Showing data for level 79453320
| Level Name | R U Lost |
|---|---|
| Author | Magpipe |
| Downloads | 29247 |
| Likes | 4057 |
| Difficulty | Normal (3*) |
| Featured | ✅ |
| Length | Long |
| Saved records | 673 |
| Saved versions | 2 |
Description: You don't want to be in this place, but why does it feel so welcoming. Short level made in 3 days as a break.
Song: The Backrooms by cook1ee (ID: 932733)
Password: Not copyable
Objects: 35670
Coins: 0
Requested Stars: 2
Feature Score: 25032
Objects: 35670
Coins: 0
Requested Stars: 2
Feature Score: 25032
| Saved on | Source | Name | Downloads | Likes | Difficulty | Version | Creator | Update | Data Available |
|---|---|---|---|---|---|---|---|---|---|
| Sept. 19, 2024 | get (10) | R U Lost | 29247 | 4057 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 18, 2024 | get (10) | R U Lost | 29240 | 4055 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 17, 2024 | get (10) | R U Lost | 29230 | 4054 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 16, 2024 | get (10) | R U Lost | 29226 | 4054 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 15, 2024 | get (10) | R U Lost | 29217 | 4054 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 14, 2024 | get (10) | R U Lost | 29203 | 4050 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 13, 2024 | get (10) | R U Lost | 29198 | 4048 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 12, 2024 | get (10) | R U Lost | 29192 | 4046 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 11, 2024 | get (10) | R U Lost | 29182 | 4046 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 9, 2024 | get (10) | R U Lost | 29165 | 4044 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 8, 2024 | get (10) | R U Lost | 29155 | 4043 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 7, 2024 | get (10) | R U Lost | 29150 | 4043 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 6, 2024 | get (10) | R U Lost | 29143 | 4043 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 5, 2024 | get (10) | R U Lost | 29137 | 4042 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 4, 2024 | get (10) | R U Lost | 29126 | 4041 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 3, 2024 | get (10) | R U Lost | 29120 | 4039 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 2, 2024 | get (10) | R U Lost | 29110 | 4037 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 1, 2024 | get (10) | R U Lost | 29101 | 4035 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 31, 2024 | get (4) | R U Lost | 29100 | 4035 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 31, 2024 | get (10) | R U Lost | 29088 | 4035 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 30, 2024 | get (10) | R U Lost | 29079 | 4034 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 29, 2024 | get (10) | R U Lost | 29073 | 4034 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 28, 2024 | get (10) | R U Lost | 29062 | 4028 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 27, 2024 | get (4) | R U Lost | 29060 | 4028 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 27, 2024 | get (10) | R U Lost | 29056 | 4026 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 20, 2024 | get (10) | R U Lost | 28999 | 4018 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 18, 2024 | get (10) | R U Lost | 28984 | 4012 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 17, 2024 | get (10) | R U Lost | 28975 | 4011 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 16, 2024 | get (10) | R U Lost | 28966 | 4010 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 15, 2024 | get (10) | R U Lost | 28958 | 4011 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 14, 2024 | get (10) | R U Lost | 28945 | 4010 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 13, 2024 | get (10) | R U Lost | 28936 | 4010 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 12, 2024 | get (10) | R U Lost | 28930 | 4009 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 11, 2024 | get (10) | R U Lost | 28919 | 4008 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 10, 2024 | get (10) | R U Lost | 28902 | 4005 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 9, 2024 | get (10) | R U Lost | 28889 | 4004 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 8, 2024 | get (10) | R U Lost | 28876 | 4003 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 7, 2024 | get (10) | R U Lost | 28869 | 4002 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 6, 2024 | get (10) | R U Lost | 28855 | 4001 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 5, 2024 | get (10) | R U Lost | 28844 | 3999 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 4, 2024 | get (10) | R U Lost | 28831 | 3997 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 3, 2024 | get (10) | R U Lost | 28811 | 3994 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 2, 2024 | get (10) | R U Lost | 28803 | 3993 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 31, 2024 | get (4) | R U Lost | 28791 | 3991 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 31, 2024 | get (10) | R U Lost | 28779 | 3991 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 30, 2024 | get (10) | R U Lost | 28769 | 3992 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 29, 2024 | get (10) | R U Lost | 28758 | 3990 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 28, 2024 | get (10) | R U Lost | 28739 | 3988 