ࡱ>  f7 tbjbjUU 7|7|Jll,l,l,l,l,l,l,D,\B\B\BBD Dl, n:D H^~H~H~H]I]I]Ikkkkkkk$Gr gt~kl,]IYI]I]I]Ikq[l,l,~H~Hmq[q[q[]I l,~Hl,~Hkq[]Ikq[q[3\il,l,k~HD jP,\BaUlk"km0 nk"tq[tkq[,,l,l,l,l,Chapter 1 Econometrics There are no exercises or applications in Chapter 1. Chapter 2 The Linear Regression Model There are no exercises or applications in Chapter 2. Chapter 3 Least Squares ( Exercises 1. Let EMBED Equation.DSMT4 a. The normal equations are given by (3-12), EMBED Equation.DSMT4 (we drop the minus sign), hence for each of the columns of X, xk, we know that EMBED Equation.DSMT4 This implies that EMBED Equation.DSMT4andEMBED Equation.DSMT4 b. Use EMBED Equation.DSMT4 to conclude from the first normal equation that EMBED Equation.DSMT4 c. We know that EMBED Equation.DSMT4 and EMBED Equation.DSMT4 It follows then that EMBED Equation.DSMT4 because EMBED Equation.DSMT4 Substitute ei to obtain EMBED Equation.DSMT4 or EMBED Equation.DSMT4 Then, EMBED Equation.DSMT4 d. The first derivative vector of e(e is -2X(e. (The normal equations.) The second derivative matrix is (2(e(e)/(b(b( = 2X(X. We need to show that this matrix is positive definite. The diagonal elements are 2n and EMBED Equation.DSMT4which are clearly both positive. The determinant is [(2n)(EMBED Equation.DSMT4)] -(EMBED Equation.DSMT4 = EMBED Equation.DSMT4 Note that a much simpler proof appears after (3-6). 2. Write c as b + (c - b). Then, the sum of squared residuals based on c is (y - Xc)( (y - Xc) = [y - X(b + (c - b))]( [y - X(b + (c - b))] = [(y - Xb) + X(c - b)]( [(y - Xb) + X(c - b)] = (y - Xb)( (y - Xb) + (c - b)( X( X(c - b) + 2(c - b)( X( (y - Xb). But, the third term is zero, as 2(c - b)( X( (y - Xb) = 2(c - b)X(e = 0. Therefore, (y - Xc)( (y - Xc) = e( e + (c - b)( X( X(c - b) or (y - Xc)((y - Xc) - e( e = (c - b)( X( X(c - b). The right-hand side can be written as d(d where d = X(c - b), so it is necessarily positive. This confirms what we knew at the outset, least squares is least squares. 3. In the regression of y on i and X, the coefficients on X are b = (X(M0X)-1X(M0y. M0 = I - i(i(i)-1i( is the matrix which transforms observations into deviations from their column means. Since M0 is idempotent and symmetric we may also write the preceding as [(X(M0()(M0X)]-1(X(M0()(M0y) which implies that the regression of M0y on M0X produces the least squares slopes. If only X is transformed to deviations, we would compute [(X(M0()(M0X)]-1(X(M0()y, but, of course, this is identical. However, if only y is transformed, the result is (X(X)-1X(M0y, which is likely to be quite different. 4. What is the result of the matrix product M1M where M1 is defined in (3-19) and M is defined in (3-14)? EMBED Equation.DSMT4 There is no need to multiply out the second term. Each column of MX1 is the vector of residuals in the regression of the corresponding column of X1 on all of the columns in X. Since that x is one of the columns in X, this regression provides a perfect fit, so the residuals are zero. Thus, MX1 is a matrix of zeroes which implies that M1M = M. 5. The original X matrix has n rows. We add an additional row, xs(. The new y vector likewise has an additional element. Thus, EMBED Equation.DSMT4 The new coefficient vector is bn,s = (Xn,s( Xn,s)-1(Xn,s(yn,s). The matrix is Xn,s( Xn,s = Xn(Xn + xsxs(. To invert this, use (A-66); EMBED Equation.DSMT4 The vector is (Xn,s( yn,s) = (Xn( yn) + xsys. Multiply out the four terms to get (Xn,s( Xn,s)-1(Xn,s(yn,s) = bn - EMBED Equation.DSMT4+EMBED Equation.DSMT4 xsys EMBED Equation.DSMT4xs ys = bn + EMBED Equation.DSMT4 xsys - EMBED Equation.DSMT4 bn + EMBED Equation.DSMT4 bn + EMBED Equation.DSMT4 bn + EMBED Equation.DSMT4 6. Define the data matrix as follows: EMBED Equation.DSMT4 (The subscripts on the parts of y refer to the  observed and  missing rows of X.) We will use Frish-Waugh to obtain the first two columns of the least squares coefficient vector. b1 = (X1(M2X1)-1(X1(M2y). Multiplying it out, we find that M2 = an identity matrix save for the last diagonal element that is equal to 0. X1(M2X1 = EMBED Equation.DSMT4 This just drops the last observation. X1(M2y is computed likewise. Thus, the coefficients on the first two columns are the same as if y0 had been linearly regressed on X1. The denominator of R2 is different for the two cases (drop the observation or keep it with zero fill and the dummy variable). For the first strategy, the mean of the n - 1 observations should be different from the mean of the full n unless the last observation happens to equal the mean of the first n - 1. For the second strategy, replacing the missing value with the mean of the other n - 1 observations, we can deduce the new slope vector logically. Using Frisch-Waugh, we can replace the column of xs with deviations from the means, which then turns the last observation to zero. Thus, once again, the coefficient on the x equals what it is using the earlier strategy. The constant term will be the same as well. 7. For convenience, reorder the variables so that X = [i, Pd, Pn, Ps, Y]. The three dependent variables are Ed, En, and Es, and Y = Ed + En + Es. The coefficient vectors are bd = (X(X)-1X(Ed, bn = (X(X)-1X(En, and bs = (X(X)-1X(Es. The sum of the three vectors is b = (X(X)-1X([Ed + En + Es] = (X(X)-1X(Y. Now, Y is the last column of X, so the preceding sum is the vector of least squares coefficients in the regression of the last column of X on all of the columns of X, including the last. Of course, we get a perfect fit. In addition, X([Ed + En + Es] is the last column of X(X, so the matrix product is equal to the last column of an identity matrix. Thus, the sum of the coefficients on all variables except income is 0, while that on income is 1. 8. Let EMBED Equation.DSMT4 denote the adjusted R2 in the full regression on K variables including xk, and letEMBED Equation.DSMT4denote the adjusted R2 in the short regression on K1 variables when xk is omitted. Let EMBED Equation.DSMT4and EMBED Equation.DSMT4denote their unadjusted counterparts. Then, EMBED Equation.DSMT4= 1 - e(e/y(M0y EMBED Equation.DSMT4= 1 - e1(e1/y(M0y where e(e is the sum of squared residuals in the full regression, e1(e1 is the (larger) sum of squared residuals in the regression which omits xk, and y(M0y = (i (yi -EMBED Equation.DSMT4 Then, EMBED Equation.DSMT4= 1 - [(n - 1)/(n - K)](1 - EMBED Equation.DSMT4 and EMBED Equation.DSMT4= 1 - [(n - 1)/(n(K - 1))](1 -EMBED Equation.DSMT4 The difference is the change in the adjusted R2 when xk is added to the regression, EMBED Equation.DSMT4= [(n - 1)/(n - K + 1)][e1(e1/y(M0y] - [(n - 1)/(n - K)][e(e/y(M0y]. The difference is positive if and only if the ratio is greater than 1. After cancelling terms, we require for the adjusted R2 to increase that e1(e1/(n - K + 1)]/[(n - K)/e(e] > 1. From the previous problem, we have that e1(e1 = e(e + EMBED Equation.DSMT4(xk(M1xk), where M1 is defined above and bk is the least squares coefficient in the full regression of y on X1 and xk. Making the substitution, we require [(e(e + EMBED Equation.DSMT4(xk(M1xk)) (n - K)]/[(n - K )e(e + e(e] > 1. Since e(e = (n - K )s2, this simplifies to [e(e + EMBED Equation.DSMT4(xk(M1xk)]/ [e(e + s2] > 1. Since all terms are positive, the fraction is greater than one if and only EMBED Equation.DSMT4(xk(M1xk) > s2 or EMBED Equation.DSMT4(xk(M1xk/s2) > 1. The denominator is the estimated variance of bk, so the result is proved. 9. This R2 must be lower. The sum of squares associated with the coefficient vector which omits the constant term must be higher than the one which includes it. We can write the coefficient vector in the regression without a constant as c = (0,b*) where b* = (W(W)-1W(y, with W being the other K - 1 columns of X. Then, the result of the previous exercise applies directly. 10. We use the notations  Var[.] and  Cov[.] to indicate the sample variances and covariances. Our information is Var[N] = 1, Var[D] = 1, Var[Y] = 1. Since C = N + D, Var[C] = Var[N] + Var[D] + 2Cov[N, D] = 2(1 + Cov[N, D]). From the regressions, we have Cov[C, Y]/Var[Y] = Cov[C, Y] = 0.8. But, Cov[C, Y] = Cov[N, Y] + Cov[D, Y]. Also, Cov[C, N]/Var[N] = Cov[C, N] = 0.5, but, Cov[C, N] = Var[N] + Cov[N, D] = 1 + Cov[N, D], so Cov[N, D] = -0.5, so that Var[C] = 2(1 + -0.5) = 1. And, Cov[D, Y]/Var[Y] = Cov[D, Y] = 0.4. Since Cov[C, Y] = 0.8 = Cov[N, Y] + Cov[D, Y], Cov[N, Y] = 0.4. Finally, Cov[C, D] = Cov[N, D] + Var[D] = -0.5 + 1 = 0.5. Now, in the regression of C on D, the sum of squared residuals is (n - 1){Var[C] - (Cov[C,D]/ Var[D])2Var[D]} based on the general regression result (e2 = ((yi - y)2 - b2( (xi - EMBED Equation.DSMT4)2. All of the necessary figures were obtained above. Inserting these and n - 1 = 20 produces a sum of squared residuals of 15. 