From d6f488b504cbb19b65492c6118206a05b1b6e6c6 Mon Sep 17 00:00:00 2001 From: Luis Mendo Date: Sat, 6 Feb 2016 00:23:57 +0100 Subject: [PATCH] Various changes (see description) * Expanded functionality of `sort` * Added predefined literals * Expanded funcionality of `)` `Y)` `Z)` to split arrays * Corrected run-length encoding with cell arrays and with empty input * The default number of outputs in `ndgrid` is now the number of inputs * The input to `str2num` is automatically converted to char if it's not char * New `Xv` function to remove blanks * `YG` has been extended with `imshow` and `imwrite` functionality --- doc/MATL_spec.pdf | Bin 472401 -> 475846 bytes doc/function_table.pdf | Bin 72664 -> 72787 bytes funDef.mat | Bin 34826 -> 37080 bytes funDef.txt | 62 +++++++++++++++++++++++++++-------------- genHelp.m | 4 ++- help.mat | Bin 30420 -> 32435 bytes matl_compile.m | 6 ++-- preLit.mat | Bin 3269 -> 3433 bytes preLit.txt | 14 +++++++++- 9 files changed, 61 insertions(+), 25 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difficult. It had to correctly handle an arbitrary number of indices, possibly with partially linear indexing; and end-based indexing X) 2 inf 2 1 1 1 true true true true array = in{1}; reference {} indexing reference \matlab+{ }+ indexing assert(iscell(array), 'MATL:runtime', 'MATL run-time error: a cell array is needed as first input') @@ -176,7 +180,7 @@ X) 2 inf 2 1 1 1 true true true true array = in{1}; reference {} indexing refere end end out = reshape(array(indices{:}),1,[]); -Y) 1 inf 2 1 1 1 true true true true array = in{1}; reference () indexing with final colon reference \matlab+(..., :)+ indexing +Y) 1 inf 2 1 2 1 true true true true array = in{1}; reference ( ) indexing with final colon reference \matlab+(..., :)+ indexing. If $2$ outputs: only one input index can be used. The second output produces the "complementary" array \matlab+y=x; y(ind,:)=[]+, where \matlab+y+ and \matlab+ind+ are the inputs indices = [in(2:end) {':'}]; Ni = numel(indices); sz = size(array); @@ -188,8 +192,9 @@ Y) 1 inf 2 1 1 1 true true true true array = in{1}; reference () indexing with f end end out{1} = array(indices{:}); + if nout>1, y = array; y(indices{:}) = []; out{2} = y; end % Y) is the same as ) except for the `indices = ...` line -Z) 1 inf 2 1 1 1 true true true true array = in{1}; reference () indexing with initial colon reference \matlab+(:, ...)+ indexing +Z) 1 inf 2 1 2 1 true true true true array = in{1}; reference ( ) indexing with initial colon reference \matlab+(:, ...)+ indexing. If $2$ outputs: only one input index can be used. The second output produces the "complementary" array \matlab+y=x; y(:,ind)=[]+, where \matlab+y+ and \matlab+ind+ are the inputs indices = [{':'} in(2:end)]; Ni = numel(indices); sz = size(array); @@ -201,6 +206,7 @@ Z) 1 inf 2 1 1 1 true true true true array = in{1}; reference () indexing with i end end out{1} = array(indices{:}); + if nout>1, y = array; y(indices{:}) = []; out{2} = y; end % Z) is the same as ) except for the `indices = ...