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 26, 2024 | get (10) | R U Lost | 28714 | 3986 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 25, 2024 | get (10) | R U Lost | 28703 | 3986 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 24, 2024 | get (10) | R U Lost | 28684 | 3984 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 23, 2024 | get (10) | R U Lost | 28675 | 3983 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 22, 2024 | get (10) | R U Lost | 28662 | 3983 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 21, 2024 | get (10) | R U Lost | 28656 | 3982 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 20, 2024 | get (10) | R U Lost | 28644 | 3981 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 19, 2024 | get (10) | R U Lost | 28628 | 3981 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 18, 2024 | get (10) | R U Lost | 28624 | 3981 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 17, 2024 | get (10) | R U Lost | 28614 | 3979 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 16, 2024 | get (10) | R U Lost | 28607 | 3978 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 14, 2024 | get (10) | R U Lost | 28576 | 3974 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 13, 2024 | get (10) | R U Lost | 28563 | 3973 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 11, 2024 | get (10) | R U Lost | 28535 | 3969 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 10, 2024 | get (10) | R U Lost | 28518 | 3965 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 9, 2024 | get (10) | R U Lost | 28503 | 3964 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 8, 2024 | get (10) | R U Lost | 28494 | 3962 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 7, 2024 | get (10) | R U Lost | 28477 | 3961 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 6, 2024 | get (10) | R U Lost | 28455 | 3957 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 5, 2024 | get (10) | R U Lost | 28427 | 3955 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 4, 2024 | get (10) | R U Lost | 28402 | 3953 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 3, 2024 | get (10) | R U Lost | 28381 | 3951 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 2, 2024 | get (10) | R U Lost | 28366 | 3951 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 1, 2024 | get (10) | R U Lost | 28361 | 3951 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 30, 2024 | get (4) | R U Lost | 28360 | 3951 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 30, 2024 | get (10) | R U Lost | 28351 | 3950 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 29, 2024 | get (10) | R U Lost | 28337 | 3948 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 28, 2024 | get (10) | R U Lost | 28327 | 3944 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 27, 2024 | get (10) | R U Lost | 28322 | 3941 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 26, 2024 | get (10) | R U Lost | 28319 | 3939 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 25, 2024 | get (10) | R U Lost | 28310 | 3936 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 24, 2024 | get (10) | R U Lost | 28305 | 3936 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 23, 2024 | get (10) | R U Lost | 28298 | 3934 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 22, 2024 | get (10) | R U Lost | 28283 | 3932 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 21, 2024 | get (10) | R U Lost | 28266 | 3929 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 20, 2024 | get (10) | R U Lost | 28254 | 3928 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 19, 2024 | get (10) | R U Lost | 28242 | 3925 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 18, 2024 | get (10) | R U Lost | 28236 | 3925 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 17, 2024 | get (10) | R U Lost | 28227 | 3923 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 16, 2024 | get (10) | R U Lost | 28206 | 3921 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 15, 2024 | get (10) | R U Lost | 28193 | 3919 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 14, 2024 | get (10) | R U Lost | 28181 | 3919 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 13, 2024 | get (10) | R U Lost | 28168 | 3919 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 12, 2024 | get (10) | R U Lost | 28156 | 3918 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 11, 2024 | get (10) | R U Lost | 28147 | 3917 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 10, 2024 | get (10) | R U Lost | 28136 | 3916 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 9, 2024 | get (10) | R U Lost | 28126 | 3915 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 8, 2024 | get (10) | R U Lost | 28105 | 3910 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 7, 2024 | get (10) | R U Lost | 28082 | 3904 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 6, 2024 | get (10) | R U Lost | 28068 | 3904 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 5, 2024 | get (10) | R U Lost | 28054 | 3901 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 4, 2024 | get (10) | R U Lost | 28042 | 3901 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 3, 2024 | get (10) | R U Lost | 28028 | 3898 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 2, 2024 | get (10) | R U Lost | 28014 | 3898 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 1, 2024 | get (10) | R U Lost | 27999 | 3895 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 31, 2024 | get (4) | R U Lost | 27998 | 3895 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 31, 2024 | get (10) | R U Lost | 27987 | 3892 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 30, 2024 | get (10) | R U Lost | 27979 | 3890 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 29, 2024 | get (10) | R U Lost | 27970 | 3889 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 28, 2024 | get (10) | R U Lost | 27963 | 3888 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 27, 2024 | get (10) | R U Lost | 27954 | 3888 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 26, 2024 | get (10) | R U Lost | 27931 | 3881 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 25, 2024 | get (10) | R U Lost | 27914 | 3880 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 24, 2024 | get (10) | R U Lost | 27894 | 3880 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 23, 2024 | get (10) | R U Lost | 27877 | 3880 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 22, 2024 | get (10) | R U Lost | 27862 | 3879 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 21, 2024 | get (10) | R U Lost | 27845 | 3877 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 20, 2024 | get (10) | R U Lost | 27823 | 3874 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 18, 2024 | get (10) | R U Lost | 27777 | 3869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 17, 2024 | get (10) | R U Lost | 27762 | 3868 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 15, 2024 | get (10) | R U Lost | 27723 | 3862 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 14, 2024 | get (10) | R U Lost | 27709 | 3861 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 13, 2024 | get (10) | R U Lost | 27695 | 3858 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 12, 2024 | get (10) | R U Lost | 27682 | 3857 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 11, 2024 | get (10) | R U Lost | 27662 | 3857 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 10, 2024 | get (10) | R U Lost | 27644 | 3854 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 9, 2024 | get (10) | R U Lost | 27633 | 3852 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 8, 2024 | get (10) | R U Lost | 27611 | 3849 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 7, 2024 | get (10) | R U Lost | 27598 | 3847 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 6, 2024 | get (10) | R U Lost | 27582 | 3845 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 5, 2024 | get (10) | R U Lost | 27566 | 3842 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 3, 2024 | get (10) | R U Lost | 27536 | 3838 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 2, 2024 | get (10) | R U Lost | 27520 | 3835 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 1, 2024 | get (10) | R U Lost | 27503 | 3833 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 30, 2024 | get (4) | R U Lost | 27502 | 3832 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 29, 2024 | get (10) | R U Lost | 27467 | 3828 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 28, 2024 | get (10) | R U Lost | 27441 | 3825 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 27, 2024 | get (10) | R U Lost | 27420 | 3823 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 26, 2024 | get (10) | R U Lost | 27402 | 3823 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 25, 2024 | get (4) | R U Lost | 27388 | 3821 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 23, 2024 | get (10) | R U Lost | 27336 | 3815 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 22, 2024 | get (10) | R U Lost | 27308 | 3812 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 21, 2024 | get (10) | R U Lost | 27276 | 3807 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 20, 2024 | get (10) | R U Lost | 27256 | 3805 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 19, 2024 | get (10) | R U Lost | 27243 | 3803 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 18, 2024 | get (10) | R U Lost | 27225 | 3801 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 17, 2024 | get (10) | R U Lost | 27211 | 3799 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 16, 2024 | get (10) | R U Lost | 27195 | 3795 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 15, 2024 | get (10) | R U Lost | 27182 | 3794 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 14, 2024 | get (10) | R U Lost | 27148 | 3789 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 13, 2024 | get (10) | R U Lost | 27140 | 3788 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 13, 2024 | get (10) | R U Lost | 27134 | 3788 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 13, 2024 | get (10) | R U Lost | 27127 | 3787 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 13, 2024 | get (10) | R U Lost | 27120 | 3787 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 12, 2024 | get (10) | R U Lost | 27113 | 3787 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 12, 2024 | get (10) | R U Lost | 27100 | 3787 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 11, 2024 | get (10) | R U Lost | 27079 | 3782 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 10, 2024 | get (10) | R U Lost | 27054 | 3779 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 9, 2024 | get (10) | R U Lost | 27014 | 3776 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 