11. The relevant submatrices to be used in the calculations are Investment Constant GNP Interest Investment * 3.0500 3.9926 23.521 Constant 15 19.310 111.79 GNP 25.218 148.98 Interest 943.86 The inverse of the lower right 3 ( 3 block is (X(X)-1, 7.5874 (X(X)-1 = -7.41859 7.84078 .27313 -.598953 .06254637 The coefficient vector is b = (X(X)-1X(y = (-.0727985, .235622, -.00364866)(. The total sum of squares is y(y = .63652, so we can obtain e(e = y(y - b(X(y. X(y is given in the top row of the matrix. Making the substitution, we obtain e(e = .63652 - .63291 = .00361. To compute R2, we require (i (yi -EMBED Equation.DSMT4)2 = .63652 - 15(3.05/15)2 = .01635333, so R2 = 1 - .00361/.0163533 = .77925. 12. The results cannot be correct. Since log S/N = log S/Y + log Y/N by simple, exact algebra, the same result must apply to the least squares regression results. That means that the second equation estimated must equal the first one plus log Y/N. Looking at the equations, that means that all of the coefficients would have to be identical save for the second, which would have to equal its counterpart in the first equation, plus 1. Therefore, the results cannot be correct. In an exchange between Leff and Arthur Goldberger that appeared later in the same journal, Leff argued that the difference was a simple rounding error. You can see that the results in the second equation resemble those in the first, but not enough so that the explanation is credible. Further discussion about the data themselves appeared in a subsequent discussion. [See Goldberger (1973) and Leff (1973).] Application ?======================================================================= ? Chapter 3 Application 1 ?======================================================================= Read $ (Data appear in the text.) Namelist ; X1 = one,educ,exp,ability$ Namelist ; X2 = mothered,fathered,sibs$ ?======================================================================= ? a. ?======================================================================= Regress ; Lhs = wage ; Rhs = x1$ +----------------------------------------------------+ | Ordinary least squares regression | | LHS=WAGE Mean = 2.059333 | | Standard deviation = .2583869 | | WTS=none Number of observs. = 15 | | Model size Parameters = 4 | | Degrees of freedom = 11 | | Residuals Sum of squares = .7633163 | | Standard error of e = .2634244 | | Fit R-squared = .1833511 | | Adjusted R-squared = -.3937136E-01 | | Model test F[ 3, 11] (prob) = .82 (.5080) | +----------------------------------------------------+ +--------+--------------+----------------+--------+--------+----------+ |Variable| Coefficient | Standard Error |t-ratio |P[|T|>t]| Mean of X| +--------+--------------+----------------+--------+--------+----------+ Constant| 1.66364000 .61855318 2.690 .0210 EDUC | .01453897 .04902149 .297 .7723 12.8666667 EXP | .07103002 .04803415 1.479 .1673 2.80000000 ABILITY | .02661537 .09911731 .269 .7933 .36600000 ?======================================================================= ? b. ?======================================================================= Regress ; Lhs = wage ; Rhs = x1,x2$ +----------------------------------------------------+ | Ordinary least squares regression | | LHS=WAGE Mean = 2.059333 | | Standard deviation = .2583869 | | WTS=none Number of observs. = 15 | | Model size Parameters = 7 | | Degrees of freedom = 8 | | Residuals Sum of squares = .4522662 | | Standard error of e = .2377673 | | Fit R-squared = .5161341 | | Adjusted R-squared = .1532347 | | Model test F[ 6, 8] (prob) = 1.42 (.3140) | +----------------------------------------------------+ +--------+--------------+----------------+--------+--------+----------+ |Variable| Coefficient | Standard Error |t-ratio |P[|T|>t]| Mean of X| +--------+--------------+----------------+--------+--------+----------+ Constant| .04899633 .94880761 .052 .9601 EDUC | .02582213 .04468592 .578 .5793 12.8666667 EXP | .10339125 .04734541 2.184 .0605 2.80000000 ABILITY | .03074355 .12120133 .254 .8062 .36600000 MOTHERED| .10163069 .07017502 1.448 .1856 12.0666667 FATHERED| .00164437 .04464910 .037 .9715 12.6666667 SIBS | .05916922 .06901801 .857 .4162 2.20000000 ?======================================================================= ? c. ?======================================================================= Regress ; Lhs = mothered ; Rhs = x1 ; Res = meds $ Regress ; Lhs = fathered ; Rhs = x1 ; Res = feds $ Regress ; Lhs = sibs ; Rhs = x1 ; Res = sibss $ Namelist ; X2S = meds,feds,sibss $ Matrix ; list ; Mean(X2S) $ Matrix Result has 3 rows and 1 columns. 1 +-------------- 1| -.1184238D-14 2| .1657933D-14 3| -.5921189D-16 The means are (essentially) zero. The sums must be zero, as these new variables are orthogonal to the columns of X1. The first column in X1 is a column of ones, so this means that these residuals must sum to zero. ?======================================================================= ? d. ?======================================================================= Namelist ; X = X1,X2 $ Matrix ; i = init(n,1,1) $ Matrix ; M0 = iden(n) - 1/n*i*i' $ Matrix ; b12 = *X'wage$ Calc ; list ; ym0y =(N-1)*var(wage) $ Matrix ; list ; cod = 1/ym0y * b12'*X'*M0*X*b12 $ Matrix COD has 1 rows and 1 columns. 1 +-------------- 1| .51613 Matrix ; e = wage - X*b12 $ Calc ; list ; cod = 1 - 1/ym0y * e'e $ +------------------------------------+ COD = .516134 The R squared is the same using either method of computation. Calc ; list ; RsqAd = 1 - (n-1)/(n-col(x))*(1-cod)$ +------------------------------------+ RSQAD = .153235 ? Now drop the constant Namelist ; X0 = educ,exp,ability,X2 $ Matrix ; i = init(n,1,1) $ Matrix ; M0 = iden(n) - 1/n*i*i' $ Matrix ; b120 = *X0'wage$ Matrix ; list ; cod = 1/ym0y * b120'*X0'*M0*X0*b120 $ Matrix COD has 1 rows and 1 columns. 1 +-------------- 1| .52953 Matrix ; e0 = wage - X0*b120 $ Calc ; list ; cod = 1 - 1/ym0y * e0'e0 $ +------------------------------------+ | Listed Calculator Results | +------------------------------------+ COD = .515973 The R squared now changes depending on how it is computed. It also goes up, completely artificially. ?======================================================================= ? e. ?======================================================================= The R squared for the full regression appears immediately below. ? f. Regress ; Lhs = wage ; Rhs = X1,X2 $ +----------------------------------------------------+ | Ordinary least squares regression | | WTS=none Number of observs. = 15 | | Model size Parameters = 7 | | Degrees of freedom = 8 | | Fit R-squared = .5161341 | +----------------------------------------------------+ +--------+--------------+----------------+--------+--------+----------+ |Variable| Coefficient | Standard Error |t-ratio |P[|T|>t]| Mean of X| +--------+--------------+----------------+--------+--------+----------+ Constant| .04899633 .94880761 .052 .9601 EDUC | .02582213 .04468592 .578 .5793 12.8666667 EXP | .10339125 .04734541 2.184 .0605 2.80000000 ABILITY | .03074355 .12120133 .254 .8062 .36600000 MOTHERED| .10163069 .07017502 1.448 .1856 12.0666667 FATHERED| .00164437 .04464910 .037 .9715 12.6666667 SIBS | .05916922 .06901801 .857 .4162 2.20000000 Regress ; Lhs = wage ; Rhs = X1,X2S $ +----------------------------------------------------+ | Ordinary least squares regression | | WTS=none Number of observs. = 15 | | Model size Parameters = 7 | | Degrees of freedom = 8 | | Fit R-squared = .5161341 | | Adjusted R-squared = .1532347 | +----------------------------------------------------+ +--------+--------------+----------------+--------+--------+----------+ |Variable| Coefficient | Standard Error |t-ratio |P[|T|>t]| Mean of X| +--------+--------------+----------------+--------+--------+----------+ Constant| 1.66364000 .55830716 2.980 .0176 EDUC | .01453897 .04424689 .329 .7509 12.8666667 EXP | .07103002 .04335571 1.638 .1400 2.80000000 ABILITY | .02661537 .08946345 .297 .7737 .36600000 MEDS | .10163069 .07017502 1.448 .1856 -.118424D-14 FEDS | .00164437 .04464910 .037 .9715 .165793D-14 SIBSS | .05916922 .06901801 .857 .4162 -.592119D-16 In the first set of results, the first coefficient vector is b1 = (X1(M2X1)-1X1(M2y and b2 = (X2(M1X2)-1X2(M1y. In the second regression, the second set of regressors is M1X2, so b1 = (X1(M12 X1)-1X1(M12y where M12 = I - (M1X2)[(M1X2)((M1X2)]-1(M1X2)(. Thus, because the  M matrix is different, the coefficient vector is different. The second set of coefficients in the second regression is b2 = [(M1X2)(M1(M1X2)]-1 (M1X2)M1y = (X2(M1X2)-1X2(M1y because M1 is idempotent.      