Communities

Writing
Writing
Codidact Meta
Codidact Meta
The Great Outdoors
The Great Outdoors
Photography & Video
Photography & Video
Scientific Speculation
Scientific Speculation
Cooking
Cooking
Electrical Engineering
Electrical Engineering
Judaism
Judaism
Languages & Linguistics
Languages & Linguistics
Software Development
Software Development
Mathematics
Mathematics
Christianity
Christianity
Code Golf
Code Golf
Music
Music
Physics
Physics
Linux Systems
Linux Systems
Power Users
Power Users
Tabletop RPGs
Tabletop RPGs
Community Proposals
Community Proposals
tag:snake search within a tag
answers:0 unanswered questions
user:xxxx search by author id
score:0.5 posts with 0.5+ score
"snake oil" exact phrase
votes:4 posts with 4+ votes
created:<1w created < 1 week ago
post_type:xxxx type of post
Search help
Notifications
Mark all as read See all your notifications »
Challenges

Post History

60%
+1 −0
Challenges Lone ​​​​​​ones

C (gcc), 44 bytes Borrowing/modifying test harness from @Lundin: #define f(n)__builtin_popcount(n&~(n*2|n/2)) Try it online! n & ~(n<<1) & ~(n>>1) is non-zero for an...

posted 7mo ago by jhnc‭  ·  edited 7mo ago by jhnc‭

Answer
#4: Post edited by user avatar jhnc‭ · 2026-03-04T18:22:20Z (7 months ago)
  • # [C (gcc)], 45 bytes
  • Borrowing test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • r;f(long n){for(n&=~(n*2|n/2);r+=n&1,n/=2;);}
  • [Try it online!][TIO-mmc3jo9r]
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmc3jo9r]: https://tio.run/##dZFLS8NAGEX3@RVDSkqi0zbfPDONqbhQEAUXduHCTZk8DNRJSVNIqfWnGyMG26id2QyHy70HRo8yrZumDFN3WZgMGW@XFqVrhtG7a87Im5kQLyzPIzMEbCYRCb1w3wxyo5ebOEEX6yrOi/HLzLIGcZLmJkHz68e5W@Oth8rID1Hq1l6IVmVuqtS1HfDHGzSaIWccPKGsqKZOjJJ6legqib/ezvrZ2Lhub4m3uIyi7aX9cGdP7Zur23vbCy2rLUKvi9y4nrWz0Pecj9Hh@G2q44wopoQkiuMeJ8AkC6hgQcvhwOG4B/7JqzZADlwF1Gf47y5Q8CXprEjfR1AlgPd3fzzZCU/Z55QQIIQzCSd6aJ@TQFAKwGmrBOLIk1EQnEvBf3EJUgVCQdDt7psPnS4X2boZtT8eaYBP "C (gcc) – Try It Online"
  • Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't. The `for` loop implements popcount.
  • # [C (gcc)], 44 bytes
  • Borrowing/modifying test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • #define f(n)__builtin_popcount(n&~(n*2|n/2))
  • [Try it online!][TIO-mmccyqsi]
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmccyqsi]: https://tio.run/##dZFdS8MwFIbv@ytCRyWVbvbkO9NNvFAQBS/chRfCmGk7CzMtroUOP366Nep0q7rkIoeHw/s@ENOfG9O2vSTNcpuiDNtwOr2r80WV22lZlKaobYXt3iu2@@TZHpAwbHu5NYs6SdHRskryYnA/9rzvgMnp9QQ30SpE5WNuqwz7AcSDGvXHKBioGzQvqmGQoLQpU1OlycccLG@tHzXuZrgJo9XnMxqtjv2rC3/on52cX/rhoee5OPQwyy0OvScPfTXFEdqc2G2tOSOaaSGJ5lGHE2CSKSqYchw2HLZz4J997RbIhmtFYxb97QUKsSRrK9L1EVQL4N3eH0@2w1N2OSUECOFMwo4c2uVECUoBOHVKILY8GQXBuRT8F5cgtRIa1Lr3pX0z2WI2X7Z999kjA/AO "C (gcc) – Try It Online"
  • `n & ~(n<<1) & ~(n>>1)` is non-zero for any bit precisely when the original bit of `n` is non-zero and the preceding and following bits aren't.
#3: Post edited by user avatar jhnc‭ · 2026-03-04T13:53:58Z (7 months ago)
  • # [C (gcc)], 46 bytes
  • Borrowing test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • r;f(long n){for(n&=~(n*2|n/2);n;r+=n&1,n/=2);}
  • [Try it online!][TIO-mmc2xuic]