8, 2024 | get (10) | R U Lost | 26984 | 3773 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 7, 2024 | get (10) | R U Lost | 26912 | 3768 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 6, 2024 | get (10) | R U Lost | 26847 | 3760 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 5, 2024 | get (10) | R U Lost | 26774 | 3753 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 4, 2024 | get (10) | R U Lost | 26714 | 3747 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 3, 2024 | get (10) | R U Lost | 26662 | 3738 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 2, 2024 | get (10) | R U Lost | 26636 | 3736 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 31, 2024 | get (4) | R U Lost | 26622 | 3734 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 31, 2024 | get (10) | R U Lost | 26615 | 3733 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 29, 2024 | get (10) | R U Lost | 26595 | 3727 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 28, 2024 | get (10) | R U Lost | 26584 | 3724 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 27, 2024 | get (10) | R U Lost | 26572 | 3720 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 26, 2024 | get (10) | R U Lost | 26564 | 3718 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 25, 2024 | get (10) | R U Lost | 26549 | 3716 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 24, 2024 | get (10) | R U Lost | 26534 | 3714 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 23, 2024 | get (10) | R U Lost | 26522 | 3711 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 22, 2024 | get (10) | R U Lost | 26512 | 3707 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 21, 2024 | get (10) | R U Lost | 26504 | 3704 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 20, 2024 | get (10) | R U Lost | 26495 | 3702 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 19, 2024 | get (10) | R U Lost | 26492 | 3701 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 18, 2024 | get (10) | R U Lost | 26487 | 3701 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 17, 2024 | get (10) | R U Lost | 26476 | 3699 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 16, 2024 | get (10) | R U Lost | 26459 | 3697 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 15, 2024 | get (10) | R U Lost | 26449 | 3693 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 14, 2024 | get (10) | R U Lost | 26439 | 3688 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 13, 2024 | get (10) | R U Lost | 26438 | 3688 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 12, 2024 | get (10) | R U Lost | 26432 | 3687 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 11, 2024 | get (10) | R U Lost | 26421 | 3684 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 10, 2024 | get (10) | R U Lost | 26410 | 3681 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 9, 2024 | get (10) | R U Lost | 26396 | 3680 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 8, 2024 | get (10) | R U Lost | 26386 | 3676 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 7, 2024 | get (10) | R U Lost | 26373 | 3675 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 6, 2024 | get (10) | R U Lost | 26365 | 3673 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 5, 2024 | get (10) | R U Lost | 26357 | 3672 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 4, 2024 | get (10) | R U Lost | 26346 | 3671 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 3, 2024 | get (10) | R U Lost | 26331 | 3669 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 2, 2024 | get (10) | R U Lost | 26313 | 3669 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 1, 2024 | get (4) | R U Lost | 26301 | 3667 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 29, 2024 | get (10) | R U Lost | 26291 | 3664 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 28, 2024 | get (10) | R U Lost | 26280 | 3662 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 27, 2024 | get (10) | R U Lost | 26263 | 3662 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 26, 2024 | get (10) | R U Lost | 26255 | 3661 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 25, 2024 | get (10) | R U Lost | 26237 | 3655 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 24, 2024 | get (10) | R U Lost | 26219 | 3654 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 23, 2024 | get (10) | R U Lost | 26202 | 3651 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 22, 2024 | get (10) | R U Lost | 26187 | 3649 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 21, 2024 | get (10) | R U Lost | 26176 | 3647 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 20, 2024 | get (10) | R U Lost | 26160 | 3647 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 19, 2024 | get (10) | R U Lost | 26148 | 3646 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 18, 2024 | get (10) | R U Lost | 26139 | 3644 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 17, 2024 | get (10) | R U Lost | 26123 | 3641 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 16, 2024 | get (10) | R U Lost | 26101 | 3634 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 15, 2024 | get (10) | R U Lost | 26087 | 3635 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 14, 2024 | get (10) | R U Lost | 26071 | 3631 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 13, 2024 | get (10) | R U Lost | 26056 | 