PAGE 4  Berck/Helfand  "  Economics of the Environment Chapter 3 Least Squares   PAGE 4 2012 Pearson Education, Inc. Publishing as Prentice Hall 2012 Pearson Education, Inc. Publishing as Prentice Hall 2012 Pearson Education, Inc. Publishing as Prentice Hall Chapter 3 Least Squares   PAGE 4  PAGE 4  Greene " Econometric Analysis, Seventh Edition Chapter 3 Least Squares   PAGE 5 TVl3456stvwxžx j EHUj(2Q EHUV jW EHUj)2Q EHUV jEHUj*2Q EHUVEH jEHU 6H*]5\ jEHUj+2Q EHUVEH jEHUj,2Q EHUVEH jEHU jU jnCJ0aJ0CJ,aJ,..RTVOb   Bx^`B B(^`B nBx^`B B^`BOFpE>qt67KLMNO_`tuvw|}玄}slhc 6H*]6] j"EHUj"2Q EHUV j!EHUj#2Q EHUVEHj@EHUj$2Q @EHUVj@EHUj%2Q @EHUV@EHj@EHU@ jEHUj&2Q EHUVEH jEHU jEHU j`EHUj'2Q EHUV&"$&(*02Z\^`bprr t v x z | ~ B D Ƽ6]5CJOJQJ\aJH* j OJQJ^J j5OJQJ\^J5\ j.EHUj2Q EHUVEH jEHU j*EHUj 2Q EHUVEH j&EHUj!2Q EHUVEH jEHU5D N P x z | ~   " ( * , . V X Z \ ^ ` b d      $ {rnng OJQJ^J5\j>@EHUj2Q @EHUV@OJQJ^Jj;@EHU#jrQ @CJOJQJUVaJ@EHj@EHU@ @OJQJ j7EHUj2Q EHUV6]5CJOJQJ\aJ j4EHUj2Q EHUVEH jEHU($ & ( * , .        & ( . 0 2 4 6 : > @ B D F H ȼȼ5@OJQJ\^J j5@OJQJ\^J@OJQJ^JmH sH 5@\mH sH @mH sH OJQJ^J5\JH J L N P T V X \ ^ ` b d h l n p r t v x z | ~ ӳӧӧ5@OJQJ\^J5@CJOJQJ\^JaJ5@CJOJQJ\^JaJ j5@OJQJ\^J5@\mH sH @OJQJ^JmH sH @mH sH B   ^`bdfhjlprtvxz|~öö󠘠5\mH sH mH sH OJQJ^J5OJQJ\^J j5OJQJ\^J5\5@OJQJ\^J j5@OJQJ\^J5@\mH sH @mH sH @OJQJ^JmH sH <   "$DFHJLPRTVXZ\^bfhjlnprtvz|~5\5OJQJ\^J j5OJQJ\^JOJQJ^JmH sH @OJQJ^JmH sH 5\mH sH mH sH L(<V zL&b,j $ 0*$a$ $ 0*$a$O  i$ (#a$ i$ a$$$Bd^`B$$B<^`Bg$ T dPPa$ .08:DFrt~@OJQJ^JmH sH H*H*OJQJ^J5H*OJQJ\^J j5OJQJ\^JCJOJQJ^JaJ OJQJ^J j5\5\mH sH E "&(*,.0246:<>@`bdfhjnprtxz|~:<>@BDFHJLNP ÿܻ@H*@H*@H*OJQJ^J j5@OJQJ\^J 5@\@H* j5OJQJ\^JH*OJQJ^J5\J  $%;<=>RSTUV./z|}.0HJ 68ܮj2Q EHUVEH jEHU j 6H*]6] OJQJ^JH*5\mHsHjC5EHU\mHsH!j2Q 5EHUV\mHsH5EH\mHsHj5EHU\mHsH5\mHsH 5@\@@H*18:<z~  PRz|~ jKEHUj2Q EHUVEH jEHU j5\ jOJQJ^JH*H*OJQJ^J j OJQJ^J 6H*]5\ jEHU j@BDFHNPRX\^bfhjlnpννޟννބνބqb@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJ@CJOJQJ^JaJ@CJH*OJQJ^JaJ@CJH*OJQJ^JaJ j@CJOJQJ^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ@CJOJQJ^JaJ6]5\ OJQJ^J 6H*]"ö~k^N=-=-6@CJOJQJ]^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ@CJOJQJ^JaJ%jT@CJEHOJQJU^JaJ+j2Q @CJEHOJQJUV^JaJ@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJ@CJOJQJ^JaJ%j@CJEHOJQJU^JaJ%jVP@CJEHOJQJU^JaJ+j2Q @CJEHOJQJUV^JaJ  0268:<>@h׾阇wj]j]jJ;@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJ@CJOJQJ^JaJ@CJOJQJ^JaJ6@CJOJQJ]^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ+j'X6@CJEHOJQJU]^JaJ1j2Q 6@CJEHOJQJUV]^JaJ"6@CJEHOJQJ]^JaJ+j6@CJEHOJQJU]^JaJhjlnrtvxz|~óxeVN;exxx%j`@CJEHOJQJU^JaJjQ UV@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJ@CJOJQJ^JaJ@CJOJQJ^JaJ6@CJOJQJ]^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ%j@CJEHOJQJU^JaJ%j\@CJEHOJQJU^JaJ+j2Q @CJEHOJQJUV^JaJ$&(*,02468:b쵥te]Jtte%ji@CJEHOJQJU^JaJjQ UV@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJ@CJOJQJ^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ@CJOJQJ^JaJ%jd@CJEHOJQJU^JaJjьQ UV@CJEHOJQJ^JaJ%j@CJEHOJQJU^JaJbdfhj,.Z\^`bfhjlnprtvxz|~p v x z | ~ öH*H*OJQJ^J j OJQJ^JH*5\ jsEHUj 2Q EHUVEH jEHU@CJOJQJ^JaJ%j@CJEHOJQJU^JaJ%jmn@CJEHOJQJU^JaJ+j 2Q @CJEHOJQJUV^JaJ2jp $&()R)v))*,.j..r $ 0<*$a$$ 0x*$^a$$ 0*$^a$$ 0*$^a$$ 0*$^a$ B^`B$$Bx^`B$$B<^`B $B^`B !! ! !!!!!!! """<">"@""d#h#j####r$v$x$$%(%*%&&&&''(((( (((((((( ($(&(p(r(t(x(z(|(((((((((żڷڷڷڷڷڷ 6H*]@OJQJ^J 6@]@H*6] jH*5\ jwEHUj 2Q EHUVEH jEHU OJQJ^JH(((((((((((((((())))) ) ))))))()*),).)2)4)6)8):)<)>)@)B)D)F)R)T)V)X)Z)^)`)b)d)f)µ”µ”µ@CJH*OJQJ^JaJ@CJH*OJQJ^JaJ$ j5@CJOJQJ\^JaJ@CJOJQJ^JaJ@CJOJQJ^JaJ!6@CJH*OJQJ]^JaJ5@CJOJQJ\^JaJ OJQJ^J 6H*]5\4f)h)j)l)n)p)r)v)))))))))))))))ӯ}l}}ZH8} j@CJOJQJ^JaJ#@CJH*OJQJ^JaJmH sH #@CJH*OJQJ^JaJmH sH @CJOJQJ^JaJmH sH @CJOJQJ^JaJmH sH &5@CJOJQJ\^JaJmH sH @CJOJQJ^JaJ!6@CJH*OJQJ]^JaJ$ j5@CJOJQJ\^JaJ5@CJOJQJ\^JaJ@CJH*OJQJ^JaJ@CJH*OJQJ^JaJ)))))))))))))))))))***** ****L*N*$+&+Z+\++++++ƵƵƵƐ~njjjjjcj j5\5\ j@CJOJQJ^JaJ#@CJH*OJQJ^JaJmH sH #@CJH*OJQJ^JaJmH sH $ j5@CJOJQJ\^JaJ @CJOJQJ^JaJmH sH @CJOJQJ^JaJmH sH )6@CJH*OJQJ]^JaJmH sH &5@CJOJQJ\^JaJmH sH &++++++++,,,,,,,,,,,,,----2-3-4-=->-R-S-T-U-i-j-k------------------.޽ jEHUj2Q EHUV j EHUj2Q EHUVEH jEHU j~EHUj 2Q EHUVH*6] j{EHUj 2Q EHUVEH jEHU j5\5\ OJQJ^J 6H*]6..D.F.H.J.L.R.T.V.X.Z.\.^.`.b.d.f.h.j....׾雎~k~~k~]~M6@CJOJQJ]^JaJ@CJH*OJQJ^JaJ$ j5@CJOJQJ\^JaJ5@CJOJQJ\^JaJ@CJOJQJ^JaJ@CJOJQJ^JaJ+j6@CJEHOJQJU]^JaJ1j2Q 6@CJEHOJQJUV]^JaJ"6@CJEHOJQJ]^JaJ+j6@CJEHOJQJU]^JaJ........................\/^/`/b/d/f///кooa]V]]TV]T]H* j5\5\@CJH*OJQJ^JaJ$ j5@CJOJQJ\^JaJ@CJH*OJQJ^JaJ5@CJOJQJ\^JaJ@CJOJQJ^JaJ@CJOJQJ^JaJ+j6@CJEHOJQJU]^JaJ+j6@CJEHOJQJU]^JaJ1j2Q 6@CJEHOJQJUV]^JaJ//00 0 0000000 0"0$0&0(0P0R0T0V0f0h0j00000000000000000000001 11181Ľ峭Ԇ峭 joEHUjQ CJOJQJUVaJj?6EHU]j2Q 6EHUV] 6EH]j6EHU] jEHUjQ CJOJQJUVaJEH jEHU OJQJ^J6] jSH* j5\5\ 6H*]1.X011Z2399<p==X>>>2? O4^4`O B^`B B^`B$$B^`B$$Bd^`Bi$ $$B<^`B$$ B<^`B$$Bx^`B81:1<1>1@1F1H1N1R1T1^1`1d1h1j1z1|1~111111 22222 2Z2\222222222ɹޒ{pkck6]mH sH mH sH OJQJ^JmH sH j6EHU]j1Q 6EHUV] 6EH] 6@H*] 5@\@H* 6@]@ jEHUjQ CJOJQJUVaJEH jEHU6] OJQJ^Jj6EHU]j6EHU]j2Q 6EHUV]&2222222222222222222222222222222233333 3 3334446484:4<4>4@4D4H4J4P4R4`4d4f4j4n4p4r4t4x4z444444ɷɰɰ OJQJ^J6OJQJ]^JH*5\H*6] H*mH sH j5\ H*mH sH 5\mH sH 6]mH sH mH sH OJQJ^JmH sH E4444444444445555 5"5$5&5(5*5,5.5@5B5D5p5r5t55555566 6Z6\6^6`6b6d6f6h666666666666666666666666ὶǮ6CJ]aJ j"EHUj1Q EHUV6] 6H*] jEHUj1Q EHUVEH jEHU j5\5\ OJQJ^JH*D6666666666666667777 777777777H7J7L7N7P7R7T7V7~77777777777777777777777R8T8|8~8888888ִ j8EHUj1Q EHUVH* 6H*] j-EHUj1Q EHUVEH jEHUH*6CJ]aJ6] OJQJ^J j5\5\D88888888888888888888888888888T9V9X999999p;r;t;v;~;;;;;;;;;;;;;;;;;;;;;;;<<H==mHsHH*OJQJ^JCJOJQJ^JaJ j5\ jCEHUj1Q EHUVEH jEHUH*6] OJQJ^J 6H*]H*5\C===========================>>>>>>>$>&>*>,>0>2><>>>H>J>N>P>X>>>>>>>>>>>>>>>>>>>?? ??????$?&?*?,?F?H?L?N?Z?\?`?b?l?n?r? OJQJ^J6]OJQJ^JmHsHmHsH6]mHsHWr?t?x?z???????????????????????@@@@ @@@@4@6@:@<@J@L@V@X@r@t@x@z@@@@@@@@@@@@@@@@@@@@@@@@@A A AAA A"A&A(A,A.A:AXAZA^A`AdAfAOJQJ^JmH sH 6]mH sH mH sH OJQJ^J6]W2??@`@@:AA%DeDDDD$E]EF"FlFFIkNxNF $$B^`B Bxx^`B $ 0*$a$ $ 0x*$a$ O4^4`fApArAvAxA|A~AAAAAAAAAAAAAAAF@FjFlFxFFFFFFGGGGG G GGGGGGGGBGDGXGZGľīĞ j OJQJ^J@CJOJQJ^JaJ@OJQJ^J@H*@H*OJQJ^J j5@\ 5@\@@CJOJQJ^JaJH*H*OJQJ^J j5\5\ jOJQJ^J@CJOJQJ^JaJ4ZGGGGGGGGGGGGGGGGGGGGGGGGGGHHHHHHHHHHHHHH IIIIIIIIIFIHIJILINIPIRITIVIdIfI~IIIŸ@H*@OJQJ^J@j*6EHU]j1Q 6EHUV] 6EH]j6EHU]6OJQJ]^J 6H*] jSH*6] OJQJ^J j5\5\>IIIIIIIIIIIIDJFJHJJJLJNJXJZJ\J^J`JbJlJnJpJrJJKKKKKLLxNyN;^,_1``aabbmmnnnnnǸǩǸǩǢOJQJ^JmH sH mH sH H*mH sH 5\mH sH OJQJ^JCJOJQJ^JaJmH sH CJOJQJ^JaJmHsHCJOJQJ^JaJ5OJQJ\^J@ OJQJ^J6]@H* 6@]@@OJQJ^J4xNyNNN%O,OGOmOOOO,PNPPPP*QaQQQR=RtRR( J(P x$@)h.38=C0HXMRW\a gHlpqv{ $ v%a$RRSaSSS,TtTTUMURUUUU.VeVVV WAWxWWWX( J(P x$@)h.38=C0HXMRW\a gHlpqv{XTXXXYcYYY.ZvZZ[N[[[[\P\\\\\]]4]( J(P x$@)h.38=C0HXMRW\a gHlpqv{4]L]d];^^^^^_,_K_u_____`1`\````a9aRa( J(P x$@)h.38=C0HXMRW\a gHlpqv{Rajaaaaa-bYbjbbbbb c3cZcscccc%d*dsddd( J(P x$@)h.38=C0HXMRW\a gHlpqv{ddeLeeee(f_fff7grgghJhhh"iHiiii$j[j( J(P x$@)h.38=C0HXMRW\a gHlpqv{[jjjkHkkkl[lll3m{mmfno:qqBqDqHqJqNqEx( J(P x$@)h.38=C0HXMRW\a gHlpqv{n nnnnnnnnnn n"n$n&n(n*n,n6n8n:nnBnDnFnHnJnLnNnPnRnTnVnXnZn\n^n`nbnfnnnnnnnnnnnnnnnooo o ooooooooo.o鿽鿽H*H*OJQJ^J OJQJ^JH*5\OJQJ^JmH sH 5H*\mH sH H*mH sH H*OJQJ^JmH sH  j H*mH sH 5\mH sH mH sH D.o0o4o6o8o:oo@oDoFoHoJoLoToVoXoZo\o^o`obodofoholonoporotovoxozo|o~opppppppppppppppppppppppppppppppppppppppppppppppqqqqqq:qH*H*OJQJ^J j OJQJ^JH*5\X:qq@qDqFqJqLqPqRqVqXqdqfqhqnqqqqqqqqqqqr rrrrrrrss|s~ssssssssssssssssst@tRtTtntpttttttttt6]CJOJQJ^JaJjUmHnHsH  mHnHsH  OJQJ^J mHnHu jU@CJ,aJ,BNqPqTqVqqqrrrrss|s~sss>t@tttttttE7:$h$dNa$* 00P/ =!"#$%- 0 00P/ =!"#$%* 00P/ =!"#$%- 0 00P/ =!"#$%Dd(J  C A@?"2ID櫝-1=^'%D`!D櫝-1=^'"@` x}UkA3M|P?[DԋMR[ڔbDck 4TZ,(R(?^=ZAD׃-L6I7vyf^xXPd|(!6Eh^09n˺)BC)Þn@"3(U-E'=o"s>˽Q(H&SHKh O`rT.oYѷA{+>g0$.\Tf]$?=M*&c< Ʀ{6u+r/s"-97s H~s g įp_iX7d'ƶ)Yc_ocmoJ*ԩik+ohiyV:̲$iz7xڎbܑU~f DJWK1ܪ;1Qt w5ыrb4%0LJ?15d6gY6nf PX2pVԧ8 HF ,^-<.匒6e, '8(3& x}_}>lj#i(`z̪ 0~Pc`cŅCdxp=Piqfl0e 0l*Tz +Pap-r{9MM-lJa6fz$ a}QŔ.nqDg򼑇ܲ^d a?\Q$DdJ  C A@?"2x AʝR|@(T+`!L AʝR|@(<xuRKA3@>(=,n dvE0c;Hx\ăgW'EG<f+ yI aH, l ڗszjZ&@5:O#z [EBqhBS6<Ox5Kzv^[^z-YU@'z=gys:Ht:;-k:nГC{_җFn-;[+JN5H%o5ꗵUƧ`dJjn0Ӟ"]>r6f9PLCOܑ E s@#aL%dL0P`3N? OᄶBmdG j9jl ~T~ZDd TJ  C A@?"2#fXs%xT͂A`!