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<DIV class=3Dmodbox id=3Dm_blog>
<DIV class=3Dtit>USACO 1.5.1 Number Triangles =CC=E2=BD=E2</DIV>
<DIV class=3Ddate>2008=C4=EA01=D4=C226=C8=D5 =D0=C7=C6=DA=C1=F9 =
12:26</DIV>
<TABLE style=3D"TABLE-LAYOUT: fixed">
  <TBODY>
  <TR>
    <TD>
      <DIV class=3Dcnt>
      <H2>USACO 1.5.1 Number Triangles</H2>
      <DIV class=3Dt_msgfont>
      <P>Number Triangles<BR>Consider the number triangle shown below. =
Write a=20
      program that calculates the highest sum of numbers that can be =
passed on a=20
      route that starts at the top and ends somewhere on the base. Each =
step can=20
      go either diagonally down to the left or diagonally down to the =
right.=20
      <BR><BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=20
      7<BR><BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 3&nbsp;&nbsp;=20
      8<BR><BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 8&nbsp;&nbsp; =
1&nbsp;&nbsp;=20
      0<BR><BR>&nbsp;&nbsp;&nbsp; 2&nbsp;&nbsp; 7&nbsp;&nbsp; =
4&nbsp;&nbsp;=20
      4<BR><BR>4&nbsp;&nbsp; 5&nbsp;&nbsp; 2&nbsp;&nbsp; 6&nbsp;&nbsp;=20
      5<BR><BR><BR>In the sample above, the route from 7 to 3 to 8 to 7 =
to 5=20
      produces the highest sum: 30. <BR><BR>PROGRAM NAME: =
numtri<BR>INPUT=20
      FORMAT<BR>The first line contains R (1 &lt;=3D R &lt;=3D 1000), =
the number of=20
      rows. Each subsequent line contains the integers for that =
particular row=20
      of the triangle. All the supplied integers are non-negative and no =
larger=20
      than 100. <BR>SAMPLE INPUT (file numtri.in) <BR>5<BR>7<BR>3 8<BR>8 =
1=20
      0<BR>2 7 4 4<BR>4 5 2 6 5<BR><BR>OUTPUT FORMAT<BR>A single line =
containing=20
      the largest sum using the traversal specified. <BR>SAMPLE OUTPUT =
(file=20
      numtri.out)<BR>30<BR><BR><BR><BR>Number =
Triangles<BR><BR>=CA=FD=D7=D6=BD=F0=D7=D6=CB=FE<BR><BR>=D2=EB by=20
      tim=20
      =
green<BR>=A1=A1<BR><BR><BR>=BF=BC=C2=C7=D4=DA=CF=C2=C3=E6=B1=BB=CF=D4=CA=BE=
=B5=C4=CA=FD=D7=D6=BD=F0=D7=D6=CB=FE=A1=A3<BR>=D0=B4=D2=BB=B8=F6=B3=CC=D0=
=F2=C0=B4=BC=C6=CB=E3=B4=D3=D7=EE=B8=DF=B5=E3=BF=AA=CA=BC=D4=DA=B5=D7=B2=BF=
=C8=CE=D2=E2=B4=A6=BD=E1=CA=F8=B5=C4=C2=B7=BE=B6=BE=AD=B9=FD=CA=FD=D7=D6=B5=
=C4=BA=CD=B5=C4=D7=EE=B4=F3=A1=A3<BR>=C3=BF=D2=BB=B2=BD=BF=C9=D2=D4=D7=DF=
=B5=BD=D7=F3=CF=C2=B7=BD=B5=C4=B5=E3=D2=B2=BF=C9=D2=D4=B5=BD=B4=EF=D3=D2=CF=
=C2=B7=BD=B5=C4=B5=E3=A1=A3<BR>7<BR><BR>3=20
      8<BR><BR>8 1 0<BR><BR>2 7 4 4<BR><BR>4 5 2 6 =
5<BR>=D4=DA=C9=CF=C3=E6=B5=C4=D1=F9=C0=FD=D6=D0,=B4=D37 =B5=BD 3 =B5=BD =
8 =B5=BD 7 =B5=BD=20
      5 =
=B5=C4=C2=B7=BE=B6=B2=FA=C9=FA=C1=CB=D7=EE=B4=F3=BA=CD:30<BR><BR>PROGRAM =
NAME: numtri<BR><BR>INPUT FORMAT<BR>=B5=DA=D2=BB=B8=F6=D0=D0=B0=FC=BA=AC =

      R(1&lt;=3D R&lt;=3D1000)=20
      =
,=B1=ED=CA=BE=D0=D0=B5=C4=CA=FD=C4=BF=A1=A3<BR>=BA=F3=C3=E6=C3=BF=D0=D0=CE=
=AA=D5=E2=B8=F6=CA=FD=D7=D6=BD=F0=D7=D6=CB=FE=CC=D8=B6=A8=D0=D0=B0=FC=BA=AC=
=B5=C4=D5=FB=CA=FD=A1=A3<BR>=CB=F9=D3=D0=B5=C4=B1=BB=B9=A9=D3=A6=B5=C4=D5=
=FB=CA=FD=CA=C7=B7=C7=B8=BA=B5=C4=C7=D2=B2=BB=B4=F3=D3=DA100=A1=A3<BR><BR=
>SAMPLE=20
      INPUT (file numtri.in) <BR>5<BR>7<BR>3 8<BR>8 1 0<BR>2 7 4 4<BR>4 =
5 2 6=20
      5<BR><BR>OUTPUT =
FORMAT<BR>=B5=A5=B6=C0=B5=C4=D2=BB=D0=D0=B0=FC=BA=AC=C4=C7=B8=F6=BF=C9=C4=
=DC=B5=C3=B5=BD=B5=C4=D7=EE=B4=F3=B5=C4=BA=CD=A1=A3<BR><BR>SAMPLE OUTPUT =
(file=20
      numtri.out)<BR>30</P>
      <HR>