` line * 1 inf 2 1 1 1 true true true true y = in{1}; for n=2:numel(in), y = bsxfun(@times, y, in{n}); end; out{1} = y; clear y n; array product (element-wise, singleton expansion) \matlab+.*+ (\matlab+times+), element-wise with singleton expansion X* 2 2 2 1 1 1 true true true true out{1} = kron(in{:}); Kronecker tensor product \matlab+kron+ @@ -210,9 +216,9 @@ Z* 1 inf 2 1 1 1 true true true true n = numel(in); combs = cell(1,n); Cartesian combs = cat(n+1, combs{:}); combs = reshape(combs,[],n); out{1} = combs; clear combs n + 1 inf 2 1 1 1 true true true true y = in{1}; for n=2:numel(in), y = bsxfun(@plus, y, in{n}); end; out{1} = y; clear y n; addition (element-wise, singleton expansion) \matlab|+| (\matlab+plus+), element-wise with singleton expansion -X+ 2 3 2 1 1 1 true true true true out{1} = conv(double(in{1}), double(in{2}), in{3:end}); convolution \matlab+conv+. Converts first two inputs to \matlab+double+. -Y+ 2 4 2 1 1 1 true true true true out{1} = conv2(double(in{1}), double(in{2}), in{3:end}); two-dimensional convolution \matlab+conv2+. Converts first two inputs to \matlab+double+ -Z+ 2 3 2 1 1 1 true true true true out{1} = conv2(double(in{1}), double(in{2}), in{3:end}, 'valid'); two-dimensional convolution; part without zero-padded edges \matlab+conv2(..., 'valid')+. Converts first two inputs to \matlab+double+ +X+ 2 3 2 1 1 1 true true true true out{1} = conv(double(in{1}), double(in{2}), in{3:end}); convolution \matlab+conv+. Converts first two inputs to \matlab+double+. \sa \matl|Y+|, \matl|Z+| +Y+ 2 4 2 1 1 1 true true true true out{1} = conv2(double(in{1}), double(in{2}), in{3:end}); two-dimensional convolution \matlab+conv2+. Converts first two inputs to \matlab+double+. \sa \matl|X+|, \matl|Z+| +Z+ 2 3 2 1 1 1 true true true true out{1} = conv2(double(in{1}), double(in{2}), in{3:end}, 'valid'); two-dimensional convolution; part without zero-padded edges \matlab+conv2(..., 'valid')+. Converts first two inputs to \matlab+double+. \sa \matl|X+|, \matl|Y+| , X, 1 1 1 1 1 1 true true true true out{1} = cos(in{1}); cosine (radians) \matlab+cos+ Y, 1 1 1 1 1 1 true true true true out{1} = sin(in{1}); sine (radians) \matlab+sin+ @@ -329,7 +335,7 @@ Y> 1 3 1 1 1 1 true true true true [out{1}] = cummax(in{:}); cumulative maximum Z> ? X? -Y? +Y? 0 0 0 1 1 1 true true true true x = { 'V=..90+r~/,~6=..90+~0/*p~J69,9~5+~0/~''6%' 'U*w+~=22~Q=*2=1, error('MATL:runtime', 'MATL run-time error: input not allowed'); end; out{1} = char(158-x{mod(in{1}-1,numel(x))+1}); clear x Z? 1 6 3 1 1 1 true true true true out{1} = sparse(in{:}); create sparse matrix \matlab+sparse+ @ X@ @@ -407,10 +413,17 @@ YF 0 1 1 0 0 0 true true true true format(in{:}) set output format \matlab+forma ZF G 0 1 double(numel(CB_G)>1) 0 inf 1+(numel(CB_G)-1)*(numel(in)==0) true true false true if numel(in)==0, out = CB_G(1:nout); else out = CB_G(real(in{1}) + (numel(CB_G)+imag(in{1})).