11 \(<267)11111111111111111111111111111
15 (((((((((((((((((((()))))))))))))))
85 99""""""""""""""""""""""""""""""""99.9999999 + 0.0000000000001
91 (.2==)--d_ -8234+68. -d_ ---d_ -d_ ---d_ -d2 + 5
95 define i(e) { auto p,; return(p); }
96 define i(e) { auto e; return(e); }
97 define i(e) { auto q; auto n; return(e); }
98 define i(e) { auto q; e+=q; auto n; return(e); }
99 define i(e, e) { auto p; return(p*e); }
100 define i(e, g, e) { auto p; return(p*e*g); }
101 define x(e) { define q(f) { return (0); } return q(e); }
102 define x(3) { return q(e); }
103 define x([]e) { return q(e); }
104 define x([]) { return q(e); }
105 define x(e,[]) { return q(e); }
106 define x(a[]) { return a[]; }
107 define x(*a) { return a; }
108 define x(a) return a;
110 while (e!=0) { i+=1 } if (x) x
111 for i=0;i<2;++i { c+=i; }
112 for (i=0;i<2,++i) { c+=i; }
113 for (i=0,i<2;++i) { c+=i; }
114 for (i<2;++i) { c+=i; }
115 for (i=0;++i) { c+=i; }
131 a[18446744073709552000] = 0
136 scale = 18446744073709552000
137 ibase = 18446744073709552000
138 obase = 18446744073709552000
154 scale = 10000000000000000000000000000000000
155 obase += 999999999999999999999999999999999999999999999999999999999999999999999999
156 ibase *= 9999999999999999999999999999999999999999999999999999999999999.9
157 obase += 9999999999999999999999999999999
158 ibase *= 99999999999999999999999999999.9
159 scale = 18446744073709551616
160 1<<18446744073709551616
161 1>>18446744073709551616
162 1<<18446744073709551614
163 1>>18446744073709551614
166 2^340282366920938463463374607431768211456)
169 3 @ 81906237540187263501872350127351023651023517239512635109283651203985123581235
170 9 << 182397.283906123
172 4 << 1298376540182376510982365108263510823651082365120983561239851623590812365192830
173 5 >> 21892073.28901672
175 7 >> 10289374108237541829374123894571028345718923751908237518927809127350891723908
206 for (i = 0; i < 10; ++i
207 define %(x) { return x; }
208 define x x) { return x; }
209 for (i=0; i; ++i) if (i) print "stuff"; else i; if (!i) i + 1; else i; }
211 if (i == 0) break; else i;
212 while (x != 0) { break 4; }
213 while (x != 0) { continue 4; }
214 while (x != 0) 4 else 5
216 define t(a[) { return a[0]; }
217 define u() { auto a[; return a[0]; }
218 define v() { auto a, 4; return a; }
219 define w() { auto a 4; return a; }
220 define r() { auto a[], 4; return a[0]; }
221 define s() { auto a[ 4; return a[0]; }
222 define void y() { return (1); }
224 for (i = 0; i < 10; ++i) { print 4, 5 define
288 scale(4.5) modexp(25,5,5)
291 v = "stuff" + "other"
296 v = "stuff"; divmod(v, 3, a[])
297 v = "stuff"; modexp(v, 3, 2)
298 define f(x) { x * x }; f("stuff")
299 define f(x) { x * x }; v = "stuff"; f(v)