      <P><STRONG>USACO 1.5.1 Number Triangles =
<BR>=CC=E1=BD=BB=B4=CE=CA=FD=A3=BA1=B4=CE</STRONG></P>
      =
<P><STRONG>=D5=E2=B5=C0=CC=E2=B6=AF=CC=AC=B9=E6=BB=AE=A3=AC=D3=C9=B5=D7=CF=
=F2=C9=CF=CD=C6=A3=ACf(i,j)=3Dmax{f(i+1,j),f(i+1,j+1)}+f(i,j);=D2=BB=BF=AA=
=CA=BC=CF=EB=B5=BD=B5=C4=CA=C7=D3=C9=B6=A5=CF=F2=CF=C2=CD=C6=A3=AC=D5=E2=D1=
=F9=B1=C8=BD=CF=C2=E9=B7=B3=A1=A3</STRONG></P>
      <P><STRONG>{<BR>TASK:numtri<BR>LANG:PASCAL<BR>}<BR>program=20
      numtri;<BR>var<BR>&nbsp;&nbsp;&nbsp; f:array[1..1000,1..1000] of=20
      longint;<BR>&nbsp;&nbsp;&nbsp; r:integer;<BR>function=20
      max(a,b:longint):longint;<BR>begin<BR>&nbsp;&nbsp;&nbsp; if =
a&gt;=3Db then=20
      exit(a)<BR>&nbsp;&nbsp;&nbsp; else exit(b);<BR>end;</STRONG></P>
      <P><STRONG>procedure init;<BR>var<BR>&nbsp;&nbsp;&nbsp;=20
      i,j:integer;<BR>begin<BR>&nbsp;&nbsp;&nbsp;=20
      assign(input,'numtri.in');reset(input);<BR>&nbsp;&nbsp;&nbsp;=20
      readln(r);<BR>&nbsp;&nbsp;&nbsp; for i:=3D1 to r=20
      do<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=20
      =
begin<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbs=
p;=20
      for j:=3D1 to i=20
      =
do<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&=
nbsp;&nbsp;&nbsp;&nbsp;=20
      =
read(f[i,j]);<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&n=
bsp;&nbsp;=20
      readln;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;=20
      end;<BR>&nbsp;&nbsp;&nbsp; close(input);<BR>end;<BR>procedure=20
      work;<BR>var<BR>&nbsp;&nbsp;&nbsp;=20
      i,j:integer;<BR>begin<BR>&nbsp;&nbsp;&nbsp; for i:=3Dr-1 downto 1=20
      do<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; for j:=3D1 to i=20
      =
do<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =

      f[i,j]:=3Dmax(f[i+1,j],f[i+1,j+1])+f[i,j];<BR>&nbsp;&nbsp;&nbsp;=20
      assign(output,'numtri.out');rewrite(output);<BR>&nbsp;&nbsp;&nbsp; =

      writeln(f[1,1]);<BR>&nbsp;&nbsp;&nbsp;=20
      close(output);<BR>end;<BR>begin<BR>&nbsp;&nbsp;&nbsp;=20
      init;<BR>&nbsp;&nbsp;&nbsp; work;<BR>end.</STRONG></P><STRONG>
      <HR>
      </STRONG>
      <P><STRONG>usaco=B5=C4=B7=D6=CE=F6</STRONG></P>
      <P><STRONG>We keep track (in the "best" array) of total for the =
best path=20
      ending in a given column of the triangle. Viewing the input, a =
path=20
      through the triangle always goes down or down and to the right. To =
process=20
      a new row, the best path total ending at a given column is the =
maximum of=20
      the best path total ending at that column or the one to its left, =
plus the=20
      number in the new row at that column. We keep only the best totals =
for the=20
      current row (in "best") and the previous row (in "oldbest"). =
</STRONG></P><PRE><STRONG>#include &lt;stdio.h&gt;
#include &lt;stdlib.h&gt;
#include &lt;string.h&gt;
#include &lt;assert.h&gt;

#define MAXR 1000

int
max(int a, int b)
{
 return a &gt; b ? a : b;
}

void
main(void)
{
 int best[MAXR], oldbest[MAXR];
 int i, j, r, n, m;
 FILE *fin, *fout;

 fin =3D fopen("numtri.in", "r");
 assert(fin !=3D NULL);
 fout =3D fopen("numtri.out", "w");
 assert(fout !=3D NULL);

 fscanf(fin, "%d", &amp;r);

 for(i=3D0; i&lt;MAXR; i++)
  best[i] =3D 0;

 for(i=3D1; i&lt;=3Dr; i++) {
  memmove(oldbest, best, sizeof oldbest);
  for(j=3D0; j&lt;i; j++) {
   fscanf(fin, "%d", &amp;n);
   if(j =3D=3D 0)
    best[j] =3D oldbest[j] + n;
   else
    best[j] =3D max(oldbest[j], oldbest[j-1]) + n;
  }
 }

 m =3D 0;
 for(i=3D0; i&lt;r; i++)
  if(best[i] &gt; m)
   m =3D best[i];

 fprintf(fout, "%d\n", m);
 exit(0);
}</STRONG></PRE></DIV></DIV></TD></TR></TBODY></TABLE><BR>
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			if(cmturl=3D=3D""){
				html1=3D"<a name=3D'"+id+"'>=C4=E4=C3=FB=CD=F8=D3=D1</a>";
			}else{
				html1=3D"<a name=3D'"+id+"' href=3D'"+cmturl+"' target=3D'_blank' =
title=3D'"+cmturl+"'>"+cmtname+"</a>";
			}

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