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F2$OzХnBJ{$2$tH"^YeZx"$D1&:tZ9J"$l=ߏvs^ $"$ڞYnm"$˂+Ͽ6 Zb 0AAf@3 7? ʚ;I6ʚ;g4^d^dL -a0ppp@ <4dddd8))0ly80___PPT10 pp?  %DcAb?d@P4Q5a>\;1  *    4# 3"C*Z:Y9E+H.F,G-<)O3J0R6S75$T8^<`=I//VWX[]_<  0` ̙33` ` ff3333f` 333MMM` f` f` 3>?" dd@,|?" dd@   " @ ` n?" dd@   @@``PR    @ ` ` p>> h`(    6 P  c+Haga clic para cambiar el estilo de ttulo ,, 3  0   kHaga clic para modificar el estilo de texto del patrn Segundo nivel Tercer nivel Cuarto nivel Quinto nivel7   l   0 ``  `*    0 `   b*    0 `   b*  H  0޽h ? ̙33 *Diseo predeterminado0 #(    0A P    P*    0F     R*  d  c $ ?  /  0J  0  kHaga clic para modificar el estilo de texto del patrn Segundo nivel Tercer nivel Cuarto nivel Quinto nivel7    l  6tP _P   P*    6XU _   R*  H  0޽h ? 3380___PPT10.tОN*0 A9 (    0,xe XMAMS MACRO DATA REQUIREMENTS 06  0pNA < ^Presentation for the Workshop of the UNDP  UNDESA  World Bank  LAS Project  Assessing Development Strategies to Achieve the MDGs in the Arab Region , Cairo, April 2-5, 2007-  0TAp  ]MARTN CICOWIEZ ,H  0޽h ? ̙33___PPT10i.qj00+D=' = @B +0 0(P(  P P 0AZz ` INTRODUCTION    ,  P 0A  `By default, all data for MAMS can be introduced in the EXCEL file. MAMS can be run in two alternative ways: i) full model with MDG targeting; and ii) macro model (useful for macro debugging). Steps MACRO version: 1) make a copy a test-macro.xls and test-macro.dat; 2) rename to -macro.xls and -macro.dat, respectively; and 3) start by making changes to both files. ll0<T0<0<0<lTP    ?H P 0޽h ? ̙33___PPT10i. pД>+D=' = @B +w0 04(  4 4 01AZz dWHY A MACRO VERSION?  4 06A  bNaturally, a MACRO version of MAMS requires less data (i.e., small SAM and only non-MDG data) and faster than the full MDG version of MAMS. Can be used to produce a reasonable baseline in terms of macroeconomic variables. It allows the user to catch errors as early as possible. Do not wait until you have a full MAMS database to solve all data problems!c0<cpH 4 0޽h ? ̙33___PPT10i.{v0p+D=' = @B +0 ` df(  d d 04AZz nSAM ACCOUNTS IN TEST-MACRO.XLS X  d 0A?gBH d 0޽h ? ̙33___PPT10i.p\F+D=' = @B +0 ,Y(  , , 0hAZz t$MINIMUM DATA NEEDS FOR MACRO VERSION%%$ E , 0A  SAM ewidedata tradelas miscdata depr0 qfbase qfacgrwrat govinv, govconrat uerat00, ueratmin, wfminelas pop0 tfpelastrd0, tfp010, mtfp, mcapgov debt000   ,    , , ,  , , ,H , 0޽h ? ̙33___PPT10i.{vNK+D=' = @B +0 00(  0H 0 0޽h ? ̙33___PPT10i.{vPk+D=' = @B +0 0[(    0D:Zz \ INTRODUCTION    _  0A  CThe MAMS can be solved in two different versiones: Full model with 630<0<3b(  , , , , ,H  0޽h ? ̙33___PPT10i.p+D=' = @B +0  (    0EZz iEXCEL SHEET EWIDEDATA ,   0pA  :Zewidegrw tfpexoggrw pwegrw pwmgrw savelas prodelas prodelas2 elasac elashd leselas1 frisch[0x([   H  0޽h ? ̙33___PPT10i.p+D=' = @B + 0  (    0SZz hEXCEL SHEET MISCDATA ,   0H`  Hhshrgborbond pagrw-areg dkgrw-areg disc_rat grwexpeclag fdigrw exr00dol tarfdebtadj targbondadj netprfrati0x(i       H  0޽h ? ̙33___PPT10i.p\9+D=' = @B +i0 x((  ( ( 00cZz fEXCEL SHEET QFBASE ,   ( 0h  RThis parameter refers to base-year labor force by labor type and activity ('000). S0<S 1H ( 0޽h ? ̙33___PPT10i.u+D=' = @B +0 p @(    0nZz rEXCEL SHEETS PWEGRW AND PWMGRW , n  0@t  The parameter pwegrw(c) refers to annual growth rate for world price of exports. The parameter pwmgrw(c) refers to annual growth rate for world price of imports. 0<,J=X  0A/?6 @  X   0A0?6 @  H  0޽h ? ̙33___PPT10i.