Could you convert the ample model file and the data file below to GAMS model?

AMPL MODEL FILE

set P; #set of plants

set T; #set of all production units in network

set PU within $\{$P$,$T$\}$; #set of production units for each plant

set S; #set of subassembly units in the network

set SU within $\{$P$,$S$\}$; #set of subassembly units for each plant

set C; #set of components and parts

set M; #set of modules

set A; #set of assembly plants

param capcom $\{$PU$\}$ integer $>=0$; #capacity of component at production unit

param capmod $\{$SU$\}$ integer $>=0$; #capacity of module at subassembly unit

param ucom $\{($i$,$j$)$ in PU$,$ c in C$\}$ integer $>=0$; #utilized component at

production unit

param umod $\{($k$,$l$)$ in SU$,$ m in M$\}$ integer $>=0$; #utilized module capacity at

subassembly unit

param parea $\{($i$,$j$)$ in PU$\}>=0$; #area of each production unit

param sarea $\{($k$,$l$)$ in SU$\}>=0$; #area of each subassembly unit

param area $\{$p in P$\}>=0$; #area of each plant

param demand $\{$a in A$,$ m in M$\}$ integer; #demand of module at each assembly

unit

param lcom $\{$o in P$,$ p in P$\}$; #logistics cost of component from one plant to

another plant

param lmod $\{$p in P$,$ a in A$\}$; #logistics cost of module from one plant to

assemply

param vcom $\{($i$,$j$)$ in PU$,$ c in C$\}$; #variable cost of component at each

production unit

param vmod $\{($k$,$l$)$ in SU$,$ m in M$\}$; #variable cost of module at each assembly

unit

param fprod $\{($i$,$j$)$ in PU$\}$; #fixed cost of operating production unit

param fsub $\{($k$,$l$)$ in SU$\}$; #fixed cost of subassembly unit

param fplant$\{$p in P$\}$; #fixed cost of plant

param reqcom $\{$c in C$,$ m in M$\}$; #required amount of component for each

module

var x$\{$c in C$,($i$,$j$)$ in PU$,($k$,$l$)$ in SU$\}$ integer $>=0$; #amount of component

produced on production unit and shipped to subassembly unit

var y$\{$m in M$,($i$,$j$)$ in SU$,$ a in A$\}$ integer $>=0$; #amount of module produced

on subassembly unit and shipped to assembly unit

var Prod$\{($i$,$j$)$ in PU$\}$ binary; #determines which production unit is

operating

var sub$\{($k$,$l$)$ in SU$\}$ binary; #determines which subassembly unit is

operating

var plant$\{$p in P$\}$ binary; #determines which plant is operating

minimize cost:

sum$\{$c in C$,($i$,$j$)$ in PU$,($k$,$l$)$ in SU$,$ o in P$,$ p in P$\}$

x$[$c$,$i$,$j$,$k$,$l$]*($lcom$[$o$,$p$]+$vcom$[$i$,$j$,$c$])+$

sum$\{$m in M$,($k$,$l$)$ in SU$,$ a in A$,$ p in P$\}$ y$[$m$,$k$,$l$,$a$]*($lmod$[$p$,$a$]+$vmod$[$k$,$l$,$m$])$

$+$

sum$\{$p in P$\}$ plant$[$p$]*$fplant$[$p$]+$ sum$\{($i$,$j$)$ in PU$\}$Prod$[$i$,$j$]*$fprod$[$i$,$j$]+$

sum$\{($k$,$l$)$ in SU$\}$ sub$[$k$,$l$]*$fsub$[$k$,$l$]$;

subject to moduledemand$\{$m in M$,$ a in A$\}$: sum$\{($i$,$j$)$ in SU$\}$ y$[$m$,$i$,$j$,$a$]>=$

demand$[$a$,$m$]$;

subject to componentdemand$\{$c in C$,$m in M$\}$: sum$\{($i$,$j$)$ in PU$,($k$,$l$)$ in SU$\}$