*~real(in{1})); end paste from user-input clipboard G paste from user-input clipboard. With 0 input arguments: addresses all levels. With 1 input argument: addresses level specified by the input XG 1 inf 1 0 0 0 true true true true plot(in{:}); drawnow plot \matlab+plot+. Calls \matlab+drawnow+ to update figure immediately -YG 2 inf 2 0 0 0 true true true true if isnumeric(in{end})&&numel(in{end})~=1, imagesc(in{:}); display image \matlab+imagesc+ or \matlab+image+. If last input is a scalar that evaluates to \matlab+true+ / \matlab+false+: \matlab+imagesc+ / \matlab+image+ is respectively called with remaining inputs. If last input is not a scalar: \matlab+imagesc+ is called with all inputs. Afterwards, in all cases, this sets \matlab+axis ij, axis image+ and calls \matlab+drawnow+ to update figure immediately - elseif in{end}, imagesc(in{1:end-1}); - else image(in{1:end-1}); end - axis ij, axis image, drawnow +YG 2 inf 2 0 0 0 true true true true if isnumeric(in{end})&&numel(in{end})~=1, imshow(in{:}); display or save image \matlab+imagesc+, \matlab+image+ or \matlab+imshow+. If last input is a scalar: \matlab+0+ corresponds to \matlab+imwrite+, \matlab+1+ to \matlab+imagesc+, \matlab+2+ to \matlab+image+ and \matlab+3+ to \matlab+imshow+. The corresponding function is called with the remaining inputs. If last input is numeric and not a scalar: \matlab+imshow+ is called with all inputs. If last input is char: \matlab+imshow+ is called with all inputs. For \matlab+imagesc+ and \matlab+image+, the function call is followed by \matlab+axis ij, axis image+. For \matlab+imagesc+, \matlab+image+ and \matlab+imwhow+, \matlab+drawnow+ is called to update figure immediately + elseif ischar(in{end}), imwrite(in{:}); + else switch(in{end}) + case 0, imwrite(in{1:end-1}); + case 1, imagesc(in{1:end-1}); axis ij, axis image + case 2, image(in{1:end-1}); axis ij, axis image + case 3, imshow(in{1:end-1}); + otherwise error('MATL:runtime', 'MATL run-time error: unrecognized last input'); + end + end + drawnow ZG 1 inf 2 0 1 0 true true true true switch in{1} control appearance of graphics Depending on numeric first input, calls a graphic function with the remaining inputs. $1$: \matlab+axis+. $2$: \matlab+colormap+. With $0$ outputs, calls \matlab+drawnow+ to update figure immediately. $3$: \matlab+hold+ case 1, axis(in{2:end}); case 2, [out{:}] = colormap(in{2:end}); if isempty(out), drawnow, end @@ -475,7 +488,13 @@ R 1 2 1 1 1 1 true true true true out{1} = triu(in{:}); upper triangular part \m XR 1 1 1 1 1 1 true true true true