3627 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 12, 2024 | get (10) | R U Lost | 26038 | 3624 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 11, 2024 | get (10) | R U Lost | 26021 | 3622 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 10, 2024 | get (10) | R U Lost | 26006 | 3621 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 9, 2024 | get (10) | R U Lost | 25937 | 3609 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 8, 2024 | get (10) | R U Lost | 25885 | 3601 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 7, 2024 | get (10) | R U Lost | 25825 | 3592 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 6, 2024 | get (10) | R U Lost | 25738 | 3577 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 5, 2024 | get (10) | R U Lost | 25616 | 3555 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 4, 2024 | get (10) | R U Lost | 25489 | 3542 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 3, 2024 | get (10) | R U Lost | 25446 | 3533 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 2, 2024 | get (10) | R U Lost | 25423 | 3521 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 1, 2024 | get (10) | R U Lost | 25418 | 3519 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 31, 2024 | get (4) | R U Lost | 25417 | 3518 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 31, 2024 | get (10) | R U Lost | 25412 | 3518 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 30, 2024 | get (10) | R U Lost | 25402 | 3520 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 29, 2024 | get (10) | R U Lost | 25395 | 3518 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 26, 2024 | get (10) | R U Lost | 25373 | 3511 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 25, 2024 | get (10) | R U Lost | 25365 | 3508 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 24, 2024 | get (10) | R U Lost | 25358 | 3506 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 23, 2024 | get (10) | R U Lost | 25352 | 3505 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 20, 2024 | get (10) | R U Lost | 25315 | 3499 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 19, 2024 | get (10) | R U Lost | 25311 | 3498 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 18, 2024 | get (10) | R U Lost | 25307 | 3496 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 17, 2024 | get (10) | R U Lost | 25301 | 3492 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 16, 2024 | get (10) | R U Lost | 25297 | 3491 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 15, 2024 | get (10) | R U Lost | 25290 | 3488 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 14, 2024 | get (10) | R U Lost | 25283 | 3486 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 13, 2024 | get (10) | R U Lost | 25272 | 3483 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 12, 2024 | get (10) | R U Lost | 25264 | 3482 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 11, 2024 | get (10) | R U Lost | 25255 | 3481 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 10, 2024 | get (10) | R U Lost | 25250 | 3481 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 9, 2024 | get (10) | R U Lost | 25245 | 3480 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 8, 2024 | get (10) | R U Lost | 25240 | 3480 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 7, 2024 | get (10) | R U Lost | 25232 | 3480 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 6, 2024 | get (10) | R U Lost | 25224 | 3480 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 5, 2024 | get (10) | R U Lost | 25219 | 3479 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 4, 2024 | get (10) | R U Lost | 25214 | 3478 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 3, 2024 | get (10) | R U Lost | 25206 | 3476 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 2, 2024 | get (10) | R U Lost | 25195 | 3472 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 1, 2024 | get (10) | R U Lost | 25190 | 3471 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Saved on | Source | Name | Downloads | Likes | Difficulty | Version | Creator | Update | Data Available |
|---|---|---|---|---|---|---|---|---|---|
| Dec. 31, 2023 | get (4) | R U Lost | 25187 | 3471 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 31, 2023 | get (10) | R U Lost | 25178 | 3468 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 30, 2023 | get (10) | R U Lost | 25171 | 3465 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 29, 2023 | get (10) | R U Lost | 25165 | 3462 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 28, 2023 | get (10) | R U Lost | 25153 | 3461 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 27, 2023 | get (10) | R U Lost | 25142 | 3460 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 26, 2023 | get (10) | R U Lost | 25131 | 3459 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 25, 2023 | get (10) | R U Lost | 25122 | 3457 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 24, 2023 | get (10) | R U Lost | 25111 | 3455 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 23, 2023 | get (10) | R U Lost | 25097 | 3454 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 22, 2023 | get (10) | R U Lost | 25091 | 3452 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 21, 2023 | get (10) | R U Lost | 25078 | 3450 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 20, 2023 | get (10) | R U Lost | 25072 | 3450 