzyyxxwwvvvuuttssrr q q q p---NANI !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q`'P0D- log 2 x !Fʽ༭ 3.0 İ DS EquCompObj iObjInfo Equation Native  C_1234567937F= 3= 3Ole CompObjiObjInfoEquation Native CationEquation.KSEE39q`'P0D- log 2 x !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q_1234567938F= 3= 3Ole CompObjiObjInfoEquation Native 2_1234567939F= 3= 3Ole CompObji` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquObjInfoEquation Native 2_1234567940F= 3= 3Ole CompObjiObjInfo!Equation Native "2_1234567941 F= 3= 3ationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2Ole #CompObj$iObjInfo&Equation Native '2_1234567942 F= 3= 3Ole (CompObj  )iObjInfo + !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` D  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qEquation Native ,2_1234567943F= 3= 3Ole -CompObj.iObjInfo0Equation Native 12_1234567944F= 3= 3Ole 2` D  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` D  2CompObj3iObjInfo5Equation Native 62_1234567945?F= 3= 3Ole 7CompObj8iObjInfo:Equation Native ;2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q_1234567946F= 3= 3Ole <CompObj=iObjInfo ?Equation Native @2_1234567947&#F= 3= 3Ole ACompObj"$Bi` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q`X%D"  2 !Fʽ༭ 3.0 İ DS EquObjInfo%DEquation Native E2_1234567948(F= 3= 3Ole FCompObj')GiObjInfo*IEquation Native J2_1234567949!5-F= 3= 3ationEquation.KSEE39q`X%D"  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q`X%D"  2Ole KCompObj,.LiObjInfo/NEquation Native O2_12345679502F= 3= 3Ole PCompObj13QiObjInfo4S !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qEquation Native T2_12345679510:7F= 3= 3Ole UCompObj68ViObjInfo9XEquation Native Y2_1234567952<wkS]D,ѽ= 3= 3Ole Z` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qGraph ;=ObjInfo>[OlePres00023_1234567953+SAF= 3= 3 [Graph] Version = 4.4.2.543 MinVersion = 2.5 OS = Windows NT 6.1 Service Pack 1 [Axes] xMin = -592.674420608576 xMax = 3128.33543821033 xTickUnit = 500 xGridUnit = 500 yMin = -50.4058288644922 yMax = 727.062309109254 yTickUnit = 200 yGridUnit = 200 AxesColor = clBlue GridColor = 0x00FF9999 ShowLegend = 1 Radian = 1 [Func1] FuncType = 0 y = (32.6+32.6*aSIN(LN(X/32.6)*PI/8))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clMaroon [Func2] FuncType = 0 y = (32.6+5*32.6*ASIN(LN(X/32.6)/5))/32.6*80 Visible = 0 From = 32.6 To = 1240 Steps = 10 Color = clRed Size = 3 StartPoint = 2 [Func3] FuncType = 0 y = (800+800*(ln(x/800)))/(800+800*ln(37130/800))*1000 Visible = 0 From = 340 To = 37130 Color = clFuchsia Size = 3 StartPoint = 1 [Func4] FuncType = 0 y = x/96.5*80 Visible = 0 From = 1 To = 1210 Color = clLime Size = 3 [Func5] FuncType = 0 y = (32.6+5*32.6*SIN(LN(X/32.6)/5))/32.6*80 Visible = 0 From = 32.6 To = 1240 Color = clBlack Size = 3 [Func6] FuncType = 0 y = (32.6+5*32.6*(LN(X/32.6)/5))/32.6*80 