out{1} = triu(in{1},1); upper triangular part, above diagonal \matlab+triu(..., 1)+. \sa \matl+R+. YR 1 2 1 1 1 1 true true true true out{1} = tril(in{:}); lower triangular part \matlab+tril+. \sa \matl+ZR+. ZR 1 1 1 1 1 1 true true true true out{1} = tril(in{1},-1); lower triangular part, without diagonal \matlab+tril(..., -1)+. \sa \matl+YR+. -S 1 3 1 1 2 1 true true true true if numel(in)==2 && in{2}<0, in{2}=-in{2}; in{3} = 'descend'; end, [out{:}] = sort(in{:}); sort \matlab+sort+. If $2$ inputs: a negative value of the second input corresponds to descending order +S 1 3 1 1 2 1 true true true true if numel(in)>1 && ~ischar(in{2}) && numel(in{2})>1 && isvector(in{1}) && isvector(in{2}) && isequal(numel(in{1}),numel(in{2})) sort sort an array (single-array mode: \matlab+sort+) / sort an array based on another (two-array mode). Single-array mode works like Matlab's \matlab+sort+. If $2$ inputs, a negative value of the second input corresponds to descending order. In two-array mode, this function takes first $2$ inputs as equal-length vectors where the second is not char. The second vector is sorted and its order is applied to the first; and an optional third input specifies direction as a string, or as a negative number in the non-singleton dimension of the second vector. The outputs are the two sorted arrays. (In two-array mode, if the two input arrays are scalar the result is the same as if the second input is interpreted as dimension, corresponding to single array mode) + if numel(in)==3 && isnumeric(in{3}) && in{3}<0, in{3}=-in{3}; in{4} = 'descend'; end + [y2, ind] = sort(in{2:end}); y1 = in{1}(ind); out = {y1, y2}; out = out(1:nout); + else + if numel(in)==2 && in{2}<0, in{2}=-in{2}; in{3} = 'descend'; end + [out{:}] = sort(in{:}); + end XS 1 2 1 1 2 1 true true true true [out{:}] = sortrows(in{:}); sort rows \matlab+sortrows+ YS 2 3 2 1 1 1 true true true true out{1} = circshift(in{:}); circular shift \matlab+circshift+ ZS 1 1 1 1 1 1 true true true true out{1} = sign(in{:}); sign function \matlab+sign+ @@ -483,8 +502,9 @@ T XT YT 1 2 2 1 1 1 true true true true out{1} = toeplitz(in{:}); Toeplitz matrix \matlab+toeplitz+ ZT -U 1 1 1 1 2 1 true true true true for r = 1:size(in{1},1), assert(isempty(regexp(in{1}(r,:), '^[^'']*(''[^'']*''[^'']*)*[a-zA-Z]{2}', 'once')), 'MATL:runtime', 'MATL run-time error: content not allowed'), end convert string matrix to numeric array \matlab+str2num+ with content checking - [out{:}] = str2num(in{:}); clear r +U 1 1 1 1 2 1 true true true true if ~ischar(in{1}), in{1} = char(in{1}); end convert string matrix to numeric array \matlab+str2num+ with content checking. If input is not char, it is automatically converted to char + for r = 1:size(in{1},1), assert(isempty(regexp(in{1}(r,:), '^[^'']*(''[^'']*''[^'']*)*[a-zA-Z]{2}', 'once')), 'MATL:runtime', 'MATL run-time