x$[$c$,$i$,$j$,$k$,$l$]=$ reqcom$[$c$,$m$]*$sum$\{($i$,$j$)$ in SU$,$a in A$\}$y$[$m$,$i$,$j$,$a$]$;

subject to componentutilised$\{($i$,$j$)$ in PU$\}$: sum$\{$ c in C$,($k$,$l$)$ in SU$\}$

ucom$[$i$,$j$,$c$]*$x$[$c$,$i$,$j$,$k$,$l$]<=$ Prod$[$i$,$j$]*$capcom$[$i$,$j$]$;

subject to moduleutilised$\{($k$,$l$)$ in SU$\}$: sum$\{$ m in M$,($k$,$l$)$ in SU$,$ a in A$\}$

y$[$m$,$k$,$l$,$a$]*$umod$[$k$,$l$,$m$]<=$ sub$[$k$,$l$]*$capmod$[$k$,$l$]$;

subject to plantarea$\{$p in P$\}$: sum$\{($i$,$j$)$ in PU$\}$Prod$[$i$,$j$]*$ parea$[$i$,$j$]$

$+$sum$\{($k$,$l$)$ in SU$\}$sub$[$k$,$l$]*$ sarea$[$k$,$l$]<=$ plant$[$p$]*$area$[$p$]$;

AMPL DATA FILE

set P :$=$ plant$1$ plant$2$;

set T :$=$ prod$1$ prod$2$;

set PU :$=($plant$1,$prod$1)($plant$1,$prod$2)($plant$2,$prod$1)($plant$2,$prod$2)$;

set S :$=$ sub$1$ sub$2$;

set SU :$=($plant$1,$sub$1)($plant$1,$sub$2)($plant$2,$sub$1)($plant$2,$sub$2)$;

set C :$=$ comp$1,$comp$2$;

set M :$=$ mod$1,$mod$2$;

set A :$=$ assmbly$1,$assmbly$2$;

param capcom :$=$

plant$1$ prod$150$ plant$1$ prod$270$

plant$2$ prod$130$ plant$2$ prod$265$;

param capmod :$=$

plant$1$ sub$115$ plant$1$ sub$230$

plant$2$ sub$120$ plant$2$ sub$213$;

param ucom: comp$1$ comp$2$ :$=$

plant$1$ prod$12025$

plant$1$ prod$23530$

plant$2$ prod$11510$

plant$2$ prod$22520$;

param umod: mod$1$ mod$2$ :$=$

plant$1$ sub$1510$

plant$1$ sub$21020$

plant$2$ sub$1200$

plant$2$ sub$267$;

param parea :$=$

plant$1$ prod$1100$ plant$1$ prod$2200$

plant$2$ prod$1300$ plant$2$ prod$2400$;

param sarea :$=$

plant$1$ sub$1150$ plant$1$ sub$2300$

plant$2$ sub$1300$ plant$2$ sub$2400$;

param area :$=$

plant$1760$ plant$21400$;

param demand: mod$1$ mod$2$ :$=$

assmbly$1412$

assmbly$21310$;

param lcom: plant$1$ plant$2$ :$=$

plant$1100010$

plant$2151000$;

param lmod: assmbly$1$ assmbly$2$ :$=$

plant$11020$

plant$21530$;

param vcom: comp$1$ comp$2$ :$=$

plant$1$ prod$123$

plant$1$ prod$2109$

plant$2$ prod$11510$

plant$2$ prod$2305$;

param vmod: mod$1$ mod$2$ :$=$

plant$1$ sub$155$

plant$1$ sub$21015$

plant$2$ sub$1205$

plant$2$ sub$2307$;

param fprod :$=$

plant$1$ prod$125$ plant$1$ prod$235$

plant$2$ prod$137$ plant$2$ prod$247$;

param fsub :$=$

plant$1$ sub$118$ plant$1$ sub$234$

plant$2$ sub$130$ plant$2$ sub$240$;

param fplant :$=$

plant$125$ plant$235$;

param reqcom: mod$1$ mod$2$ :$=$

comp$1510$

comp$2515$;