Visible = 0 From = 32.6 To = 1240 Color = clYellow Size = 3 [Func7] FuncType = 0 y = (32.6+5*32.6*(LOGB((X/32.6),2)/5))/32.6*80 Visible = 0 From = 32.6 To = 1240 Color = clPurple [Func8] FuncType = 0 y = (32.6+6*32.6*ASIN(LOGB((X/32.6),2)/6))/32.6*80 Visible = 0 From = 32.6 To = 1600 Color = clRed Size = 2 [Func9] FuncType = 0 y = (32.6+6*32.6*(LOGB((X/32.6),2)/6))/32.6*80 Visible = 0 From = 32.6 To = 1500 Color = clBlue [Func10] FuncType = 0 y = (32.6+7*32.6*SIN(LOGB((X/32.6),2)/7))/32.6*80 Visible = 0 From = 32.6 To = 1500 Color = clBlue Size = 3 [Func11] FuncType = 0 y = (32.6+7*32.6*ASIN(LOGB((X/32.6),2)/7))/32.6*80 Visible = 0 From = 32.6 To = 1400 Color = clYellow Size = 3 [Func12] FuncType = 0 y = (32.6+7*32.6*(LOGB((X/32.6),2)/7))/32.6*80 Visible = 0 From = 32.6 To = 1240 Color = clSkyBlue Size = 3 StartPoint = 1 [Func13] FuncType = 0 y = (32.6+32.6*SIN(LN(X/32.6)*PI/8))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clMoneyGreen Size = 3 [Func14] FuncType = 0 y = (32.6+32.6*SIN(LN(X/32.6)/4))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clYellow Size = 3 [Func15] FuncType = 0 y = (32.6+32.6*SIN(logb((X/32.6),2)/5))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clFuchsia Size = 3 [Func16] FuncType = 0 y = (32.6+32.6*SIN(logb((X/32.6),2)/7))/32.6*80 Visible = 0 Color = clLime [Func17] FuncType = 0 y = (32.6+32.6*aSIN(logb((X/32.6),2)/7))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clBlue [Func18] FuncType = 0 y = (32.6+32.6*(LOGB((X/32.6),2)/7))/32.6*80 Visible = 0 From = 1 To = 32.6 Color = clRed [Func19] FuncType = 0 y = x/32.6*80 From = 0 To = 1240 Color = clLime [Func20] FuncType = 0 y = x/96.5*55 Visible = 0 From = 1 To = 1240 Color = clPurple Size = 3 [Func21] FuncType = 0 y = (32.6+7*32.6*ASIN(LOGB((X/32.6),2)/7))/32.6*80 Visible = 0 From = 1 To = 1700 Color = clFuchsia [Func22] FuncType = 0 y = (32.6+10*32.6*(LOGB((X/32.6),2)/10))/32.6*80 Visible = 0 Color = clFuchsia [Func23] FuncType = 0 y = (32.6+32.6*(LOGB((X/32.6),2)))/32.6*80 Visible = 0 Color = clMoneyGreen [Func24] FuncType = 0 y = (32.6+32.6*(LOGB(((X+80)/32.6),2)))/32.6*80 Visible = 0 Color = clMoneyGreen [Func25] FuncType = 0 y = (32.6+7*32.6*sin((LOGB(((X+32.6)/32.6),2)/7)))/32.6*80-80 Visible = 0 To = 1240 Color = clPurple [Func26] FuncType = 0 y = (32.6+7*32.6*(LOGB(((X+32.6)/32.6),2)/7))/32.6*80-80 Visible = 0 To = 1600 Color = clFuchsia [Func27] FuncType = 0 y = (32.6+7*32.6*asin((LOGB(((X+32.6)/32.6),2)/7)))/32.6*80-80 Visible = 0 To = 1600 Color = clRed [Func28] FuncType = 0 y = (32.6+10*32.6*(LOGB(((X+32.6)/32.6),1.618)/10))/32.6*80-80 Visible = 0 Color = clRed [Func29] FuncType = 0 y = (32.6+6*32.6*asin((LOGB(((X+32.6)/32.6),2)/6)))/32.6*80-80 From = 0 To = 1240 Color = clRed Size = 2 [Func30] FuncType = 0 y = (32.6+6*32.6*(LOGB(((X+32.6)/32.6),2)/6))/32.6*80-80 From = 