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmc2xuic]: https://tio.run/##dZFPS8MwGIfv/RSho6PVbOubpEmzmokHBVHw4A4evIz@szDT0XXQMedHt0YsblWXXPI@/Hh/DyQe5XHctlWUuctS50h7u6ysXD1U764@I296QrxIR9W50kPAeqLMuG8HhY6XmyRFF@s6Kcrxy8yyBkmaFTpF8@vHudvgrYcq5UcocxsvQquq0HXm2g744w0azZAzDp9QXtZTJ0Fps0rjOk2@3s76Wdu4MbfCW1wptb20H@7sqX1zdXtve5FlmUXodVFo17N2Fvqu8zE6HN@kOs6IZJILIgPc4wSYYCHlLDQcDhyO98A/eWkC5MBlSH2G//YCBV@Qzor0fTiVHIJ@748nO@Ep@pwSAoQETMCJPbTPScgpBQioUQJ@5Mko8CAQPPjFBQgZcglh17tvP@JsucjX7cj8uIoBPgE "C (gcc) – Try It Online"
  • Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't. The `for` loop implements popcount.
  • # [C (gcc)], 45 bytes
  • Borrowing test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • r;f(long n){for(n&=~(n*2|n/2);r+=n&1,n/=2;);}
  • [Try it online!][TIO-mmc3jo9r]
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmc3jo9r]: https://tio.run/##dZFLS8NAGEX3@RVDSkqi0zbfPDONqbhQEAUXduHCTZk8DNRJSVNIqfWnGyMG26id2QyHy70HRo8yrZumDFN3WZgMGW@XFqVrhtG7a87Im5kQLyzPIzMEbCYRCb1w3wxyo5ebOEEX6yrOi/HLzLIGcZLmJkHz68e5W@Oth8rID1Hq1l6IVmVuqtS1HfDHGzSaIWccPKGsqKZOjJJ6legqib/ezvrZ2Lhub4m3uIyi7aX9cGdP7Zur23vbCy2rLUKvi9y4nrWz0Pecj9Hh@G2q44wopoQkiuMeJ8AkC6hgQcvhwOG4B/7JqzZADlwF1Gf47y5Q8CXprEjfR1AlgPd3fzzZCU/Z55QQIIQzCSd6aJ@TQFAKwGmrBOLIk1EQnEvBf3EJUgVCQdDt7psPnS4X2boZtT8eaYBP "C (gcc) – Try It Online"
  • Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't. The `for` loop implements popcount.
#2: Post edited by user avatar jhnc‭ · 2026-03-04T13:38:23Z (7 months ago)
diy popcount is shorter :P
  • # [C (gcc)], 48 bytes
  • Borrowing test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • r;f(long n){r=__builtin_popcount(n&~(n*2|n/2));}
  • [Try it online!][TIO-mmbzi8jm]
  • Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't.
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmbzi8jm]: https://tio.run/##dZFPS8MwHIbv/RSho5JKN/tL0qRZ7cSDgih4cAcPwpjpHws1LV0LHXN@dGvF4VZ1ySU8vLzvA1HjVKmuq4IE54VOkbY3VbhYPDdZXmd6URalKhpdY33yjvUpedNnxLaDbTfKtMqbKEbnqzrKisnLzDBGUZxkOkbzq4c5bp21jarQDVCCWztAZZXpOsGmBe6kQeMZsib@I0qLempFKG7LWNVx9PW2Vk/adNr@Vs7aqcJwfWHe35pT8/ry5s60A8Poi9DrMtPYNjYG@p5zHbQ/bp/acUYkk1wQ6TkDToAJ5lPO/J7DnsNhD/yTl32A7Ln0qcucv7tAwRVkZ0WGPpxKDt5w98eTHfEUQ04JAUI8JuBIDx1y4nNKATzaKwE/8GQUuOcJ7v3iAoT0uQR/t7vtPlSSL9NVN@5/PFQAnw "C (gcc) – Try It Online"
  • # [C (gcc)], 46 bytes
  • Borrowing test harness from @Lundin:
  • <!-- language-all: lang-c -->
  • r;f(long n){for(n&=~(n*2|n/2);n;r+=n&1,n/=2);}
  • [Try it online!][TIO-mmc2xuic]
  • [C (gcc)]: https://gcc.gnu.org/
  • [TIO-mmc2xuic]: https://tio.run/##dZFPS8MwGIfv/RSho6PVbOubpEmzmokHBVHw4A4evIz@szDT0XXQMedHt0YsblWXXPI@/Hh/DyQe5XHctlWUuctS50h7u6ysXD1U764@I296QrxIR9W50kPAeqLMuG8HhY6XmyRFF@s6Kcrxy8yyBkmaFTpF8@vHudvgrYcq5UcocxsvQquq0HXm2g744w0azZAzDp9QXtZTJ0Fps0rjOk2@3s76Wdu4MbfCW1wptb20H@7sqX1zdXtve5FlmUXodVFo17N2Fvqu8zE6HN@kOs6IZJILIgPc4wSYYCHlLDQcDhyO98A/eWkC5MBlSH2G//YCBV@Qzor0fTiVHIJ@748nO@Ep@pwSAoQETMCJPbTPScgpBQioUQJ@5Mko8CAQPPjFBQgZcglh17tvP@JsucjX7cj8uIoBPgE "C (gcc) – Try It Online"
  • Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't. The `for` loop implements popcount.
#1: Initial revision by user avatar jhnc‭ · 2026-03-04T12:02:24Z (7 months ago)
# [C (gcc)], 48 bytes