error: content not allowed'), end; clear r + [out{:}] = str2num(in{:}); XU 1 1 1 1 1 1 true true true true out{1} = str2double(in{:}); convert string to double precision value \matlab+str2double+ YU ZU @@ -604,7 +624,7 @@ Yf 1 1 1 1 1 1 true true true true if in{1}>=0, out{1} = factor(in{1}); prime fa end Zf g 1 1 1 1 1 1 true true true true out{1} = logical(in{1}); convert to logical values \matlab+logical+ -Xg 1 inf 2 1 inf 2 true true true true [out{:}] = ndgrid(in{:}); rectangular grid in N-D space \matlab+ndgrid+ +Xg 1 inf 2 1 inf numel(in) true true true true [out{:}] = ndgrid(in{:}); rectangular grid in N-D space \matlab+ndgrid+ Yg Zg 1 1 1 1 1 1 true true true true out{1} = gammaln(in{:}); logarithm of gamma function \matlab+gammaln+ h 1 inf 2 1 1 1 true true true true out{1} = horzcat(in{:}); horizontal concatenation \matlab+horzcat+ @@ -632,7 +652,7 @@ Yk Zk l 0 inf 0 1 1 1 true true true true out{1} = ones(in{:}); array of ones \matlab+ones+ (if $0$ inputs: produces output $1$) Xl 1 1 1 1 1 1 true true true true out{1} = abs(in{1}); absolute value \matlab+abs+ -Yl 1 2 1 1 1 1 true true true true if numel(in)==1, out{1} = log(in{1}); else out{1} = log(in{1})/log(in{2}); end logarithm \matlab+log+. If two inputs: second input specifies logarithm base +Yl 1 2 1 1 1 1 true true true true if numel(in)==1, out{1} = log(in{1}); else out{1} = log(in{1})/log(in{2}); end logarithm \matlab+log+. If $2$ inputs: second input specifies logarithm base Zl 1 1 1 1 2 1 true true true true [out{:}] = log2(in{:}); base 2 logarithm \matlab+log2+ m 2 4 2 1 2 1 true true true true [out{:}] = ismember(in{:}); true for set member \matlab+ismember+. \sa \matl+Xm+ Xm 2 3 2 1 2 1 true true true true [out{:}] = ismember(in{1},in{2},'rows',in{3:end}); true for set member, row-wise \matlab+ismember(..., 'rows', ...)+. \sa \matl+m+ @@ -707,7 +727,7 @@ Xu 1 3 1 1 3 1 true true true true [out{:}] = unique(in{1},'rows',in{2:end}); un Yu Zu 1 2 1 1 1 1 true true true true out{1} = strjust(in{:}); justify character array \matlab+strjust+ v 1 inf 2 1 1 1 true true true true out{1} = vertcat(in{:}); vertical concatenation \matlab+vertcat+ -Xv +Xv 1 1 1 1 1 1 true true true true if isnumeric(in{1}), in{1}=char(in{1}); end; out{1} = regexprep(in{1}, '\s', ''); remove space remove space from input string or cell array strings. If input is a numeric array, it is converted to char Yv 1 1 1 1 1 1 true true true true out{1} = strtrim(in{:}); remove insignificant whitespace \matlab+strtrim+ Zv 1 1 1 1 1 1 true true true true out{1} = deblank(in{:}); remove trailing blanks \matlab+deblank+ w 0 inf 2 0 0 0 false true false true if ~isempty(in), in([1 end]) = in([end 1]); STACK(end+nin) = in; end swap elements in stack swap elements in stack diff --git a/genHelp.m b/genHelp.m index 0ab12f2..df9db5d 100644 --- a/genHelp.m +++ b/genHelp.m @@ -76,7 +76,7 @@ commFormatted = {F.comment}; descrFormatted = {F.description}; descrFormatted = regexprep(descrFormatted, '\\matlab(.)