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    The Semiprime Numbers and Sphenic Numbers holes will go live in approximately . Why not try and solve them ahead of time?

    Rankings: Holes

    Abundant Numbers (Long) in PowerShell in bytes.

    # Golfer Points Bytes Time Submitted
    1st edsrzf 🇳🇿 1,000 39
    2nd bitsandbeyond 🇳🇱 867 45
    2nd nwellnhof 🇩🇪 867 45
    4th prplz 🇦🇺 848 46
    5th primo-ppcg 🇹🇭 830 47
    5th Steffan153 🇫🇮 830 47
    7th Feniske 🇫🇷 796 49
    7th 5quiwyrm 796 49
    7th DialFrost 🇸🇬 796 49
    10th GrayJoKing 🇦🇺 765 51
    10th MeWhenI 🇻🇦 765 51
    10th HumanEquivalentUnit 765 51
    10th SirBogman 🇺🇸 765 51
    14th Arnaud-beep 🇫🇷 750 52
    15th dcgjb 736 53
    16th Shanethegamer 🇺🇸 722 54
    16th snoozingnewt 🇨🇦 722 54
    18th juliansiebert 🇩🇪 709 55
    18th IISResetMe 709 55
    18th pardouin 🇫🇷 709 55
    18th nickweissert-star 🇺🇸 709 55
    22nd TaserTheFox 🇺🇸 684 57
    22nd MaxCastella 🇫🇷 684 57
    22nd JPRuskin 🇬🇧 684 57
    25th janbehrens 🇩🇪 672 58
    26th Ripick 609 64
    27th bthalheim 582 67
    28th Msleizak 🇫🇷 549 71
    28th JOrE20 549 71
    30th PowershellKnut 🇳🇴 542 72
    31st astdefu 506 77
    32nd dokutan 443 88
    33rd HCRitter 🇩🇪 285 137
    34th DavieDe 219 178
    35th NoneTheFewer 156 250
    36th KevinMarquette 🇺🇸 40 963
    36th HumanoidCPU 40 963
    36th CaedenHarper 🇨🇦 40 963
    39th Mabeloid 🇳🇴 40 965
    39th madeforlosers 40 965
    41st scpchicken 🇵🇼 40 982
    42nd KatieLG 🇬🇧 32 1,215
    42nd KatieLG-Transpiler 🇬🇧 32 1,215
    44th retrohun 11 3,669