#fXs%xT͂  8K^xuSoQcBBG춉D Im4B"7@\  rP^z&/0z5'ލ'q޲Uۆɾ}373ﷄ @` )*/Ai$өYY\Hj0BȖ~Jzs S@g{;^kAfR;-JS.K~r !.Nu6]ŧ?z_xޛУGs?i{r <{EՒs$Ʒ+տMsfͭ1aб>(m{9}c#gVxA8XފyHuCunƌ(YsVJyr0rjT+VJ\6xn;-D/">"K,wJ-1m"Tq۶Ǝc=$u^^n dFI]f2Usw pn8aȚNmqVl>Oj1]81!!4&朏DBPÇ@Qy^E# e` ʳlȐ187Cxp,qʵ\nH\ӵE\K|[cCKF.|DdpTJ  C A@?"2w' `!w' KxuToPXe uP%A-nhPG!<ĉTK@bP?10!0m$Ͼw308NΘ/1>]2;"\B槢Qn.v``!@ Jop"G 0E$M>{fPO)ŊVMPV_'s]eʸ*m3fd/_تR̀0N`$?0=?CyxX.qʕ X 7>ۚ`i,nF` ikcyL`f0ƈǿ2`tg 7-b&` E3+Z֎Kmؕe1 eMx5CޭK>owZ]+J~S;xiS%Z^tPs7mkeQrw2v\/{F/8襒^6{#Q[+f9 uZV{Rsѣ*Ãa6þaG(x\W) iX\~4 E'*`7 poHB`jMuUܮb1\NV[E'{$NXBu9}%<Dd8TJ  C A@?"2*=4q`{`!*=4q`{ v KxuTkA&M0փ 6b=6DǺlBRirXKSkDz[=;Ao~,z*a\dE+k^\ݦVoE*&IF/2Ϙ{~ F a†$[feYG%6  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~gRoot Entry1 F+:PData WordDocument0ObjectPool3^dP+:P_1373188652FdPdPOle CompObjlObjInfo  !"#$'*+,-./012345689:;>ABCDEFGHIJKLMNOPQSTUVY\]^_`abcdefghijklmnpqrstwz{|}~ FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q " .  `@ & MathTypep& L4Times C؟ww w< f-- 2 OlePres000 JEquation Native _1373188651 F`rP`rPOle %1ypTimesV ؟ww w< f-- 2 1y 2 .y 2 1y_4Times D؟ww w< f-- 2 nypTimesV ؟ww w< f-- 2 xy 2 xySymbol E؟ww w< f-- 2 ^ 2 ^ 2 =# 2 ^r 2 ^ 2 ^;TimesV ؟ww w< f-- 2 XMT Extra F؟ww w< f-- 2 KKs&AppsMFCCggDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  LXX==11xx 11 & K& K11xx nn [].. & "System-< f- !-gw3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  LXX==11xx 11 & K& K11xx nn [].. FMathType 6.0 Equation MathType EFEquation.DSMT49qCompObj &iObjInfo(OlePres000 )dEquation Native 7< .   & MathType0&@s K@Symbol/ 4؟ww w7 f- 2 y`;Times !4؟ww w7 f- 2 Xe0M`wSymbol/ 4؟ww w7 f- 2 =y&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XXee~==00 & "System7 f !h-D@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XXee~==00 FMathType 6.0 Equation MathType EFEquation.DSMT49q_1373188650FPwPPwPOle <CompObj=iObjInfo?OlePres000@HEquation Native R/_1373188649"dF@~P@~POle WX  .    & MathType`& `wTimes3 4؟ww w f- 2 .yK4Times" B4؟ww w f- 2 kyK@Symbol3 4؟ww w f- 2 y`;Times" C4؟ww w f- 2 Xe0`Symbol3 4؟ww w f- 2 =y&:AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XX kk ee~==00}.. & "System f !h-D@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XX kk ee~==00}..CompObjXlObjInfoZOlePres000[Equation Native oB FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX Y.    & MathType`&@ 4TimesV M؟ww wZ fS- 2 1y`}TimesV P؟ww wZ fS- 2 0y4TimesV N؟ww wZ fS- 2 ny 2 ii`,TimesV Q؟ww wZ fS- 2 eiY4SymbolV O؟ww wZ fS- 2 =i`5SymbolV R؟ww wZ fS- 2 S=>&MAppsMFCC&&Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii ==00 & "SystemSZ fS !-&w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii ==00 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q_1373188648F0{P0{POle uCompObj vlObjInfoxqX l.    & MathType`& 4Times< ؟ww w\ fS- 2 1y`Timesl )؟ww w\ fS- 2 0.4Times< ؟ww w\ fS-OlePres000!yEquation Native a_1373188647($F P POle  2 n. 2 iii)`BTimesl *؟ww w\ fS- 2 xeY4Symbol< ؟ww w\ fS- 2 =e`5Symboll +؟ww w\ fS- 2 S=@&lAppsMFCCEEDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn xx ii ee ii ==00.. & "SystemS\ fS !-Ew3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn xx ii ee ii ==00.. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX> CompObj#&lObjInfoOlePres000%'fEquation Native 5.   @ & MathType`& 4TimesZ |؟ww wX f- 2 1y4Timesl y؟ww wX f- 2 ny 2 ii`,TimesZ }؟ww wX f- 2 eiY4Symboll z؟ww wX f- 2 =i`5SymbolZ ~؟ww wX f- 2 Si&@AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii & "SystemX f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii FMathType 6.0 Equation MathTy_1373188646*FӑPӑPOle CompObj),iObjInfope EFEquation.DSMT49q .   & MathTypeP&-[6[[[l  oTimes 4؟ww wJf- 2 .y ;Timesf |4؟OlePres000+-Equation Native '_1373188645F0FPPOle ww wJf- 2 aybx 1Symbol 4؟ww wJf- 2 =-&2AppsMFCC  Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   e@aa==yy"-bbxx.. & -"SystemJf !h- L@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   e@aa==yy"-bbxx..CompObj/2iObjInfoOlePres00013Equation Native B FMathType 6.0 Equation MathType EFEquation.DSMT49qX Y.    & MathType`&@ 4Times: 4؟ww whf- 2 1y`}Times \4؟ww whf- 2 0y4Times: 4؟ww whf- 2 ny 2 ii`,Times ]4؟ww whf- 2 eiY4Symbol: 4؟ww whf- 2 =i`5Symbol ^4؟ww whf- 2 S=>&MAppsMFCC&&Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii ==00 & "Systemhf !h-&<@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ee ii ==00 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q_13731886446F𹝏P𹝏POle CompObj58lObjInfoqX l.    & MathType`& 4Times\ ؟ww w. f$- 2 1y`TimesU W؟ww w. f$- 2 0.4Times\ ؟ww w. f$-OlePres00079Equation Native a_1373188643@4<F夏P夏POle  2 n. 2 iiiW`BTimesU X؟ww w. f$- 2 xeY4Symbol\ ؟ww w. f$- 2 =e`5SymbolU Y؟ww w. f$- 2 S=@&lAppsMFCCEEDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn xx ii ee ii ==00.. & "System$. f$ !-Ew3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@      !"%()*+,-./0123456789:;<=?@ABCDGJKLMNOPQRSTUVWXYZ[\]^_`bcdefgjmnopqrstuvwxyz{|}~AHA*_D_E_E_A  S ii==11nn xx ii ee ii ==00.. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q X> CompObj;>lObjInfoOlePres000=?fEquation Native w.    & MathType`&` -+ 4Times ؟ww w@ f- 2 1y`CTimes ؟ww w@ f- 2 ()04Times ؟ww w@ f- 2 ny 2 iiia`Times ؟ww w@ f- 2 xxeZ4Y4Symbol ؟ww w@ f- 2 =y`5Symbol ؟ww w@ f- 2 S-=&AppsMFCC[[Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))ee ii ==00 & -"System@ f !-[w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))ee ii ==00 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q X _1373188642BFPPOle #CompObjAD$lObjInfo&OlePres000CE'Equation Native >_1373188641R:HF̰P̰POle E.    & MathType`&@ -AB 4TimesL 2؟ww w f- 2 11`A Times@ ؟ww w f- 2 0.4TimesL 3؟ww w f- 2 nn 2 iiii`d`BTimes@ ؟ww w f- 2 xexegY4SymbolL 4؟ww w f- 2 ==`5Symbol@ ؟ww w f- 2 S=S=>&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn xxee ii ==xxS ii==11nn ee ii ==00.. & -"System f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn xxee ii ==xxS ii==11nn ee ii ==00.. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qCompObjGJFlObjInfoHOlePres000IKIEquation Native aX .    & MathType`&-+ 4TimesP ؟ww w\ f- 2 1y`CTimesJ ؟ww w\ f-2 ()()0.s4TimesP ؟ww w\ f- 2 ny 2 iiiia`TimesJ ؟ww w\ f-2 xxyabxZDY4SymbolP ؟ww w\ f- 2 =y`5SymbolJ ؟ww w\ f-2 S---=t&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-aa"-bbxx ii ))==00.. & -"System\ f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-aa"-bbxx ii ))==00.._1373188640NFPPOle hCompObjMPiiObjInfok FMathType 6.0 Equation MathType EFEquation.DSMT49qX .     & MathType`&-+>   OlePres000OQlEquation Native _1373188639XLTFPPOle Y4SymbolD F4؟ww wf- 2 =y`5SymbolU Y4؟ww wf-2 S----=4TimesD G4؟ww wf- 2 1y`CTimesU Z4؟ww wf-2 ()(())0.ss4TimesD H4؟ww wf- 2 ny 2 iiiia`TimesU [4؟ww wf-2 xxyybxx.ZT@Z&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-yy"-bb((xx ii "-xx))))==00.. & -"Systemf !h-"¾,@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-yy"-bb((xx ii "-xx))))==00.. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qCompObjSVlObjInfoOlePres000UW Equation Native o+*  .   @& & MathType&&-+>  i5=  P$%!"6% 4Times .؟ww wL fV- 2 1y 2 11> 4# 2 21 2 11wUTimesZ ؟ww wL fV- 2 ()()s`C2 ()()()()) so .sssX t 2 ()&4Times /؟ww wL fV- 2 n)  2 iiia 2 nn> 2 iiiiiiaa 2 nn 2 iiawTimesZ ؟ww wL fV- 2 xxyyZT`2 xxyybxxxxbZTIZZt 2 xxZk4Symbol 0؟ww wL fV- 2 =xY 2 ==> ( 2 ==wGSymbolZ ؟ww wL fV- 2 S--0`52 S--=S--=t 2 S-&zAppsMFCCSSDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-yy))==bbS ii==11nn ((xx ii "-xx))((xx ii "-xx)))) ssoo bb== S ii==11nn ((xx ii "-xx))((yy ii "-yy))S ii==11nn ((xx ii "-xx)) 22 .. & -"SystemL fV !-Sw3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  S ii==11nn ((xx ii "-xx))((yy ii "-yy))==bbS ii==11nn ((xx ii "-xx))((xx ii "-xx)))) ssoo bb== S ii==11nn ((xx ii "-xx))((yy ii "-yy))S ii==11nn ((xx ii "-xx)) 22 .._1373188638ZFÏPÏPOle CompObjY\lObjInfo FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX f.   ` & MathType`&  4TimesI \؟ww w fM- 2 OlePres000[]Equation Native B_1373188637.`FȏPȏPOle 2yz 2 1y`5TimesV ؟ww w fM- 2 2y4TimesI ]؟ww w fM- 2 ny 2 ii`TimesV ؟ww w fM- 2 xi4SymbolI ^؟ww w fM- 2 =i`SymbolV ؟ww w fM- 2 Si&MAppsMFCC&&Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii22 & "SystemM fM !-&w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii22 FMathType 6.0 EquationEquatiCompObj_blObjInfoOlePres000acEquation Native Bon.DSMT4Equation.DSMT49qX f.   ` & MathType`&  4TimesI k؟ww w^ f- 2 2yz 2 1y`5TimesV ؟ww w^ f- 2 2y4TimesI l؟ww w^ f- 2 ny 2 ii`TimesV ؟ww w^ f- 2 xi4SymbolI m؟ww w^ f- 2 =i`SymbolV ؟ww w^ f- 2 Si&MAppsMFCC&&Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii22 & "System^ f !