(.*?)(\1)', '$2'); -descrFormatted = regexprep(descrFormatted, '\\matl\+(.*?)\+', '$1'); %***make delimiter arbitrary here too +descrFormatted = regexprep(descrFormatted, '\\matl(.)(.*?)\1', '$2'); % delimiter can be any descrFormatted = regexprep(descrFormatted, '\\comp{(.*?)}', '$1'); descrFormatted = regexprep(descrFormatted, '\\sa', 'See also'); 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CB_H--CB_L. +% Variables related to MATL are uppercase: STACK, S_IN, S_OUT, CB_G--CB_M. % The MATL stack (variable 'STACK') is implemented in MATLAB as a dynamic-size cell, for two % reasons: @@ -328,11 +328,13 @@ end newLines = [newLines, {... sprintf('if isempty(S_OUT), S_OUT = %s; end', defOut) ... - sprintf('if isnumeric(S_OUT) && numel(S_OUT) == 1, if S_OUT < %s || S_OUT > %s, error(''MATL:runner'', ''MATL run-time error: incorrect output specification''), end', minOut, maxOut) ... + sprintf('if isnumeric(S_OUT) && numel(S_OUT) == 1, if S_OUT < %s || S_OUT > 2*(%s), error(''MATL:runner'', ''MATL run-time error: incorrect output specification''), end', minOut, maxOut) ... sprintf('elseif islogical(S_OUT), if numel(S_OUT) < %s || numel(S_OUT) > %s, error(''MATL:runner'', ''MATL run-time error: incorrect output specification''), end', minOut, maxOut) ... 'else error(''MATL:runner'', ''MATL run-time error: output specification not recognized''), end' ... + sprintf('if isnumeric(S_OUT) && S_OUT > %s, S_OUT = [false(1,S_OUT-(%s+1)) true]; end', maxOut, maxOut) ... 'if isnumeric(S_OUT), nout = S_OUT; else nout = numel(S_OUT); end' ... 'out = cell(1,nout);' }]; +% 2*(...) because a number in maxOut+1:2*maxOut corresponds to a logical vector with a single true value % For logical S_IN we use nnz (the inputs are picked from the stack), but % for logical S_OUT we use numel (the function is called with that many outputs) if consume diff --git a/preLit.mat b/preLit.mat index a28d0f826bd43e8bd6adc6759825556846a5ac82..04c0009d09ba81ba49f52860cee27f6e3218c2df 100644 GIT binary patch delta 3367 zcmV+?4cPL<8R;63G#Ey5X&^>rVjwUzATl#LH8(mmHXt%EF*cD=BavVQk#rD$;S2x( zc$~yp+in{-5T#d_#5YB`*8PHgDiB}dIB$WI6b;}OMv%6vM|zi95u(Tim#fHq>Sy#5 z`U!c=C-igrSaL5Gy`U|MG+Y}CW7eLd;am=9#sdJr-md`k<>U(LNX*fYBis9Vy&_e9k*I zpVz$a%I`{6zn`K@Fo&eXc?*^}eFM&xh7&Y$(CPO2TiZLk)q92WEm-1gtiVx!f1-VE z*YNi`&ajrlT)+#0LU(<}1xl>+`z?JXhn#)MLp%G8`UK{p)_=P~f3u~3zgd1hnj@a0 zQ1hb`PJ;3n(L~2tb)E+;93_Wi%+-OM?HDuu1@g7*FvgXj6vmhCc>ybTDE(pge(Gu$ zT(7HAF6-*S!_B(16waTW+v`flan8#NNT)t|8M9diW3f&gdo3I#hZD32E%lB0m``MZ zhaUW*^iy|!AdIG#{9v?yU+JfI_TQk-6gxQkpF`p0e`P=N;Db`XbYc1B7su+JSY^jn zOMh#re`Scmne^_47k&b_^THDiCuroF7ZfcF9t|HqdAhXgpYHAapyN6FGhv18y=$xs zOvQ;$T}b`oBagZ$Dg&I)UsMJ-pFf^J?!