32.6 To = 1240 Color = clBlue StartPoint = 1 [Func31] FuncType = 0 y = (32.6+32.6*(LOGB(((X+32.6)/32.6),2)))/32.6*80-80 Visible = 0 Color = clLime Size = 2 [Func32] FuncType = 0 y = (32.6+6*32.6*((ln((X+32.6)/32.6)/6)))/32.6*80-80 Visible = 0 Color = clAqua Size = 3 [Func33] FuncType = 0 y = (32.6+32.6*((ln((X+32.6)/32.6))))/32.6*80-80 Visible = 0 Color = clRed [Func34] FuncType = 0 y = (32.6+6*32.6*(LOGB(((X+32.6)/32.6),2)/6))/32.6*80-80 Visible = 0 From = 32.6 To = 1240 Color = clBlue StartPoint = 1 [Data] TextLabelCount = 0 FuncCount = 34 PointSeriesCount = 0 ShadeCount = 0 RelationCount = 0 OleObjectCount = 0 [Image] Width = 460 Height = 269 p/3  &" WMFC lg?% EMF VfZU"RpTahoma5p5au]]S~PPP`:v$L`լt$H`$$ x`t$`ʫt$`Wt@t`\4U~`$dv%  &%  '%   K% RpTimes New Romanjvjtd``e̼ڼڼ 6i6`7|7`լt|`|H`t7|7`ʫt7|`Wtl`!buQP dU~`7|dv%  % % RpTimes New RomanTد `S `kx _tX _t``y@؄k؄k)u2ftd8Ls8$`լtL `\lLP`td8Ld8`ʫtd8L`WtuumS~N]t `$\*U~`d8Ldv%  %    % %    % &%  6T[$ BU% BLhf(x)=x/32.6*80% %    % ( (_888%  6(T&[$ BU% B?Lf(x)=(32.6+6*32.6*asin((LOGB(((X+32.6)/32.6),2)/6)))/32.6*80-80% %    % ( <&%  6<T-:[$ BU% B-9Lf(x)=(32.6+6*32.6*(LOGB(((X+32.6)/32.6),2)/6))/32.6*80-80% ( % &%  %    +EKF% % ( % %  &%  %    % ( _888%  Td[$ BU% BLT-500T`~[$ BU% B~LT500Td[$ BU% BLT1000Td[$ BU% BLT1500Td5L[$ BU% B5LT2000Tdr[$ BU% BrLT2500Td[$ BU% BLT3000T`0A[$ BU% B0LT200T`0jAx[$ BU% B0jLT400T`0%A3[$ BU% B0%LT600% RpTimes New RomanN666`ׯxSidthhl(e77T`լtP``t77`ʫt7`Wt`bv,U~`7dv%  TT[$ BU% BLPxTTU\[$ BU% BULPy% ( _888%  6% '%    % ( &%   V,% (  &%  6 666A6A~6~6% ( I_888%  6I  % ( &%   V,CNCHIN% ( C&%  6OCq6OqC,6O, F% ( %    % ( &%  WIn&IJKLMNOPQRSTUVWXYZ[\y]r^k_d`^aWbPcIdBe;f4g.h'i jkl mn F% %    % ( _888%  WGFIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~}||{zyyxwvvuttsrrqpoonnmllkjjihhggfeedccbbaa`__^^]\\[[ZZYXXWWVVUUTSSRRQQPPOONMMLLKKJJIIH F% %    % ( &%  WxMiMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~~}}}||{{{zzyyyxxwwwvvvuuutttsssrrrqqqqpppooonnnnmv&WMFC mmllllkkkkjjjjii% %   *IQ% % %    Tahoma5?5ʯrп??- - -"System?kΖ-Times New Roman¶խ~?o- --Times New Roman??????- ----- 2 f(x)=x/32.6*80---(- (f2 ?f(x)=(32.6+6*32.6*asin((LOGB(((X+32.6)/32.6),2)/6)))/32.6*80-80---<- <]2 -9f(x)=(32.6+6*32.6*(LOGB(((X+32.6)/32.6),2)/6))/32.6*80-80*--- -F,0u0uЊЊF---- - --- 2 -500 2 ~5000 2 1000 2 1500 2 52000 2 r2500 2 3000 2 02000 2 j04000 2 %06000-Times New Roman????????-   2 x 2 Uy-- -- --  $- -  AA~~-I-  I--  $CHIN-C- OqCqO,C,O, F, F- --- P%&IJKLMNOPQRSTUVWXYZ[\y]r^k_d`^aWbPcIdBe;f4g.h'i jkl mn, F, F---- :%IJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~}||{zyyxwvvuttsrrqpoonnmllkjjihhggfeedccbbaa`__^^]\\[[ZZYXXWWVVUUTSSRRQQPPOONMMLLKKJJIIH, F, F---- 2%MNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~~}}}||{{{zzyyyxxwwwvvvuuutttsssrrrqqqqpppooonnnnmmmllllkkkkjjjjii--RI---NANIOle \CompObj@B]iObjInfoC_Equation Native `2`P;D  