-&w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Ext      !$'()*+,-./0123456789:;<=>?@ABCEFGHIJKLMNORUVWXYZ[\]^_`abcdefghijklmnpqrstuvwxy|ra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii22 FMathType 6.0 Equation MathType EFEquation.DSMT49q_1373801586 fFpϏPpϏPOle CompObjehiObjInfoOlePres000giEquation Native T_1373188635lF`cُP`cُPOle "X T.     & MathType`& z4Times\ *؟ww wJ f- 2 1y`5Times e؟ww wJ f- 2 2y4Times\ +؟ww wJ f- 2 ny 2 ii`Times f؟ww wJ f- 2 xi4Symbol\ ,؟ww wJ f- 2 =i`Symbol g؟ww wJ f- 2 Si&FAppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii & "SystemJ f !-8T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  22S ii==11nn xx ii )) 22 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q#X> k.   ` & MathTypeCompObjkn#lObjInfo%OlePres000mo&fEquation Native D`& -;F `4TimesL z؟ww wI f-2 22222 2 2 1112  `;Times\ :؟ww wI f-2 44()4[()]4[(()].g\s\s s4TimesL {؟ww wI f- 2 nnn:  |2 iiiiii J a`Times\ ;؟ww wI f-2 nxnxnxnxnxx)Z4SymbolL |؟ww wI f- 2 ===;  `Symbol\ <؟ww wI f-2 S-=S-=S-XXk&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  44nnS ii==11nn xx ii22 "-44((nnxx)) 22 ==44nn[[((S ii==11nn xx ii22 ))"-nnxx 22 ]]==44nn[[((S ii==11nn ((xx ii "-xx)) 22 ]].. & -"SystemI f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  44nnS ii==11nn xx ii22 "-44((nnxx)) 22 ==44nn[[((S ii==11nn xx ii22 ))"-nnxx 22 ]]==44nn[[((S ii==11nn ((xx ii "-xx)) 22 ]].._1373188634vjrF@hP@hPOle PCompObjqtQlObjInfoS FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qF'4 F].  # & MathTypeP&`#  4Times^ Ĝ؟ww wf`- 2 OlePres000suTEquation Native o_1373188633xF0P0POle z111K Symbol i؟ww wf`- 2 J  4Times^ Ŝ؟ww wf`- 2 111i 2 11111}nn`;Times j؟ww wf`-.2 MM(IX(XX))(IX(XX))MX(XX)XMssksssMskk 4Symbol^ Ɯ؟ww wf`- 2 ---j `Symbol k؟ww wf`-2 =--=-PM ]&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  MM 11 MM~==((II~"-XX 11 ((XX 11 XX 11 )) ~"-11 ))((II~"-XX((XXXX)) ~"-11 ))~==MM~"-XX 11 ((XX 11 XX 11 )) ~"-11 XX 11 MM & "System`f` !-w3SwDSMT6WinANSITimesSymbo     - &!"#$%(',)*+.5@/0123476>89:;<=?FAXBCDEGHINJKLMOUPQRSTVWY]Z[\^a_`cbdehijklmnopqrstuvwxyz{|}~lWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  MM 11 MM~==((II~"-XX 11 ((XX 11 XX 11 )) ~"-11 ))((II~"-XX((XXXX)) ~"-11 ))~==MM~"-XX 11 ((XX 11 XX 11 )) ~"-11 XX 11 MM FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qt :.  ` & MathTypeCompObjwz{lObjInfo}OlePres000y{~Equation Native "& TimesH ؟ww w f-2  and .X/f4Times^ M؟ww w f- 2 nnK2 n,sn,sf1Rf1J 2 sse TimesH ؟ww w f- 2 ysSymbol^ N؟ww w f- 2 H 2 == 2 HtP 2 = 2 HyVTimesH ؟ww w f- 2 Xy; 2 Xy6 Times^ O؟ww w f- 2 xy&-AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XX ~nn~,,~ss ==XX nn }xx ss [] aanndd yy ~nn~,,~ss ==yy nn yy ss [].. & "System f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  XX ~nn~,,~ss ==XX nn }xx ss [] aanndd yy ~nn~,,~ss ==yy nn yy ss [].. FMathType 6.0 Equation MathType EFEquation.DSMT49q(g o.  % & MathType_1373188632p~F 1P 1POle CompObj}iObjInfoOlePres000 Equation Native a_1373188631F]P]POle &$-. 4Times 4؟ww w~f- 2 1111o. 2 ,," 2 1,aTimesy Y4؟ww w~f- 2 1,@02 ()()()().X^ _T$ 2 1()4Times 4؟ww w~f-2 nsnsnnnnssnnx& 2 snns4Symboly Z4؟ww w~f- 2 ----oj 2 -,+Symbol 4؟ww w~f-2 {@ 2 =-c? 2 T 2 +@Times New Roman؟ww w~f-2 XXXXXXxxXX"u&TTimes New Roman؟ww w~f- 2 xXXx&lAppsMFCCEEDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn,,ss X nn,,ss )) "-11 ==((X nn X nn )) "-11 "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss ((X nn X nn )) "-11 .. & -"System~f !h-E<@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn,,ss X nn,,ss )) "-11 ==((X nn X nn )) "-11 "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss ((X nn X nn )) "-11 .. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qg2 ,.   & MathType&-CompObjlObjInfoOlePres000ZEquation Native C@  4TimesL ؟ww w# f- 2 1y 2 1yaTimesI Μ؟ww w# f- 2 1y@ 2 ()T6 2 1()w 4TimesL ؟ww w# f-2 nnssn&1 2 snns4SymbolI Ϝ؟ww w# f- 2 -)| 2 -)+l SymbolL ؟ww w# f- 2 {? 2 T 2 +@l Times New Roman؟ww w# f-2 XXxxb&TTimes New Roman؟ww w# f- 2 xXXx,&NAppsMFCC''Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss b nn & -"System# f !-'w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X      !"%()*+,-./0123456789:;<=>?@ABCDEFHIJKLMNOPQTWXYZ[\]^_`abcdefghiklmnoruvwxyz{|}~nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss b nn FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q_1373188630FPPOle CompObjlObjInfoX Q.   ` & MathType`&  4Times ؟ww wHf- 2 1y`0TimesN D؟ww wHf- 2 ()4Times ؟ww wHf-OlePres000 Equation Native L_1373188629FPPOle # 2 nn]4SymbolN E؟ww wHf- 2 -nKSymbol ؟ww wHf- 2 n`Times New Roman؟ww wHf- 2 XX&WAppsMFCC00Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn X nn )) "-11 & "SystemHf !-0w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn X nn )) "-11 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q g PCompObj$lObjInfo&OlePres000'Equation Native G.   & MathType&`-,  p4Times^ ؟ww w` fn- 2 11 2 11aTimes ؟ww w` fn- 2 11@ 2 ()()T" 2 1())c 4Times^ ؟ww w` fn-2 nnssnn& 2 snns4Symbol ؟ww w` fn- 2 --h 2 --+X Symbol^ ؟ww w` fn- 2 {@; 2 --? 2 T 2 +@X Times New Roman؟ww w` fn-2 XXxxXX&TTimes New Roman؟ww w` fn- 2 xXXxP&AppsMFCCnnDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss ((X nn X nn )) "-11 & -"System` fn !-nw3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss ((X nn X nn )) "-11 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX Q.   ` & MathType_1373188628|Fo Po POle RCompObjSlObjInfoUOlePres000VEquation Native jL_1373801716F*P*POle p`&  4Times ؟ww w# f- 2 1y`0Times< ؟ww w# f- 2 ()4Times ؟ww w# f- 2 nn]4Symbol< œ؟ww w# f- 2 -nKSymbol ؟ww w# f- 2 n`Times New Roman؟ww w# f- 2 XX&WAppsMFCC00Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn X nn )) "-11 & "System# f !-0w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  ((X nn X nn )) "-11 FMathType 6.0 Equation MathType EFEquation.DSMT49qI ob.    & MathType&@-@   4TiCompObjqiObjInfosOlePres000t Equation Native mesI ؟ww wK f- 2 1y 2 1y 2 1ywoTimes $؟ww wK f- 2 ()` 2 ()t6 2 1()4TimesI ؟ww wK f- 2 snnsw 2 nnss 2 snns`DTimes %؟ww wK f- 2 y)4SymbolI ؟ww wK f- 2 -) 2 -)| 2 -)bSymbol &؟ww wK f- 2 Kl 2 _ 2 t 2 +w8Times New Roman؟ww wK f- 2 xXXx`l Times New Roman؟ww wK f- 2 XXxtTimes New Roman؟ww wK f- 2 xXXxb&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   x ss ((X nn X nn )) "-11 x ss 11++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss yy ss & -"SystemK f !-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   x ss ((X nn X nn )) "-11 x ss 11++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss yy ss "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss b nn FMathType 6.0 Equation MathType EFEquation.DSMT49qx  r.   & MathType_1373801681FPPOle CompObjiObjInfoOlePres000 Equation Native $_1373801751F P POle &@!-HH  <b 4Times ̜؟ww w_ f- 2 1y%} 2 1y9B 2 1yTimes` ؟ww w_ f- 2 () 2 1()+  2 1()M4Times ͜؟ww w_ f- 2 snnsp 2 nnss- 2 snns=Times` ؟ww w_ f- 2 y)<4Symbol Μ؟ww w_ f- 2 -)% 2 -)9 2 -)BSymbol` ؟ww w_ f- 2 @ 2  e 2  2 -@ 2  " 2 e 2 +@ 2  Times New Roman؟ww w_ f- 2 xXXxe Times New Roman؟ww w_ f- 2 XXxώoTimes New Roman؟ww w_ f- 2 xXXxr&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  11"- x ss ((X nn X nn )) "-11 x ss 11++x ss ((X nn X nn )) "-11 x ss []((X nn X nn )) "-11 x ss yy sso & -"System_ f !-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  11"- x ss ((X nn X nn )) "-11 x ss 11++x ss ((X nn X nn )) "-11 x ss []((X nn X nn )) "-11 x ss yy ss "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss b nn FMathType 6.0 Equation MathTyCompObjiObjInfoOlePres000Equation Native  ~pe EFEquation.DSMT49qIgp .   & MathType&@-@  4Times 7؟ww w[ f- 2 1y 2 1yaTimesK      !"#$%&'()*+,-./0123456789:;=>?@ABCDEHKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklnopqrstuvy|}~ ؟ww w[ f- 2 1y@ 2 ()T6 2 1()7w 4Times 8؟ww w[ f- 2 nnss 2 snns@DTimesK ؟ww w[ f- 2 y)4Symbol 9؟ww w[ f- 2 -)| 2 -)+l SymbolK ؟ww w[ f- 2 )? 2 T 2 +@l Times New Roman؟ww w[ f- 2 XXxTTimes New Roman؟ww w[ f- 2 xXXx&3AppsMFCC  Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss yy ss & -"System[ f !-bl@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss yy ss "- 1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss x ss b nn_1373188621Fi*Pi*POle CompObjiObjInfo FMathType 6.0 Equation MathType EFEquation.DSMT49qg E.   & MathType&-@  4Symbol #4؟ww w f- 2 -yOlePres000Equation Native <u_1373188620F1P1POle F| 2 -y+l Symbol 4؟ww w f- 2 x@- 2 -? 2 T 2 +@l Times New Roman؟ww w f-2 XXxxb#TTimes New Roman؟ww w f- 2 xXXx4Times %4؟ww w f- 2 1 2 1aTimes 4؟ww w f- 2 1@ 2 ()().osT6 2 1())w 4Times &4؟