&Kyr8tJfzb-IME#r89Qylh>J>nqs4-Y)! zAPw-+mj<}=JDwuTI2w5+K{1{|l54!O3TLN-e-18MVDXjCKAaFB@)~e&}&aU&-NrDU7EnX9Z1U$Hut#|0O=EI`!z^ zKhiO?%*$a*Up=zFONv;?zU~ao5wYSw<6L}>7l_DavF;F^`_|uHzj>!t^a86jo_m~6 z8BdViJ#XamGP*OEt-Y`{!J? zF;uvJ@2ASVsrrV0@2L;g^EYT@{r^z%W-0gIEBas^$2mVvG5sAUVzNelY`1W>Yn(GR zsO6zGjNxS}j^_uwnQgee7d@AN!N~Q!1@@!D0gB z*o3E3;^`dO;iE8~5~=rYRq(V*Jgw9oe_(3IatXhj+L6%ACF#T34$s_3d};&^{&m+08;6iVKGmw{DKmXU?0KI+`s2aJZcQ$c_M57P#8c0 zL)OQ!lP<>*f}G~lviI`=^gPJ@ljwm~-v^vI&1auNLQpJR=kow6c@xF?tkzF|N1uv% zuhXYSfu|w=>dVvn|5H0&kBT_!b$eywn;XL(u-9{h{7ldP>zt0if(n1#oby*UPWAju zdnuRnOPAmO;KPqT{^ZloKL4V(y7uK)U$1X`d+qv-o8R5KeP{FgAAbC4Yx`~%=g#qd zF5b_&{_iltxLJRw)uRVeUH8R*gdj(~S3HlgF9Jus--CRFxRKs#b#aQ{$1l;5E}pnA zlBL30ci6zVuhjP0JNKY~doYTo#m3r?u?GqAjpm`nODRtvF~V!}Qs7~b^`%zpe}D-A zmhr;}zzR2>*v}U|SMIW3$C$z)GQ(@*6*5_U&Ei$H580}~YwM+2|GzSSe3JUF-`~kb zYaj)nH{-GLC&dDBhj?(g$@CrK5zBnwW__!+Z}2gsEcBiG%?O184mqUe`mT*jfW`$H z`+n#U$GD$Y8wY!K2+lP!=lQvU=VFORjk9`j-yfo^lAa3RF7)2yv&thMbL0u5JkrL0 zn?wOrHDwn6s(G!Hcvj|rcxJW9bYA+t#ZPUr#{ce!|HBdg&b9%Ff(w%p%GQP%I-^$7%;_DNd2)HJ8_%z%l!-?PKVhfeqd zWPE>Z9urx&V~0GBAWsOikDt_%k<0mK#Boer>a-+~YG#j5C^gJ~UoHNHI!K-3|9wa2 zmKO>=Rd`v)B2%s?DRXptC(@II$nEi-d}0= zeL2qt0IyyAA@kAHAKH8zucFXjvp;Writ`P@iJAN;vxx7B`#B*qqzLN@NRUgxDROLW2IYCwk}wK|9iPj+ov*Bgy9Rtb%8~#Iv6IWsikm6Ff?ge1434u-OBDkAg%Fb~y%{{{sL3|NpI6 z+j7$|5KTf;N-xls`=t=B>V=dxr6r+2TM7)1%=C>k4~nhWN@UB(cGB>~r|?;P4w7S2 zk4Hlssh-hzc9L@>?VjD01x{c9_AB5dbU~|7C|u>^8z0kr%P2;iJmqCr_U}e*sq4);C^O zH(zaS*LGg-?!Bou-tND9|KZ^9=;QIH&tD=wG5?=`rStiVW9AqCuaEKP<%~at4IF4; z1LVR_XYj%XHYRN_n*VSN{z?WfY=GTJhRa{pa~twOpxCnGZ`LX0}uKJ zBtRMOdzi&|rG2!qOC8J^H1}b^(6EQ<>o9E8_B~{z)}hSPhwdbCk?PE_=>X{X12ZGc z7Z<62P7Q(_5{-N}DPuYFU8)C@@iaA|J%O&I z@#tV=62!FYMu#$g7}#h6eMVbJa6^Q$zjmSH-)MJoHlLXZi9ls}aAVKIZtQ+*#c zbm;)9>(i#8k3g#=5Aq1-(?>ajFGqOCPvWAauO1r`+E>pLBKji1+I5^D+d&$2oFJcIlnXDd!yNDF z^g}{}9(L99)WI(9=F@>3PowIs97h+04s_i~@?t*2GavC#UN%WmF4X-=SzuF3T@UK1q z+h=`;_K?OoETG8qO!Yn);gNnl2pBegF|;O$i?rWyp5*&)+&ZM^!qCP1sPClDg-U)M zK>o3iuWw5CF~Fo3?_;KPG51vIb;$0i(mF3Cwz#K?{qU>!|9hr1UOBH$&5gwGU&r8= xGk9Tx=0>%3z)4n5H&4y=wFBM!Y93X;w=~W#O<4We(&$fO{t-p=`~?@AK>9V2=G_1Q delta 3202 zcmV-|41M$I8pRoqG#FHMWgtpnZXhu-ATc>QFfckWFd#B8F*cD=BavVQk#rD$Jq!Q< zc$~ah-EP}96lP>6&41mW4SfS$4ai^9^loU^VFj|G8;VW7q$OG=Op^jdxz4Wo7=463 zMjv61u*cZtNLq3jfr)4`hy$TGO3vrQ^T+R;9s&UV{T+ZU`R}%TBCz~y*7C;c*#MXN zeINAdcR$D{IReQsNKQa<3X(H_kh}!RIY?fCOewDQf*6JM?#2`aAmj(H!v-#cTL~@lgv$$?+I- zWr(*OW5z#0o~>htH68@zFul_881(NakInPg^7sJU%wsL9Jl=Y=y(4q^pgzy%-rf0Z z;&|u72-0atKBR0`z*MXghs_p_lH&>_ z`)|=_sw%zx&!GtNzp@{H1=O?F*DlnbusAOJbC(^vE&bhV{gojKXR>)eec=~ycVBpF z;6#mF_XX7!4j&JmJbiX;*FXKc`-6$+?az!=uJ@g_E-)1rA$1}3&(8wtqFNf@eg0}` zfcN>+3FIODm9QMAkc8I-rnzGrZ;Qk6c|aVb{^?0z9Haq3`qBV@|Nf4r$T5!AzLKF7 z&mbv{zS4!W-@@5n`Y|O{hA5UA8zlAa%LC2nreC8*)^)Y3^#>jGWa_thlkNP^Tjy7D{FV^{ixT~W2$ro%&aBS< zeB8oQa=gO%cvaLqx67_)EgU7sf1tb~kiT1~0F{{49n`yjUQ$`GhzHzjXe>hNoiNQ# zy!AQGCw0AjeW3Z-7@WR0~Lko0c-}v=`c

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