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS Equ_1234567954FF= 3= 3Ole aCompObjEGbiObjInfoHdEquation Native e2_1234567955DNKF= 3= 3Ole fCompObjJLgiationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2ObjInfoMiEquation Native j2_1234567956PF= 3= 3Ole kCompObjOQliObjInfoRnEquation Native o2_1234567957IgUF= 3= 3Ole pCompObjTVqiObjInfoWsEquation Native t2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` D  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q_1234567958ZF= 3= 3Ole uCompObjY[viObjInfo\x` D  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` D  2Equation Native y2_1234567959Xb_F= 3= 3Ole zCompObj^`{iObjInfoa}Equation Native ~2_1234567960dF= 3= 3Ole CompObjceiObjInfofEquation Native 2_1234567961]qiF= 3= 3 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39qOle CompObjhjiObjInfokEquation Native 2` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q`X%D"  2 !Fʽ༭ 3.0 İ DS Equ_1234567962nF= 3= 3Ole CompObjmoiObjInfopEquation Native 2_1234567963l{sF= 3= 3Ole CompObjrtiationEquation.KSEE39q`X%D"  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q`X%D"  2ObjInfouEquation Native 2_1234567964xF= 3= 3Ole CompObjwyiObjInfozEquation Native 2_1234567965v}F= 3= 3Ole CompObj|~iObjInfoEquation Native 2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q` l-D*  2 !Fʽ༭ 3.0 İ DS EquationEquation.KSEE39q_1234567966F= 3= 3Ole CompObjiObjInfo`P;D  2 [Graph] Version = 4.4.2.543 MinVersion = 2.5 OS = Windows NT 6.1 Service Pack 1 [Axes] xMin = -28.1399713007375 xMax = 197.518830893226 xTickUnit = 50 xGridUnit = 50 yMin = -9.97810054065266 yMax = 108.295647697448 yTickUnit = 20 yGridUnit = 20 AxesColor = clBlue GridColor = 0x00FF9999 ShowLegend = 1 Radian = 1 [FunEquation Native 2_1234567967wkS]D,ѽ= 3= 3Ole Graph c1] FuncType = 0 y = 11+4*11*sin(logb((x/11),2)/4*pi/2)/11*20 Visible = 0 Color = clRed [Func2] FuncType = 0 y = 11+4*11*asin(logb((x/11),2)/4*pi/2)/11*20 Visible = 0 Color = clLime Size = 3 [Func3] FuncType = 0 y = 11+5*11*sin(logb((x/11),2)/5*pi/2)/11*20 Visible = 0 Color = clAqua [Func4] FuncType = 0 y = 11+6*11*sin(logb((x/11),2)/6*pi/2)/11*20 Visible = 0 Color = clFuchsia [Func5] FuncType = 0 y = 11+7*11*sin(logb((x/11),2)/7*pi/2)/11*20 Visible = 0 From = 11 To = 116 Color = clBlue [Func6] FuncType = 0 y = 11+7*11*(logb((x/11),2)/7*pi/2)/11*20 Visible = 0 From = 11 To = 116 Color = clRed StartPoint = 1 [Func7] FuncType = 0 y = 11+7*11*asin(logb((x/11),2)/7*pi/2)/11*20 Visible = 0 From = 11 To = 116 Color = clGreen [Func8] FuncType = 0 y = (11+5*11*asin(logb((x/11),2)/5))/11*20 Visible = 0 From = 11 Color = clRed StartPoint = 1 [Func9] FuncType = 0 y = (11+5*11*(logb((x/11),2)/5))/11*20 Visible = 0 Color = clLime [Func10] FuncType = 0 y = (11+5*11*sin(logb((x/11),2)/5))/11*20 Visible = 0 Color = clPurple [Func11] FuncType = 0 y = (11+11*sin(logb((x/11),2)/5*pi/2))/11*20 