ww w f-2 nnsssn~1 2 snns@Times !4؟ww w f- 2 yE&AppsMFCCYYDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss ((yy ss "-x ss b nn )).. & -"System f !h-"Y4@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   1111++x ss ((X nn X nn )) "-11 x ss ((X nn X nn )) "-11 x ss ((yy ss "-x ss b nn )).. FMathType 6.0 EquationEquatiCompObjGlObjInfoIOlePres000JEquation Native m}on.DSMT4Equation.DSMT49qH KI.  `` & MathType&  Symbol[ (؟ww wN f- 2 [ySymbolR (؟ww wN f- 2 ]y; 4Times[ ͜؟ww wN f- 2 112 TimesR ؟ww wN f-2 , and .X2 2 10111}4Times[ Μ؟ww wN f- 2 oyY 2 myTimesR ؟ww wN f- 2 yySymbol[ Ϝ؟ww wN f- 2  2 = 2 ====1=  2  2 = 2 = 2 yTimes New Roman؟ww wN f- 2 y;Times New Roman؟ww wN f- 2 ix001@Times New Roman؟ww wN f-2 XXXXy I&AppsMFCCaaDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  X==ix0110011[]==X 11 ,,011[]==X 11 X 22 [] aanndd y==y oo yy mm [].. & "SystemN f !-aw3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  X==ix0110011[]==X 11 ,,011[]==X 11 X 22 [] aanndd y==y oo yy mm [].._1373188619Fp8Pp8POle wCompObjxiObjInfoz FMathType 6.0 Equation MathType EFEquation.DSMT49q  .  @` & MathType&  84Times 4؟ww w f)- 2 1111k Times OlePres000{Equation Native _1373188618FP7BPP7BPOle  4؟ww w f)- 2 .y 2 1ySymbol 4؟ww w f)- 2 k@ 2 .e 2 - 2 ~S 2  2 Times New Roman؟ww w f)- 2 00@Times New Roman؟ww w f)- 2 XXXXkTimes New Roman؟ww w f)- 2 00&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  X 11 X 11 "-X 11 00011[]X 11 .. & "System) f) !h-ŽL@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  X 11 X 11 "-X 11 00011[]X 11 .. FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX{ .  @  & MathTypeCompObjlObjInfoOlePres000Equation Native 0&-@ ,4Times Ü؟ww wM f- 2 2y24Times8 }؟ww wM f- 2 KyETimes Ĝ؟ww wM f- 2 Ry&$AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 & -"SystemM f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q{8 .  @ & MathType_1373188617F@cIP@cIPOle CompObjlObjInfoOlePres000`Equation Native _1373188616F0NP0NPOle 0&-@ ,4Times] Z؟ww w8f- 2 2y 2 1yETimesM ؟ww w8f- 2 Ry&$AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR 1122 & -"System8f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR 1122 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q444 .   & MathTypeP& ,ˇgAXSYaoX=X)٭njmG šLcp Br.8F3;yٻ5f4\@W%w^e[7>oW1CyX aƂ9D΄v%lmUs;bL͛[h b8HFb#KzҪ+E'V6"H̀3qzeⱜ N<ܓ͑H##eTi01o&Cr^)@Dr,nddEu6iAGtɝ+ |Od07?5@WM˫r\|OÔ3.-3 NҝI:fS/}cDdTJ  C A@?"2cz*ԝsW]@>nX`!cz*ԝsW]@>nX>@  KgxuS;oA;b[A($($ȈY6$#qYJٲ" @ F(JDt4T 7, "-ɉ8mg <E3Zֹ`"TtzMAF o8!À({;eiD&T6I>~P a(.Vuц =x-A^~0_ۛ: >t! aD 6&r@Z0Ha|ð1vo^klٽ-Ȗ:C ȫrwoa75"2-XQÏH)f]21mnVU *fe:OF@*.&msZx`/qcjfDv-)ZƊrn\m+6B*|?w,:蕲Y< X$g9bѬLy+/a˜)yG}f4p-C vѫ!\fit( IOӔ}6"Hht?_)NT'r_Z!btȵ޻/5z펨ӦzI*rj$ܾCֽ J_4SDdJ  C A@?"2zGٱ FOK"'`!zGٱ FOK"'L WxuSkA~3ٍPLĢH$ )>9DaXn}_+:u]υU۪woN%\)~..T.ɝ- nbx ςwF}Xo7zR.QY4 vU4vBS|Qϱ{Ɔ=16uZVRZjGDžkfK&K&y7xLٌbm+fZVg&E|uj賽"k%夾d^`Nu#,eq4]T5rc`$$m*n`Xwq@O]} |DdpTJ  C A@?"21|?ʓ^CZ`!1|?ʓ^C KxuTkQvmg=&z"&܀4g ل$sE/MkEB<.әhvgޛ̛e0s;@s97N{AvB\O|AaA*;u1w>@]Z b7Nﱏ r?ZD&˪hp%[_piڏv-P y~N{<:#u?Q}8O1pp8#xF*,F9흁J!T*vcxLE1q1oUe3YT4VZ4妩%)̒V<}i# p45c>VF}R,&^ڨ?U{А6JڍZhBTVSstj2M_sV$|MCxXkѺ`u E)t3La;K}GL!]X0Cpa8lb(p HҶgIHryQu 8. q)՚1GlfKTa,cz僘= sLeNtgDd8TJ   C A @?"2$PIV \ec`!$PIV \ec v KxuTo@ 4HRg]T*jRD"M퐪ARQ,%N5@% H PV@U[ĀLHw[PZ|{>3T9rEhs^hp6Hھuލw6|yN@ C1 Kg !c Ho\R|g'/\Od"KhsCzu\ۦ J &<]b?RkZl17J~ |D7@{A?(>$dbn Qm/~d(ޏ? z=<0-m[ڃZzի(aX)#AHc!j˞[ef_drtUrgE^vtb "sN@!Z%;JۓT3]o25o2]Ŋ>/ֈ$_jZ+e#N&WSDp3ngHT"N/κd$2NjbΕqZ4L[>ɈQ/KI`Pr6l>L#GU78MD -%w@@+<}??c޿_x;CUQØqi9Ǿ}pi6%.6DdTJ   C A @?" 2,odߤŒ{ Moe`!odߤŒ{ Mo> `KxuTOQv[ii,$@A0 K[C qֺ&tK(H z`'/x2z2Ƌ'#ł{[T`_y3of73QHZD2%1|1bl{C츻mG/hww3y(G1wB(~ K~6(V .7}C'_s>AudS;MumQXH(e0]`}X^(?w^8~NH slX;7~ a;eoI@7Ko+u@X\O|s&;0R-ȗBt[ϢDނ/(8bޤ(B]ӝ'/3V$|%> XX%k:c'"X)k ;iq˓d6eO 8%$IDW3j\~4B#"r$\^>Ht0*īAb?S?uWw 0/ zYlV;u#]V-/E":=fo;+EWs܂ TDd0TJ   C A @?" 26XͶ`0ʩ/#`! XͶ`0ʩ KxTMhQvM4Ik[AEcS[on~SOIL׺lJSizR,Jx< ţHPD<xE iS8{;3yfFDkN$yFEAOnw_f ?DAe Qrsqy] .c: 7rn6Y?_|@q g͒Qp!HET&(gu›x#zHZxwU򧼉z]ޅA9ҕSξ:[l{WtB-;+չxG=2+u+jb>LBY @y8$h~ H\_ɇeҧH~)b :0">Lx`@I t..!0LxaX@rm{MDڗPw$6TPbX:.ZA sÍ鳺&ikYV]abm<$Fh [Tu"͐sGc$Dd TJ   C A @?" 2~i;z!p&Z*`!Ri;z!p&  K xTMhQv7im~Z v[Pjc+HIsH)nDZivٔݓ`kDM7ODJAAE^E4gvo߼yof7f48߁HrW*[a&P9/FS)QNKdktD>0#a1|E$/X@P8 Det.F!ś}G@\6\.M08CjKւ+Y`K %ۈl]?^zD FBڝTԡngͶ8M-v3wǡ[N+ju4ꘟMl61OB#8pF2453UyT:H㣞z,U-K|[`pQ@Ckc/DdTJ  C A@?"2%73KuRВZ4`!%73KuRВ` KxuTkQvS&Av+C-66- zQA I$E/APH'*^"P0Dy3oov& :9ch4rtK츧 m^,4?0Νbi!iOFDkܪ !+H8IGWx%%PуJarѢmqx1x gE /%C!m \~4ړޕ7-u+ K`1I{GszC K6Yvͼfg6-] h4uKxՅs/,QCtG Jnwg"t%-mEBhfH:Ƀ3N)hѨm:{/Wڊ{;M!anHAn${a[bb+28Q7=o\yFקռ1)#Swsa +Pbtr;/=cr/덚^,S??<xX^<4CUnΣliy*66MEY/*9>/WO2LuMAkLr3-JmTӍ;zI.l'zń/*^Uy:>7d.+^R {H>QZ.XIH_PZ*I](eJYj$|(hx!MDE$!)G%M!m`q RdO@{W2$z;|׶s (p_r]D٧wܰyu湦0O,ƙ9Μ_DsDd4TJ  C A? "2 ; Yma)zeW;`! ; Yma)ze  pXJwxڕTkAovM4ƃ )ZIhKmm) qmMH"IEēЋH^ɋVf6&%b77R0><4b!kю˺|LeK|ֲͲ  ~ eGaM_l-G<YhVi~Pqf?O4Uuyf\y:M| 0#@fhOs}{T!|JVJ/'{^0;n_(8ҎY ,-ydfZU=ov<. yz:{ekK"=nER'#)sU+(03UKnU,.u #kbΆΪFu`j2J^2N2&O>s8yPK+L NKH.zg6m$?C⌌&U*P!11sI$=z.kq> QBl!Ѐ:KNb=7˃EהN@!sq{)5iYEr)xX ݑLDd;TJ  C A@?"2PgY$˜02>`!PgY$˜02>` .2KxUKhSA3$WZPb# х5`LRLb-I}-M Bĕ* wu#(DԝF-Xڸr9sw̽Il9#H%lcUTnw SƇ5$TWX`{̪ (CWhD;\'P%Ҳ}l7j,ہʉ!'T?ARقh046|wc0ꏱ6ש&nr`!(We>#^;n1si8`sdM`2ZqcOi&o N-&#pX`X=gix)f3F* c=[T&W+ҬV|i>[|aYyivO.[ueS|YijTӲF;뗁9q[,)x'1n2^ NO HPA)U"HJU+NxֽwZ>keSƈĢ-2+Ŝxtx8~ cpcr 5ާkFCm3`c`5ۻv<юxxmfxE؟J}Zgk ѵCÖDX=242w-ёeu-μ}0^q; ]m";FU%ߐhe[+ڐhNu^0Ƌ@O8u5*% \'jsI+W"QAҭˁ8A2BW*ճ><;q\/ȿ [  $QRI, EE.R+TK"%"f ңǓW;䗆/l`afy`xJ xzTWV }+ ɋO~cDdD@J  C A@?"2S%A:[cC`!SS%A:#p:7 !xTMLQymIЃh`4-q154EY&m+.ЖP rPN r2&H8x;1z7MxzRv-xe{3ofvf¨ ;MVSxĔyˀw/ȥ ASB O6Q4'6 #kScDd+$9ԉ_>O _)L"m/gEZh4 ކ1WDX: [iwZ# pC%46]WĆm3oo^YcRwO۫-lc FUᑯ*x ﷈p(Y|>i7WSKs72KYt [__Q6*~$M_ Vqi#Q\qb dm3^cV6X|f.& >J]eUӡt< v=szx6 Q N?)rv[ɔ&XDެ̆ƕyK]UJU\(unDO5g\g'/y)%LiC1K.Ѿ8FGBy *^~"P.Sf.Df[A((ihiT2`ٸ@zo$:DDd J  C A@?"2ANq<%A,/dG`!zANq<%A,/dt`HxTMhA~3cmIR@-v+衤)Lh4 d[ͦt#P-"GOă޼zӋ'i{)mf7iH̼y37o8.0QVU5^EkWW.hR0U qjqK.=ɴQfk.*t7N܉lNqkoed42Oq>*"vY2/ O5~JG2"X!66KWR% 1cE抦-:˟/qo2;Wؠg|F)X19U'auW &p0BX: ~t@z+C` )+ȦRܛK&S BpW; U]8Thc Jh8z: D{~sqM`z <0sTUuxDa2Zo?# & d)i$Bw>;7nجJqseV ̳I}K}(woNre?5Dd J  C A@?"28MY_EK`! MY_E%\90xVAl[Ev\&*Fm41D1UbGRj8$\JcnZ*QSS.p@XsDx;ve c;;fgfg}DftGȇ& pI`ڑ~Fa ti\~e" vLmm&RD"x$̠yP*= ny1һ;Vg$W-c?Fg-|i  JjyS1nȤd;rgs {87ǭ[ O]Kv=0)_!1Kvz'~P(<:<j s77ۯ[_?mp-c̪sb7ĕ5qO\wfglb{-z?2nm>ζ;<ؑ"hEz\rx=;_p_ &/l^I3''e'}]}ivJn^5ЙM OsR"wo_q㼹)6c-ު͗=S۟AMǝm)8T OG|P;bmO^bg4[gAd8W8Ts*`Opj,WXղMQޮT3SQn|܉])gjY(?vab-s81bLcb 2p`v}l YL>:p54O ֳͣœugd'!J-NM!+$! g916VGi4`).ȏQE/j)&yOcјg8i\'AR@Ew&4r^PzM."v@=4z^[s4"q cAIJb|ΗߓodV @܊d+/QW\ߙ|]LDd J  C A@?"28M - YP`!8M - Y2H@0PxUMLSA HDTH35UJA!Bl5ؤ<C&$h1%1Jx& oD/FECi^LܼٝfTE(D* BsᕂE3NQoy%s'I yk3דsS#{D7!]rn} hRŧЌ\+wE)@ڨ*FvKܩ>y޹=I $3%gup ߵ GL#=m.-O'uy\Yq)Ʀn[aY["GTm,+'r[ VX̓1 ;FI}$F C%R6pZWCv:nv͖+d)S9:"ƶUMfmN~ϛTIqnnܜW^R[:ڤR-s޶eS68~i˓i~.S\n9UEpaox>s x>dlj :u۫q=h:%՛LvcC *vLM6ۓ62cɫpzOޘhLzd/73>ط{:6/b_A(.2ܓܗoM͑nzS}y~b~@y Զ BxX SE)/HnU!|*`P od yB-)I,3ՅEBBMv pL=0D0!L+y]M>)/4VU!SM9cF =#C|ΣuZIK oEuDd[TJ  C A@?"2+ D> ATT`!+ D> AT` xRKxuSoQy-6@#PA!i/J  rjRc<&h<c?GC/'qfw2fޛ,tUBK :``ٖciWxhw/۹N](@б0ӾOZ*|&ƚhCb>I% Gsޤ |zl']veE4nkccpwi;>=6c|LJ=0xq]dj: 8(8b8ק)۩ިUKb:ʈx" 8Ljz:ƈ8 cL[뭦zV-S=1^mU;s z!,S9xfyPnQZijkeCKgW!ؽޖRY)6˥X)nPk\ڝFYoig]@@NVH13?hﻜ2N~اyiv-En&ɥ-?Ej1$:镨xVB32 \Y%8a= :n.o!,q<V !?Br *g3춦JbX;lҫ34 t>B{ʘbZxrDdJ  C A@?"2RgO a mfkX`!RgO a mf$0vxUMhSA}K$I?h,XT"Ńi9T 1g VAPTrj/ xԛx7]~ "R/FYAh>RȒ˶4(ֻcA  I SFK3gsS[vG7fX&"Mj$=.XZR#KGTL7SܮrЂ$E BxHs7mXif'DJ]\uFoq$慇W;c*#(N>IԔ5z dbeVě,c }ùkUaUn.mU)g&O?3yvbL3YNME|l:3]YغedaxG:[ٯ[6C^NS}w}[}aR$Hx` TpqO:؄B!e>ùckj{prrR+t4Є䇇DA6hHڅ8aQh0t,&ϕqB ƀ Mn. אX?vVOݾVhavnL"D{ss֌1Aϸ-s=87Dp^?i=C+vržM),0Pѳt-3 f'c(.{pkbRJ 22>65Z1d2Jd+c5ycz+ZSY) I&=ѡpgnZWQe*V/nJPvVY KDp9cD።zyRi%_/;Z2IwE+kEƏy~)V<\;& ZVM;IWqhdIyiǍ6-W軵J.u1 ^R !M^ƓPV\duq7{q BzX q"[P8aٜrJ+>8dRzC+CghX'#`},֔1?DdHJ  C A? "2(1P*A* g-@b``!1P*A* g-@ @% 9dxVMhy?4_m>jXhiqR)=:@2),IXע.˲уTػ=,=(>FE<8Ǜ}3~PWD@(VKRqtB" !ꑩƼp bh .UGkH[!T%ԽVĘuo7DW 3@se<́ L˚q?ݦ+\+n_@g} 8Mb6Tְ"L.P@~> VF+VDZw] ;({L,G_[U2y,?srI9>b1׏+!~c mb#uCnE6Y|> +pۭ7sL$svmr涑L{GW{hOwtcx߽G}w 9"cs=N=o?/$MDJ폎ltDyYǪt|V_)wtOTnҪ?d_5=?oLdQqjF5}V߫nדMLQBcbDJ]8& f*?,:CSzu@ ߖK/ӓH|zMD9\ڕ'*ci5$W蹸|6?3!u$ :(HyR(SSAnW4>=ԓC'F`8;9tM luD 0 L @W1ȞřULdȿ@{<3'ӓg9"̢6kU 5nߤ"xN̒WYHDd(J  C A? "2gf1e93aC(e`!;f1e93aZ @(e> xVkU?uv2~u6l ]e Bl6aKpDM lDHŬOI>ԇ >"Km[z|f&IiQJ8s~瞏= D0D`oz\;.dzHGArmTkQ [{*I  &yy0RA-{ )IRRut)G? ȆYq$;ֵ\+ A`/h|W>9c~X3]_+jF<9 z-߇kqDBa.OQ%I_IV^마y1k?J&ů> ]!d!nO<;,څ-;:-*e ׸ wڪAQh ]7d_3l/ڈ0/v)Ga,3&!CIwl|W169n? -w yf&g3|Ӿ@HtGS'?{M9,|#qз֧(7n^Kzy wY7=|(6NA׸C.X 2ϙ]>o,{\\}Ao EgsFDW܇=~U?խ+L[rT*..gK%Y|?ӌ)=]kX>{BX<$`^ a`BVYH@|^xcY?Ich $ @ -xCz B]ұ" (ǩ}կe~m2ZpCnAUޝ**3 Ny٥/ДDd8J  C A@?"2b-JO<9!n`!b-JO<9!E#0xUMhSY>N*bID[ i}@R*M@lQqag9)7vndDbPp#Q~%Fw=s ^!R ÇG YrssӔb=̹>Iƶ0꣉Rs^#NDQ|o@Zdzh}n11Q@3|%4q炌,-7>?1vZh97]!Phqz$/ ^gؖMG k/݈-ܻk/C{qAހc9F`Î.