*u B+D=' = @B +0 6.T(  T T 0d|Zz ~.ESTIMATING BASE-YEAR GOVERNMENT CAPITAL STOCKS//.  T 0  HUsually, no returns to public capital appear in the SAM. However, capital is needed for public provision of MDG commodities (education, health, water and sanitation). MAMS allows two alternative estimation methods: PIM (Perpetual Inventory Method)  stock defined on the basis of time series of old investments and depreciation rates. Relationship between expansion of government consumption (service provision) and past investments. See the EXCEL sheets depr0(f, t1), govinvpim(f,t11), govinv(f,t11), and govconrat(c).N0<0<V0<V , , , , , , , ,  , , , ,  , ,H T 0޽h ? ̙33___PPT10i. pP@+D=' = @B +0  r(  f  0A?"`6 nf  0A?"`6 6af  0A?"`a  0Zz y)EXCEL SHEETS DEPR0, GOVINV, AND GOVCONRAT**)   0   EGOVINV. 5 years of historical government investment data at base-year prices in same unit as SAM. Although the data entered is linked to capital factors, it in fact refers to investment. GOVCONRAT. Ratio between real gov consumption in base year and first year of gov inv series. DEPR0. Depreciation rate for factor f in t1.F02F,,;H  0޽h ? ̙33___PPT10i.r/+D=' = @B + 0 # h(  h h 0Z' ?ESTIMATING BASE-YEAR GOVERNMENT CAPITAL STOCKS a 3 year example&@/? : h 0M Defining capital stock in current and previous years on the basis of data on investment, depreciation rates, and earlier capital stocks.02 p  h S A  ??#" `?d p  h S A  ??#" `?_d  p  h S A  ??#" `?% d E   h 0௵6 j  _ Substituting,02  p h S A   ??#" `? d    p h S A  ??#" `? d  p h S A  ??#" `?d   h 6V 7(1)H h 0޽h ? ̙33___PPT10i.p`̇z+D=' = @B +z0 @ !(    0 Z' ?ESTIMATING BASE-YEAR GOVERNMENT CAPITAL STOCKS a 3 year example&@/?    6M Defining capital stock in current and previous years on the assumption that the capital stock grows at the same rate as consumption,02p   S A ??#" `?md$ p  S A ??#" `?3dS p  S A  ??#" `?d   p   S A  ??#" `? d    p  S A ??#" `? d   6tǵ V 7(2)  0˵6 j  _ Substituting,02  H  0޽h ? ̙33___PPT10i. r+D=' = @B +/0 F>` (    0еZ' ?ESTIMATING BASE-YEAR GOVERNMENT CAPITAL STOCKS a 3 year example&@/? ^  600^  6^  6bb  0t׵S lSubstituting (2) into (1),02 p  S A ??#" `?% p  S A ??#" `? p  S A ??#" `?p  +  0ܵ ) ywhere the term (1+delta)^3 refers to the share of capital stock of first year of historic investment series that remains.z02zy H  0޽h ? ̙33___PPT10i.rf+D=' = @B +0 4V(  4 4 0 Zz gEXCEL SHEET MCAPGOV , O 4 0L  This parameter refers to the marginal product of government capital. This parameter provides an exogenous value for the total change in GDP per unit of extra government capital "f" in the base year. By assumption, is does not affect the evolution of GDP on the baseline. However, it does affect the evolution of sectoral levels of production. I WILL COMPLETE. MAKE A FULL EXPLANATION!!!0<.9+ ,H 4 0޽h ? ̙33___PPT10i.o0;|+D=' = @B +)0 @8@ <(  < < 0Zz iEXCEL SHEET WFMINELAS ,  < 0  +This parameter refers to the elasticity of minimum wage for (labor) factor f with respect to determinant ac The equation for the minimum wage (WFMINDEF) applies only to those factors that are in the set fuendog.0<f  < 0A?"`p'  f  < 0A'?"`p6 X  < 0A(? BH < 0޽h ? ̙33___PPT10i.o>+D=' = @B +0  R(  n  c $A# d??"` d+  dp  S A" g??#" `?d gn  c $A% j??"`pd  jn   c $A$ m??"`6 d f  mn   c $A& p??"` dtq p  0Zz jUNEMPLOYMENT EQUATIONS , H  0޽h ? ̙33___PPT10i.7rp@+D=' = @B +_0 vn  8(  8 8 0Z` bWFMINELAS( f-labn , erat ) SENSITIVITY OF RESULTS221 ,  8 0 @  2UERATX('f-labn ,t) - BASE&     8 0@@  2WFMINX('f-labn ,t) - BASE&    X  8 0A?