Borrowing test harness from @Lundin:

<!-- language-all: lang-c -->

    r;f(long n){r=__builtin_popcount(n&~(n*2|n/2));}

[Try it online!][TIO-mmbzi8jm]

Basic algorithm is `n & ~(n<<1) & ~(n>>1)` - which is non-zero for any bit only when it is non-zero and the preceding and following bits aren't.

[C (gcc)]: https://gcc.gnu.org/
[TIO-mmbzi8jm]: https://tio.run/##dZFPS8MwHIbv/RSho5JKN/tL0qRZ7cSDgih4cAcPwpjpHws1LV0LHXN@dGvF4VZ1ySU8vLzvA1HjVKmuq4IE54VOkbY3VbhYPDdZXmd6URalKhpdY33yjvUpedNnxLaDbTfKtMqbKEbnqzrKisnLzDBGUZxkOkbzq4c5bp21jarQDVCCWztAZZXpOsGmBe6kQeMZsib@I0qLempFKG7LWNVx9PW2Vk/adNr@Vs7aqcJwfWHe35pT8/ry5s60A8Poi9DrMtPYNjYG@p5zHbQ/bp/acUYkk1wQ6TkDToAJ5lPO/J7DnsNhD/yTl32A7Ln0qcucv7tAwRVkZ0WGPpxKDt5w98eTHfEUQ04JAUI8JuBIDx1y4nNKATzaKwE/8GQUuOcJ7v3iAoT0uQR/t7vtPlSSL9NVN@5/PFQAnw "C (gcc) – Try It Online"