+G=9ʟ2 mIݖ#mˬ}f$jKsə廤,ߙFcAeKl߇rS=h`<뉸YflB=΋"{"랺puq_խGuwc_#ݼ'ST*dgEI9ntFL2ڡVdn~ޘ8 :g\3z8SP>& o8Q:Fb窞;[Z5gx/*w<^. $RH 49ѥ!pZ# eڂToH@R,7ȏ " ؄BR$VLIVtyZR !avp}ؘaf כ#MǿE-OwMISOCw{s(TX5r49"x!mnķ=g x|7jDdJ  C A@?"2F3_%gfaL"Es`!3_%gfaL``@+xUkY>ޙXh֊Ej6v}1jb vuMR.<,i-H *_T|saQSi "mx$ Mf{Ͻ99\; C?l2>HZ͔bk(c!~Qxԏ.j^F>I;i7N~?ڍSP_b иHF/\*~ >`U6 pj c{ +{3 w0.40715|A+u- l(jw,FmGBofo(Rc;PQr1%V2w%e;>}bWC,U㪺ªLmb?wy9@6q2yfX.w kbw#3s3n ]pul@2yRbfas7kkQ`IQי7['Mޡ`]5to9(܋FY^Fխ!(UEg=-Tv"fV(ڴrT}NoTu?qb8Qqs,'HtG  _9Ue <51Q.fCE%3׊Z_ fS~ً 3'sh4 .cyҥ&$JJd{ޯSCF$|* ;)054OfQ-GEs8:OC 0)@2d"1$$2)q,t*yK * -!n 4Byw<.ؼ#`?@\ ȥ+=caҌΰA^$?4MS@\/17CEw{Ӫ=_ @Ҽz\ ~%14 7i}"@7u02zyJ+*д \KͬGq~].DdJ  C A@?"2;; ^3!t)x`!; ^3!t` @0xTMhA~3Id5?ڃZ춠bb"U4! ry^ٵ4[é(?W$\O fc xNQw^`눅ogaǢieK?Y_.>>joz1"7M_?o<M y٥zPjJ&MGk~l{C$;ͦةuy+#cisʹb>Shֻ zxӆ+Ju4̤&֢xY7>a!Δsh6IJ9kV e(H)R뺳7^WulZ{6Ɲ#zDpA::}GfXT` kŠSbOi ;aApq@n|鶿?7MB 0!ʐ&\#^Eڶþ Ǝr22 ef&'劖cwM<7orQcV/DdThJ   C A @?"2^w 9eHvm|`!e^w 9eHv @K|3xuR=oA]ߙltwN@ B@ J_lC"ˑe[s%\( C K(-UG×ygw4O"/[ 8r:*&N|) |iL4)Meox|˔yOD ]mXRq1aQ>B @-8V)?zʬV=ha}9C^}}vor8NY/TE'q}u$C(ͱ+7ẂCr9D,y& 7yA]vǩ5WNstAIP+ׯ- :Vml=ViֽAwo~-K=bTmCV;þU-/DžKn%̛ e 1ӥjt>7,3׸46p?@]iňX@ b0:fT if픨g)Ke(iS8b,:oXl- 6"b2\]z Dd,hJ ! C A!@?" 2mܿ+"-6bn%{b!^1`!Vmܿ+"-6bn%{b!8@|$xuRoP61ʏ$P.CompObjlObjInfoOlePres000\Equation Native 4Timesb ؟ww w8f- 2 2y4TimesN ؟ww w8f- 2 Ky`ETimesb ؟ww w8f- 2 Ry&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22 & "System8f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22_1373188615Fv\Pv\POle CompObjlObjInfo FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q4 v.   & MathTypeP& ,4Timesc %؟ww w[ f- 2 OlePres000Equation Native _1373188614FePePOle 2y 2 1y`ETimes ۜ؟ww w[ f- 2 Ry&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 & "System[ f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 FMathType 6.0 EquationEquatiCompObjlObjInfoOlePres000\Equation Native on.DSMT4Equation.DSMT49q444 .   & MathTypeP& ,4Timesd ؟ww wc fB- 2 2y4Times` ؟ww wc fB- 2 Ky`E     !"%()*+,-./0124567:=>?@ABCDEFGHIJLMNORUVWXYZ[\]^_`acdefilmnopqrstuvwxz{|}Timesd ؟ww wc fB- 2 Ry&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22 & "SystemBc fB !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22 FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q_1373188613FmPoPOle  CompObjlObjInfo4 v.   & MathTypeP& ,4Timese '؟ww w] f- 2 2y 2 1y`ETimes[ &؟ww w] f- 2 Ry&AppsMFCCDesign Science, Inc.OlePres000Equation Native _1373801874FxPxPOle #DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 & "System] f !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 FMathType 6.0 Equation MathType EFEquation.DSMT49qa MCompObj$iObjInfo&OlePres000'Equation Native 3.  @ & MathTypeP&-JGJ  KTimes[ 5؟ww w8f- 2 yy&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  yy & -"System8f !-d@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  yy)) 22 .._1373188611F*P*POle 8CompObj9lObjInfo; FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qX{ .  @  & MathType0&-@ ,4TiOlePres000<Equation Native K_1373801873FljPljPOle Pmes] ؟ww wN fZ- 2 2y24Times8 ؟ww wN fZ- 2 KyETimes] ؟ww wN fZ- 2 Ry&$AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 & -"SystemN fZ !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 FMathType 6.0 Equation MathType EFEquation.DSMT49q444 .   & MathTypeP& ,4Timese P؟ww w8f"- 2 CompObjQiObjInfoSOlePres000T\Equation Native b2y4Times` ؟ww w8f"- 2 Ky`ETimese Q؟ww w8f"- 2 Ry&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22 & "System"8f" !-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR KK22 ))_1373188609F=P=POle gCompObjhlObjInfoj FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49q{8 .  @ & MathType0&-@ ,4Timesk ؟ww wh f"- 2 2yOlePres000k`Equation Native y_1373801872FpڜPpڜPOle ~ 2 1yETimesl ؟ww wh f"- 2 Ry&$AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR 1122 & -"Systemh f" !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR 1122 FMathType 6.0 Equation MathTyCompObjiObjInfoOlePres000Equation Native pe EFEquation.DSMT49q4 v.   & MathTypeP& ,4Times[ k؟ww wk f-- 2 2y 2 1y`ETimesi ؟ww wk f-- 2 Ry&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 & "System-k f- !-l@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  RR 1122 )).. FMathType 6.0 Equation MathType EFEquation.DSMT49q_1373188607 FPPPPPPOle CompObjiObjInfoOlePres000pEquation Native H_1373188606F@|P@|POle `{H $.  @ & MathType0&-@@ ,4Times 4؟ww w fP- 2 22 2 1224Times 4؟ww w fP- 2 K2ETimes 4؟ww w fP- 2 RR7Symbol 4؟ww w fP- 2 -R&SAppsMFCC,,Design Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 "- RR 1122 & -"System fP !h-,@SDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A   RR KK22 "- RR 1122 FMathType 6.0 Equation MathType EFEquation.DSMT49q44 .   & MathTypeP& 4Times 4؟ww w f- 2 CompObj iObjInfoOlePres000  \Equation Native 2y4Times 24؟ww w f- 2 Ky`5Times 4؟ww w f- 2 by&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22 & "System f !h-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22_1373188605F0P0POle CompObj iObjInfo FMathType 6.0 Equation MathType EFEquation.DSMT49q:  &WordMicrosoft Word  l"SystemE f &d|-@Times New Roman؟ww wE f- l&sOlePres000:Equation Native _1373188604F cP cPOle .  --lr  --'&' 2 rl --T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22 FMathType 6.0 Equation MathType EFEquation.DSMT49q44 .   & MathTypeP& CompObjiObjInfoOlePres000\Equation Native 4Times 4؟ww w f- 2 2y4Times 24؟ww w f- 2 Ky`5Times 4؟ww w f- 2 by&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22 & "System f !h-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22_1373188603$FPPOle CompObjiObjInfo FMathType 6.0 Equation MathType EFEquation.DSMT49q:  &WordMicrosoft Word  l"SystemfO &d|- @Times New Roman؟ww wOlePres000:Equation Native _1373188602 FJŐPǐPOle fO-l&s.  --lr  --'&' 2 rl --T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@      !"#$%&'(*+,/23456789:;<>?@BCDEFGHJKLMNOQAHA*_D_E_E_A  bb KK22 FMathType 6.0 Equation MathType EFEquation.DSMT49q44 .   & MathTypeCompObj"iObjInfoOlePres000!#\Equation Native P& 4Times 4؟ww w f- 2 2y4Times 24؟ww w f- 2 Ky`5Times 4؟ww w f- 2 by&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22 & "System f !h-T@S DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  bb KK22 FMathType 6.0 Equation MathType EFEquation.DSMT49qa M.  @ & MathType0&s-_1373188601*&FΐPΐPOle CompObj%(iObjInfoOlePres000')Equation Native )_1373188600,F֐P֐POle -JJJ  KTimes /4؟ww wl f- 2 xy&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  xx & -"Systeml f !h-L@SDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  xx FMathType 6.0 EquationEquation.DSMT4Equation.DSMT49qCompObj+..lObjInfo0OlePres000-/1Equation Native =a M.  @ & MathTypeP&-JGJ  KTimesq ؟ww wn fU- 2 yy&AppsMFCCDesign Science, Inc.DSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  yy & -"Systemn fU !-w3SwDSMT6WinANSITimesSymbolWinAllBasicCodePagesCourier NewTimes New RomanMT Extra!ED/APG_APAPA5%B_AC_AE*_HA@AHA*_D_E_E_A  yyOh+'0 $0 L X d p|Solutions ManualdoluPreferred Customerrefref Normal.dotu Om Singhtu10SMicrosoft Word 9.0@L@`uJ@(?Q'@~P D     !"#$%&'()*+,-./0123456789:;<=>?@ABCbUGB,L8Q21T,*?#ee, =PNyᄏݽ|wHĒđL& 3S_F(.Hd`]NeI'5*Lg &D9؇@|3O8N+Z^?hV: Jq/{ƶ?N ) z2yʲ5^5kQ.{5k_ʚ݈.E ([Ѫ t!sխV?3 P&$"V04OYN:G^LW!V;3SgrtB&q Ψ?D\qB4_3xov== Dd@@J " C A"@?"!2m] X̫mYJJaIQ`!A] X̫mYJJa4  xuRAkQ6&`[[J[!xt<۸օd/%AEE$?W^<'Klcgyo曝 Z ^ "I/N my,#T,+&3MRA߮Cx*]vrJ.=}(}zu4.^ujeKLZ2,ϸ{;XEnd[κWJ ?EH,/0A SJ=S]D啩9d{wXtJyEˍQ<:t3WJ$_5ADd,@J # C A#@?""2`C]+ 6Н6k<\`!4C]+ 6Н6k xuRoPX`g]2TmQ"`u *#10טb)q8<1T,Aba@GPF$X !U=- "I/ 92!}e 4I(úRFMo Us 3"!kIFZ~k`y A ԕ_͏gi,*4*%D^PXop({3/5T N$p7oٶ>F{aTT*6fѩ;addswNdݡe7AyL{VYÓτ3 Dd@@J $ C A$@?"#2k3DžQB~5GZ`!?3DžQB~54   xuRϋPV $zpY=,+lVw)]JSݸڴ4/⥂AEGxx߼V]If|OJIzA0)PHlЖ8$io-gNA+D *.˄ 3"6ECs-q5L"/ys#,f+1}=oRo?lǸ/g*BPRkjϓk b8j8DpG9пu2-8đh&S/g0]WP[%Ã:au {'lQVP.[꭛Dg퐕OҼwߝtvv~h`V? Tc#2]}4ՕriqwV.3JoWI2 ?joml9~ů8. X^`+IM.WkyZC0R^;ĤS{/_x3WJׇ_5ԎDd,@J % C A%@?"$2`3--1%`&c<c`!43--1%`&c xuRoPX`g]$TE1C(Ā1KŁCXQ!?&fB"|gGH{ﻻww=A D'H+b)B#CBf s_Yd>M$ʰK:iǏ:0 jQu=C0#2`@QʽdtR~Uq藼 |0Mk>1 5͟=5P]ł4k8}s&Ew4u}qoo'ye~ k87m[P k#ÝtauUs+SQPpD'nnQ3P)IGz ?Aw@Pd`dnXYc=UftG>&t|iљ6XoyVSER: m+f:<7?DZgeBB00 ` RyަvڭQUvT8eh>eֻݡE7AxD/VYτJj"Dd@J ) C A)? "%2Z%`:F0|-6]`a`!XZ%`:F0|-6] &x}Ro@~ĉd'ԢT`0:PGbtCjRKA%Q1DHL @`ޝE}# 3#C!Yx9^;bBkYhZhB9^SF9c{pL9$\d„";-(ϕYrz/*_l#NG#0Z^ h=m|,Ç_'h=CUF(a½ỳ݂IC9a* E3Ɯ9eu~ǽ2Ln.=|sށR&yIIAI5w.?Z#v‰c$7ZzxԦȭ,קf3-l~YFjBt'Z!M2Gv4{>&`;5TH1#ACʉDY +̫,_V"|&B.сDI~EQE.ƢI4 zu; nBqg<8)ioH/*70DdThJ & C A&@?"&2+I[?T^wk;pn`!f+I[?T^wk;p @K|4xuRkQHi[QV *M-!!d !k]/^KA/WxȟћzQ4~vQZ#of}3-ŦHKǖf /!