@ = X  8 0A?@ 5 H 8 0޽h ? ̙33___PPT10i.o`(+D=' = @B +0 u(    0XZz rTHE MDG MODULE - STANDARD MDG , p   S A  @??#" `?d @a  0 ) MAMS uses logistic functions to relate service delivery and other determinants to MDG indicators. The logistic function shows IRTS at low levels of HD indicators and DRTS at high levels of HD indicators.0}  0p$ %  "Where M is the indicator used to monitor the MDG, Z in an intermediate variable that summarizes the determinants of MDG performance, ext is the extreme level of M, and alpha, beta, and gamma are parameters.80x(0x(H  0޽h ? ̙33___PPT10i.!rSX+D=' = @B +0 a(    0Zz qPARAMETERS LOGICTIC FUNCTIONS ,   07  alpha is used the replicate the initial MDG value and the slope of the function; beta shows the sensitivity of the indicator to changes in Z; and gamma determines whether IRTS or DRTS prevail at the starting point.0x(x , , , , , , ,  , , , , , , , , , , , , , , , , , , , ,B@  0@p  NThe intermediate variable Z is defined by a Constant Elasticity (CE) function:O0}Op  S A* ??#" `? d+  H  0޽h ? ̙33___PPT10i.btP'R+D=' = @B +0 @ i(      0(GZz qEXAMPLE USE LOGISTIC FUNCTION , X   0A,?dH   0޽h ? ̙33___PPT10i.uW}+D=' = @B +0  i(    0`MZz qEXAMPLE USE LOGISTIC FUNCTION , X  0A?dH  0޽h ? ̙33___PPT10i. u+D=' = @B +H0 _W(    0,TZz pMDG MODULE DATA REQUIREMENTS ,   0Y  Base year values and 2015 targets for MDG indicators (see mdgeduscen). Extreme values for MDG indicators (see ext_mdg0). Elasticities of MDG indicators w.r.t. the relevant determinants (see mdgeduelas). The position of the initial situation (in terms of MDG or Z) relative to the inflection point (see dmo2.gms). A scenario indicating one set of 2015 values for the arguments of Z (i.e., D1, D2, Dn) under which the MDG in question is achieved (see mdgeduscen).02t: 5 ! 3 H  0޽h ? ̙33___PPT10i.dt!#i+D=' = @B +0 b(    0fZz $EXCEL SHEET MDGKEYINDIC AND EXT_MDG0%%.    X  0A? f  0|lMu The information in this sheet is used to calibrate the logistic functions used in the MDGs production functions and to model student s behavior. The column goal2015 is linked to the sheet mdgeduscen. 028Vb  f  0A)?"`IbH  0޽h ? ̙33___PPT10i.p@{+D=' = @B +0 3(    0vZz jEXCEL SHEET MDGEDUSCEN ,   0p| 6  iThis parameter contains values for determinants (under goal-achieving scenario) and goals by MDG or education indicator. This parameter is used to compute trajectories for the determinants of the MDGs (educational behaviors for MDG 2) that assure that the goal is achieved.0<JX  0A?6 qH  0޽h ? ̙33___PPT10i.oG:+D=' = @B +0 4,(  *  0Z` vMDGEDUSCEN( mdg7a , dummy , c-wtsn ) SENSITIVITY OF RESULTS<<% ,   0@  yQGX('c-wtsn') - MDG7-FG&     0   YFGRANTX - MDG7-FG  X  0A?@ = X  0A?@ = H  0޽h ? ̙33___PPT10i.o+D=' = @B +0 V(    08Zz jEXCEL SHEET MDGEDUELAS , X  0A!? qw  0 6  "This parameter contains the information for the elasticity of the MDG or education indicator with respect its determinants. There must be an elasticity in the matrix below for every value in mdgeduscen with the exception of "goal". Below we explain the interpretation of these elasticities.#0<#, L H  0޽h ? ̙33___PPT10i.s@N+D=' = @B +x0 p (    0Zz HSTUDENT BEHAVIOR  LOGISTIC FUNCTION%%$ p  S A+ ??