Spoiler for At last I got it

Writing a code in MATLAB

[codebox]clear all;

n=6000;

p=primes(n);

r=p;

k=size(p,2);

l=0;

for i=1:k

for j=1:k

if (i~=j)

l=l+1;

res(l)=p(i)*(r(j)^2);

end

end

end

result=sort(res, 'ascend');

z=size(result,2);

j=0;

s=0;

t=0;

for i=3:z

if (result(i)==result(i-1)+1)

j=j+1;

master(j)=result(i);

end

if ((result(i)==result(i-1)+1)& (result(i-1)==result(i-2)+1))

s=s+1;

sage(s)=result(i);

end

if ((result(i)==result(i-1)+1)& (result(i-1)==result(i-2)+1)& (result(i-2)==result(i-3)+1))

t=t+1;

death(t)=result(i);

end

end[/codebox]

Master at 45

Sage at 605

Could not find death yet....upto prime between number 1-6000

They might be immortal....My program is still running

[codebox]clear all;

n=6000;

p=primes(n);

r=p;

k=size(p,2);

l=0;

for i=1:k

for j=1:k

if (i~=j)

l=l+1;

res(l)=p(i)*(r(j)^2);

end

end

end

result=sort(res, 'ascend');

z=size(result,2);

j=0;

s=0;

t=0;

for i=3:z

if (result(i)==result(i-1)+1)

j=j+1;

master(j)=result(i);

end

if ((result(i)==result(i-1)+1)& (result(i-1)==result(i-2)+1))

s=s+1;

sage(s)=result(i);

end

if ((result(i)==result(i-1)+1)& (result(i-1)==result(i-2)+1)& (result(i-2)==result(i-3)+1))

t=t+1;

death(t)=result(i);

end

end[/codebox]

Master at 45

Sage at 605

Could not find death yet....upto prime between number 1-6000

They might be immortal....My program is still running