Visible = 0 From = 2 To = 11 Color = clAqua [Func12] FuncType = 0 y = x/11*20 From = 0 To = 116 Color = clLime [Func13] FuncType = 0 y = x/14.738*25 Visible = 0 From = 2 To = 200 Color = clAqua [Func14] FuncType = 0 y = x/11*25 Visible = 0 From = 2 To = 200 Color = clAqua [Func15] FuncType = 0 y = (11+5*11*sin(logb(((x+11)/11),2)/5))/11*20-20 Visible = 0 From = 2 To = 116 Color = clMedGray [Func16] FuncType = 0 y = (11+5*11*asin(logb(((x+11)/11),2)/5))/11*20-20 From = 0 To = 116 Color = clRed Size = 2 [Func17] FuncType = 0 y = (11+5*11*(logb(((x+11)/11),2)/5))/11*20-20 From = 11 To = 116 Color = clBlue StartPoint = 1 [Data] TextLabelCount = 0 FuncCount = 17 PointSeriesCount = 0 ShadeCount = 0 RelationCount = 0 OleObjectCount = 0 [Image] Width = 560 Height = 328 Oh+'0ObjInfoOlePres000Z@1TableBWSummaryInformation(      !"#$%&'()*+,-./0123456789:;<=@ACDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklm9!*@  &" WMFC 'l/J0M6- EMF' VfZU"RpTahoma5p5au]]S~PPP`:v$L`լt$H`$$ x`t$`ʫt$`Wt@t`\4U~`$dv%  &%  '%   K% RpTimes New Romanjvjtd``e̼ڼڼ 6i6`7|7`լt|`|H`t7|7`ʫt7|`Wtl`!buQP dU~`7|dv%  % % RpTimes New RomanTد `S `kx _tX _t``y@؄k؄k)u2ftd8Ls8$`լtL `\lLP`td8Ld8`ʫtd8L`WtuumS~N]t `$\*U~`d8Ldv%  %    % %    % ,&%  6+T,j[$ BU% B, Ldf(x)=x/11*20% %    % ( ,(_888%  6+(T,*&[$ BU% B,3Lf(x)=(11+5*11*asin(logb(((x+11)/11),2)/5))/11*20-20ig% %    % ( ,<&%  6+<Th,-:[$ BU% B,-/Lf(x)=(11+5*11*(logb(((x+11)/11),2)/5))/11*20-20% ( % &%  %    +'/EK'0F% % ( % %  &%  %    % ( _888%  T` 0>[$ BU% B 0LT-20TXq0|>[$ BU% Bq0LP20TX0>[$ BU% B0LP40TX0>[$ BU% B0LP60TX0>[$ BU% B0LP80T`50F>[$ BU% B50LT100T`g0x>[$ BU% Bg0LT120T`0>[$ BU% B0LT140T`0>[$ BU% B0LT160T`0 >[$ BU% B0LT180`TX3>[$ BU% B3LP20TX3>[$ BU% B3LP40TX3>[$ BU% B3LP60TX3G>U[$ BU% B3GLP80T`->[$ BU% B-LT100% RpTimes New RomanN666`ׯxSidthhl(e77T`լtP``t77`ʫt7`Wt`bv,U~`7dv%  TT%,%[$ BU% B%LPxTTRY[$ BU% BRLPy% ( ,_888%  6,,% '%    % ( &%   V,*&/1*&/+/,*1% ( 1&%  6%w16w%16%16% 16 %>16>%p16p%16%16%16%% ( F_888%  6FH % ( &%   V,@K@EFK% ( @&%  6L@6L@6L@N6LN@6L0H'0F% ( %    % ( &%  WtF,F,G*H(I&J$K"L MNOPQRSTUV W XYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~~|zwusqomkigeca_][YWUSQOMKIGECA?=;96420.,*(&$"  0H'0F% %    % ( _888%  WDQh.!F,G)H'I$J!KLMNOPQRS T U VWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~ &WMFC'~~}}||{{zzyyy x x w w vvuuuttssrrqqqppoon n!n"m#m$l%l&l'k(k)j*j+i,i-i.h/h0g1g2g3f4f5e6e7e8d9d:c;c<c=b>b?b@aAaB`C`D`E_F_G^H^I^J]K]L]M\N\O[P[Q[RZSZTZUYVYWXXXYXZW[W\W]V^V_U`UaUbTcTdTeSfS0H'0F% %    % ( &%  W4aifabcdefghijklmnopqrstuvwxyz{|}~     ~~~}} }!|"|#|${%{&{'z(z)z*y+y,y-x.x/x0w1w2w3w4v5v6v7u8u9u:t;t<t=t>s?s@sArBrCrDrEqFqGqHpIpJpKpLoMoNoOoPnQnRnSmTmUmVmWlXlYlZl[k\k]k^k_j`jajbicidieifi% %   *]e% % %   H0Tahoma5?5ʯrп??- - -"System?kΖ-Times New Roman¶խ~?o- --Times New Roman??????- ----,- +2 , 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