#" `?d =  6p  The variable for student share with behavior b in cycle c is a logistic function of intermediate behavior variable ZEDU(b,c,t).0s 0  0   parameters: extreme value, alpha, beta, and gamma; extreme value: maximum attainable set at 0.999; and alpha, beta, and gamma are calibrated in the model.0x(  6M VFor MDG 2 MAMS uses logistic functions to model the educational behaviors of students.W02WH  0޽h ? ̙33___PPT10i.st@MM+D=' = @B +m0 |0(    0Z` =STUDENT BEHAVIOR - CE FUNCTION DEFINING INTERMEDIATE VARIABLE>>= p  S A ??#" `?/d  o  0  The intermediate variable for student share with behavior b in cycle c is a CE function of: education quality; wage premium; student health (i.e., MDG 4); level of infrastructure; and per capita household consumption.0H  0޽h ? ̙33___PPT10i.ft:+D=' = @B +C0 ZR(    0 p @Z   0tZz gCALCULATING MDG 2 VALUE   0  {!The MDG2 is defined as the product of the rates of entry and passing during the years of study for the cohort that is scheduled to graduate from (1st) cycle primary in t. MDG 2 = g1entry1999 * pass1999 * pass2000 * pass2001 * pass2002 MDG 2 = 0.740 * 0.777 * 0.777 * 0.777 * 0.777 = 0.269"0<"6 ,X  0A? H  0޽h ? ̙33___PPT10i.rQg+D=' = @B +0 _(    0Zz gCALCULATING MDG 2 VALUE X  0A?H  0޽h ? ̙33___PPT10i. p`+D=' = @B +0 b(    0ZT "EXCEL SHEET SHREDBAR0(behav,c,t11)##.   4  0h  The set t11 includes the base year (e.g., 2002) and the preceding years that correspond to the length of the first school cycle (e.g., the cycle is 4 years and thus use years 1999-2002). Notice how MDG 2 is calculated. The values in this parameter correspond to total education because private and public are summed together in the model. Relationships that MUST hold: (1) rep + dropout + pass = 1 (for each cycle and for each grade within each cycle); (2) pass = grdcyc + contcyc; and (3) grdcont + grdexit = 1 (for each cycle). Nq0<0<0<qP H  0޽h ? ̙33___PPT10i.rP#*?+D=' = @B +0 (    0ZT "EXCEL SHEET SHREDBAR0(behav,c,t11)##.   X  0A?SH  0޽h ? ̙33___PPT10i. rzh+D=' = @B +M0 d\(    0ZT lEXCEL SHEET QENRBAR(C,T11) X  0A-?6   0  (This parameter refers to the number of enrolled students in cycle c by year. A history of the number of students enrolled in each education cycle. The number of year-columns to include is determined by the length of the primary school cycle. 0<H  0޽h ? ̙33___PPT10i._H  0޽h ? 3380___PPT10.t@o-0 (  X  C      S v 0   `Higher values for cells in mdgeduscen imply the need of higher growth in government consumption. <H  0޽h ? 3380___PPT10.tp̓"0 KC`(  X  C    C  S  0   Want MDG functions calibrated so that they will replicate MDGs when certain conditions are satisfied. Maximum or minimum values on the basis of logical constraint or international experience. 1. Alpha to replicate the base. 2. Beta to meet the target under identified conditions. 3. Gamma to select the position of the logistic inflexion point (i.e., the point where DRTS begin). Parameters: extreme value, alpha, beta, and gamma. Extreme value for MDGs inputted in excel sheet ext_mdg0. Alpha, beta, and gamma calibrated in the model. `|0<0<|@:> ,ETH  0޽h ? 3380___PPT10.u(;0 8(  X  C      S ȵ 0   :Notice that if data is provided here for pwmgrw, it will overwrite the value ewidedata('pwmgrw') in ewidedata. We suggestion to initially set both pwmgrw and ewidedata('pwmgrw') at zero. b) &H  0޽h ? 3380___PPT10.*upf<0   (   X   C       S  0   "In this example, the base year is 2002 and first cycle primary school is for 4 years. If your country has an 8 year cycle for primary school and the base year is 2004, then you would need to include values from 1997-2004. 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