/)sҒ X)JR9|P]+ 34)=<MXRq 1aI>B@'-0i?UzƬq}wW_2gl>$ 5pʲ$E?n|qnGsKh}<7Ǟ(RX\8wt吇rSɳ䙜vo~ǻNrZmkVN^pD]qN1gܹkv{{|oۭ6wh3=x#Xc4djU|44pٮԭ]|xʦZp!l4ҩ<_b &ʓx!{Qh٩X:CW153mF5%0CmD%$KY4X-CiOjFF3KӜ gErs"3SEd\]z],kDd@J * C A*? "'2tqobwIFP`!HqobwIF xڕSkQy6IԃŶbP=ݬ xܦqmMF= z/^'Hz]OyoW >vx߼y3[i308R$ 1AȢ(ho'g3Ͻ vfKJX@,D<dI?'tFG01ͣ1n X;.f$[N\QF5_H4g26EƱp>uU)e|6'?/qQ:qLm nׯ<2 KYMΪ5!NJ'Z;KLr;jm5|it:7]g@pXu rrG^^9,m0>y·Tr8ܲ eUoC3\á8yHm]͐A-jRO$ uXFʯjP`P_H7IQ"L S(˒} | s/0>}IX~[Dd,hJ ' C A'@?"(2Gq'[ŗ`!SGq'8@|!xuRoPmb;-HB RHqC;H _B&%0P! (+SfA92p{ݝ@8D&$p($d2QhS\2@tY"z*K:U~}nQnD0!2`92ڄH KZ طoIя!aQ%Wkԃ8}xu Dz kq i\HQ]Xةp({3/gt}%&:ClD ˫ʽRIO0Xn3;M47))(,]AuwL w~mőVk fȯz{ LO߷v!,تu^LRiί8M e MѝZ4j7m#d7 '⟝( p+l9ŧF5l']&ʀ_0Oy&Z;,PJ)e3xfͩ;$&B}:sX~/џoDd@J + C A+? ")2p7?r(9fL`!D7?r(9f^@C x}RkA6Mԃv+(ԕmm)! xi\ۅ&d#iN^K<ړދH ]t{Rof:|o޼_yO>DSDb2(d҅ݢK Xdt=Bf>@EL ,~(ބDVbmkqpzqm_} x%0ʺA^2c4|CuCOy>woA;> olpIJ0Bf/沬c? ]|P (xF^^56!+;gm6#iv{;B]iHuys잱eXRFՎFik,,/F[V%SVS`` F0R7w|Zi@~V*y\p5.dE.Je9(G_,7aԄHgAM:s] PBZ.ͪ{D^AkDd hJ ( C A(@?"*2) qW`!) qWH@|oxuSKoQ>΀-`xH4Nuє*[!4H$cK+AVj upޕ;}cǍ&w.c+5̝{^~i$NɃ%p9!GҭK_@PC R2N״nQ^&0" AuC-3~bcIVGo8/_Q\q]:9әycZsU 2s XBf!| V?GӛW,xc ?L.ӑ-2<&|Ϧ#KTHc E+h4ŐH94 JW{Ш!QE $J^Xf;s/ە/Wz^66zLU[ { kZ]++D㡝-maoU[Ʀ݅1oRz`tZ%t|ieP~~ B"s )g&:LR1YL9Y@ʄ!RsgU>0}tȏiJs=LJEd1:}/FܑYn[ήOwɌ)}>q({nv~b5" q^xwE w_V Dd @J / C A/@?".2mIE38 "{dII=`!AIE38 "{dI4 xuRkQ6&I춠b+ֳM%7qĵ]H6!9)x/Q;Hx̽z߼-}~3|=ADA$Jä@@!!gB\JIw5cPj`1Du*& 3<  kIF"/ ^/Gp>okWi<@Kao?TB8A|9R'=wV/_[s'w0A 8D>< -#V`'4V-V)-(.; lQ!}0ɂ:nNEA]݇Jblv Zì<=(=P[8ovg JokWi<@Kao?TB8A|9R'=wV/_[s'w0A 8D>< -#V`'4V-V)-(.; lQ!}0ɂ:nNEA]݇Jblv Zì<=(=P[8ovg JokWi<@Kao?TB8A|9R'=wV/_[s'w0A 8D>< -#V`'4V-V)-(.; lQ!}0ɂ:nNEA]݇Jblv Zì<=(=P[8ovg JokWi<@Kao?TB8A|9R'=wV/_[s'w0A 8D>< -#V`'4V-V)-(.; lQ!}0ɂ:nNEA]݇Jblv Zì<=(=P[8ovg JokWi<@Kao?TB8A|9R'=wV/_[s'w0A 8D>< -#V`'4V-V)-(.; lQ!}0ɂ:nNEA]݇Jblv Zì<=(=P[8ovg J.U="gհH[rt`!.U="gհH[r@hRxERn@ĦM"NBEC-Bs]'p$IRDqPS .ʇp(q{i%›u$F^ϛڙ7+h2} 6K  957\Uh&߉mQEtߴFA<:nO-B9 #ϰ]"e}hRe,]WpOܵ Iv; je:};=r݋q洨#gq&3]L Yǫ(uNҎz 2F# [D+;1R8wnw'Β?T :;L=PcDce䔃ۜ1\Z[m^+zQ4v" ͚z4 -o=jD͜?Ϫ YHPe+x?=EVt_\Lækz~%p7f##bQNW}q֝pDd J 5 C A1@?"42@Ʋ<#%|v{ KP`!Ʋ<#%|v{ K@hxERn@ĦM-N Nh r b)qBC/K$ !5Bfvf Z%JFBsť%&4gəkn6Y&bT_ D9GHkodsa-ú|@{5~iʕb ?_8Z$UUkV'_<$/;ݩYIրb 8A 8^MǙuSuM n!4QعG$\cс[ANi7 MTWinEqns  i8@8 NormalOJQJ_HmH sH tH ::  Heading 1$$@&a$CJaJ>>  Heading 2$@&5>*CJ\aJ44  Heading 3$@&CJaJHH  Heading 4$ d@&5CJ\aJ::  Heading 5 <@&CJaJ@@  Heading 6 <@&6CJ]aJ>@>  Heading 7 <@& OJQJ^JDD  Heading 8 <@&6OJQJ]^JR R  Heading 9 <@& 56CJOJQJ\]^JaJ<A@< Default Paragraph FontJOJ Heading 1 Char5CJ KH OJ QJ \^J aJ LOL Heading 2 Char 56CJOJ QJ \]^J aJFOF Heading 3 Char5CJOJ QJ \^J aJFO!F Heading 4 Char5CJOJQJ\^JaJLO1L Heading 5 Char 56CJOJQJ\]^JaJ>OA> Heading 6 Char5OJQJ\^J@OQ@ Heading 7 CharCJOJQJ^JaJFOaF Heading 8 Char6CJOJQJ]^JaJ8Oq8 Heading 9 Char OJ QJ ^J :U@:  Hyperlink>*B*OJQJ^Jph4Z@4  Plain Text OJQJ^JBOB Plain Text CharCJOJQJ^JaJ0O0 Document 8 OJQJ^JDOD Document 4 56CJOJQJ\]^JaJ0O0 Document 6 OJQJ^J0O0 Document 5 OJQJ^JDOD Document 2 CJOJ QJ ^J aJmH sH tH0O0 Document 7 OJQJ^J2O2 Bibliogrphy OJQJ^J2O!2 Right Par 1 OJQJ^J2O12 Right Par 2 OJQJ^JDOAD Document 3 CJOJ QJ ^J aJmH sH tH2OQ2 Right Par 3 OJQJ^J2Oa2 Right Par 4 OJQJ^J2Oq2 Right Par 5 OJQJ^J2O2 Right Par 6 OJQJ^J2O2 Right Par 7 OJQJ^J2O2 Right Par 8 OJQJ^Jpp Document 1&+$$ 0*$1$5$7$8$9DH$$CJOJ QJ ^J _HaJmH sH tH ,O, Doc Init OJQJ^JBOB Tech Init CJOJ QJ ^J aJmH sH tH2O2 Technical 5 OJQJ^J2O2 Technical 6 OJQJ^JFOF Technical 2 CJOJ QJ ^J aJmH sH tHFOF Technical 3 CJOJ QJ ^J aJmH sH tH2O!2 Technical 4 OJQJ^JFO1F Technical 1 CJOJ QJ ^J aJmH sH tH2OA2 Technical 7 OJQJ^J2OQ2 Technical 8 OJQJ^J2Oa2 _Equation Caption0@r0 Header 7 !^J:O: Header CharCJOJQJ^JaJ2)@2  Page Number OJQJ^J0 @0 Footer : !^J:O: Footer CharCJOJQJ^JaJNN chaptitle<$,,a$5CJ$OJQJ\^JaJ$D1D H2=d@&]56OJ QJ \]^J lOl Problem_list1+>$$ w<@&^w`CJOJQJ^JaJ>O> MCQ_List1? >^`>&& ADC_A @  acd_AA,", ACD_Q B 6]626 ANSC ^`(1B( ANS_TextDZOZ awTB_00_chTitleE$@&5CJ$OJQJ\^JaJ$hObh awTB_01_questionHeadF$$h@&5CJOJ QJ \^J aJ~~ awTB_02_question7G$$ & F h<@&^`CJOJQJ^JaJrr awTB_03_distractor'H$$ 0(@&^`0CJOJQJ^JaJ^^ awTB_03_distractor_LastI$ ^`RR awTB_figJ$$(@&^CJOJQJ^JaJ^^ awTB_figCapK$$((@&^6CJOJQJ]^JaJ@@  Balloon TextLCJOJ QJ ^J aJFOF Balloon Text CharCJOJQJ^JaJDD BLN   ^ `CJOJQJ^JaJXOX MCQ_List2O$$9(@&^9`CJOJQJ^JaJ blP88 BL2 Q  <^`" BLFRxB2  Body TextQS$ 8`0p@ P !$xx*$1$a$@CJ^JaJ@OA@ Body Text CharCJOJQJ^JaJDPRD  Body Text 2U$^a$ CJ^JaJDOaD Body Text 2 CharCJOJQJ^JaJvRvBody Text Indent 2W$h^h`a$'@CJOJQJ^JaJmHnHtHuROR Body Text Indent 2 CharCJOJQJ^JaJTST Body Text Indent 3Y80^8`0 CJ^JaJROR Body Text Indent 3 CharCJOJQJ^JaJ66 CO[Bx^`B5\** CO1\@^@`"" CO2 ]`F'@F Comment ReferenceCJOJQJ^JaJ00  Comment Text_^JFOF Comment Text CharCJOJQJ^JaJ88 Comment Subjecta5\>O!> Comment Subject Char5\$2$ DQ_List1cHOAHL EmailStyle100B*CJOJQJ^JaJphD+RD  Endnote Texte1$CJOJQJ^JaJFOaF Endnote Text CharCJOJQJ^JaJPOP EQg$ d$^ a$CJOJQJ^JaJnHtHZZEQalth$ d$nn^ a$CJOJQJ^JaJmHnHuPOP equationi$$ (#a$CJOJQJ^JaJJV@J FollowedHyperlink>*B* OJQJ^JphD&@D Footnote ReferenceH*OJQJ^JBB  Footnote TextlCJOJQJ^JaJHOH Footnote Text CharCJOJQJ^JaJLLFootnote Text1nOJ QJ ^J mHnHtHu h1o0O0 T1p$CJOJQJ^JaJ&& H3 qx5\RR Heading 11r)5CJOJQJ\^JaJmHnHtHu"2" KT_texts8B8 LB"t  ,(^,`,R, lbu)^)`.Ab. LBFv.x^.`42r4 List 2w^`^J434 List 3x8^8`^JF0F  List Bullety hh^h`^JDD List Paragraph z^ CJ^JaJXX List1!{$ ^`5CJOJQJ\^JaJVV List2%|$ md<^`mCJOJQJ^JaJNN List3}$ ;;P^;`PCJOJQJ^JaJNN List4~$ {^`{CJOJQJ^JaJNN List5$ S^`CJOJQJ^JaJBB list5 ^` OJQJ^J.. List6 `F"F LL !OJQJ^J_HmH sH tH P2P MCA# & F 8^`CJOJQJ^JaJNBN MCQ" hw<^w`CJOJQJ^JaJBRB MCQ_Ans" #P^#`^b^ MCQ_Ans1'$$ Xx@&^`XCJOJQJ^JaJ>ar> MCQ_Ans2P^`5\JJ MCQ_List1_sub 95^5`0O0 MCQ_List1a TT MCQ_List2_ind! p'5^5`5\88 MCQ_List2_ind1  ` JJ MCQ_List2_sub 5^`>> MCQ_List2_Sub '`>> MCQ_List3 5^`66 MCQ_List4-^-`Z Z MTDisplayEquation% 9p$^`JO J MTEquationSection<B*OJQJ^JphB" B NL !OJQJ^J_HmH sH tH Z2 Z NL1$B<^`B$CJOJQJ^J_HaJmH sH tH ZB Z NL2 (^`$CJOJQJ^J_HaJmH sH tH <^R <  Normal (Web) CJ^JaJ>Q b > NL3$(^`CJaJBRBNormal*CJOJQJ^JaJmHnHuR R Note#$$[(@&^`[CJOJQJ^JaJ numbered questions> # hp@ P 0d$^`0$CJOJQJ^J_HaJmH sH tH   PG6 6 problem_list2 `tO t Recto Header$h&dPa$+CJOJQJ^J_HaJmHnHsH tH u0 0 RQ$>^`>^J8A 8 RQ1$ e9^9`F F SubList5# SpV B(^V `BZJZSubtitle$a$/56CJOJQJ\]^JaJmHnHtHu>O > Subtitle CharCJOJ QJ ^J aJJ" J SumList$ 0(^`05\&2 & summary<0B 0 T$d^`a$OR  T2(b ( Tablex5\r  TB: : TF h88^8`^J: : TFQ" B<^`BH>HTitle$a$#CJOJQJ^JaJmHnHtHuBO B Title Char5CJ KHOJ QJ \^J aJ fO f Verso Headerh&dP$CJOJQJ^J_HaJmH sH tH MJL  , [ O1QL b|} < V h > \ "A`9Khz)@Iw / X !\!!"$#R####$U$b$$$E&)))*-*v*}****/+4+}+++ ,D,{,,, -W----3.j...B/}// 0U00001H1111$2[222373n333$4l44475556W666677l77778D8U8m8888999$:;:X:}::::&;7;O;d;;;;;+<c<<<<<<#=F=~===== >6>]>>>>*?+?-?v?{??@ @/@f@@@ ABAyAAA@BBB CSCCC+DsDDDE>EuEEEFQFFF)GdGGGy= R T 1 F H b w y {   (=?G\^l '<>F[]}6KM i~')L"a"c"%%%L:::::::::::::::::::::::::::::::::::::::::::::::::: `gi9@BELN!!!!!8@0(  B S  ?Lvx@BW`IS7 :  z } i m q u w {        @ D F J N R S W ] _ #%BDaelo149;RThjY[%(!$'?BCFOQRVwy  +-.2ik),Vacw|     ! 5 8 A D M P ^ a h k q t !! !!!"!%!4!7!@!C!K!N!g!j!s!v!!!!!!!!!!!!"7"9"G"I""#%%%%:(>(J(T(~(())))********++},,,,..~//11 11112 23344S7V7^7a777777777777777778899$:}:::::::::::;;;;;;;;;;;;=<B<R<U<<<<<<<<#=6=;===D=`=d= > >>>>>'>+>.>0>1>3>!@$@'@,@@@@@BBDDDD E E E'EeGiGHHQISIWIYIZI^I`IcIdIgIhIkIlInIrItIuIyI{I~IIIIIIIIIIIIIJJ JJJJJJJJJJJJJJJJJJJJJJJJJJJJKKLL:<ik; > i m B D ] _ #%BDXZ CO9;RThj+0@ &(JMik cv|  A E h l s!w!!!O$S$g$k$$$%%))-*/*******1+2+4+6+}++1,=,,, -- ....K/Z/U0W000000011H2T222~33W4Y466666677A7l7v7777778(8.899999#:$:::;:W:X:|:}:::::: ;;d;n;;;;;+<5<<<<<<"=#=-=F=P===== >>>>-?/?x?y?{?}?@@ @@@A/A;A+B-BsD|DbEnEEEFF2GAGZIcIIIJJJJJJJJJJJJJJLL3333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333333Om SinghTC:\Documents and Settings\Om_Singh\Desktop\New Folder\M01_GREE_5416_7E_SM_C01-03.doc|]6R}TA~,Zǀ\pwخ4N̬ W)(0,g.Uj N9mg:*@EHH*KHOJQJS*TX\]^Jho(Answer:pp^p`OJQJ^Jo(()  ^ `OJQJ^Jo(()@ @ ^@ `OJQJ^Jo(.  ^ `OJQJ^Jo(.^`OJQJ^Jo(.@x \^`\OJQJ^J()@xh  ^ `OJQJ^J.@x L^`LOJQJ^J.@xh (^(`OJQJ^J.@xh ^`OJQJ^J.@x DL^D`LOJQJ^J.@xh ^`OJQJ^J.@xh  ^ `OJQJ^J.@x  L^ `LOJQJ^J.hOJQJ^Jo(.8^OJQJ^Jo()^OJQJ^Jo(.p ^pOJQJ^Jo()@  ^@ OJQJ^Jo(()x^OJQJ^Jo(()H^OJQJ^Jo(()^OJQJ^Jo(()^OJQJ^Jo(()~}|N9m0,.Uj.Uj:@B@FHJ@nprtUnknownGz Times New Roman5Symbol3& z Arial;Wingdings3Times?5 z Courier New71Courier7&  Verdana7&{ @Calibri7K@CambriaY CG TimesTimes New Roman;" Helvetica5& zaTahoma9New York5Minion[M Font16348Times New Roman[M Font16296Times New Roman#hSF& =qxx0K2Solutions ManualPreferred CustomerOm Singh  FMicrosoft Word Document MSWordDocWord.Document.89q