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 19, 2023 | get (10) | R U Lost | 25062 | 3447 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 18, 2023 | get (10) | R U Lost | 25056 | 3444 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2023 | get (10) | R U Lost | 25049 | 3444 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 16, 2023 | get (10) | R U Lost | 25043 | 3443 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 15, 2023 | get (10) | R U Lost | 25036 | 3441 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 14, 2023 | get (10) | R U Lost | 25032 | 3439 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 12, 2023 | get (10) | R U Lost | 25020 | 3437 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 11, 2023 | get (10) | R U Lost | 25009 | 3436 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 10, 2023 | get (10) | R U Lost | 25006 | 3436 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 9, 2023 | get (10) | R U Lost | 25003 | 3436 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 7, 2023 | get (10) | R U Lost | 24996 | 3436 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 6, 2023 | get (10) | R U Lost | 24991 | 3434 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 5, 2023 | get (10) | R U Lost | 24988 | 3433 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 4, 2023 | get (10) | R U Lost | 24983 | 3431 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 3, 2023 | get (10) | R U Lost | 24979 | 3431 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 2, 2023 | get (10) | R U Lost | 24975 | 3431 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 1, 2023 | get (10) | R U Lost | 24965 | 3430 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 30, 2023 | get (10) | R U Lost | 24957 | 3430 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 29, 2023 | get (10) | R U Lost | 24950 | 3428 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 28, 2023 | get (10) | R U Lost | 24946 | 3425 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 27, 2023 | get (10) | R U Lost | 24941 | 3423 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 26, 2023 | get (10) | R U Lost | 24935 | 3420 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 25, 2023 | get (10) | R U Lost | 24927 | 3418 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 24, 2023 | get (10) | R U Lost | 24921 | 3418 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 23, 2023 | get (10) | R U Lost | 24913 | 3415 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 22, 2023 | get (10) | R U Lost | 24909 | 3412 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 21, 2023 | get (10) | R U Lost | 24903 | 3410 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 20, 2023 | get (10) | R U Lost | 24894 | 3408 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 19, 2023 | get (10) | R U Lost | 24885 | 3407 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 18, 2023 | get (10) | R U Lost | 24877 | 3408 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 17, 2023 | get (10) | R U Lost | 24871 | 3408 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 16, 2023 | get (10) | R U Lost | 24864 | 3408 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 15, 2023 | get (10) | R U Lost | 24859 | 3407 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 14, 2023 | get (10) | R U Lost | 24855 | 3405 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 13, 2023 | get (10) | R U Lost | 24848 | 3401 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 12, 2023 | get (10) | R U Lost | 24838 | 3398 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 11, 2023 | get (10) | R U Lost | 24825 | 3397 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 10, 2023 | get (10) | R U Lost | 24819 | 3397 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 9, 2023 | get (10) | R U Lost | 24811 | 3395 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 8, 2023 | get (10) | R U Lost | 24806 | 3393 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 7, 2023 | get (10) | R U Lost | 24797 | 3389 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 6, 2023 | get (10) | R U Lost | 24788 | 3388 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 5, 2023 | get (10) | R U Lost | 24782 | 3387 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 4, 2023 | get (10) | R U Lost | 24776 | 3385 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 3, 2023 | get (10) | R U Lost | 24769 | 3383 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 2, 2023 | get (10) | R U Lost | 24764 | 3381 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 1, 2023 | get (10) | R U Lost | 24759 | 3380 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 31, 2023 | get (10) | R U Lost | 24754 | 3379 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 30, 2023 | get (10) | R U Lost | 24749 | 3378 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 29, 2023 | get (10) | R U Lost | 24742 | 3376 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 28, 2023 | get (10) | R U Lost | 24733 | 3373 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 27, 2023 | get (10) | R U Lost | 24723 | 3372 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 26, 2023 | get (10) | R U Lost | 24710 | 3370 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 25, 2023 | get (10) | R U Lost | 24700 | 3369 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 24, 2023 | get (10) | R U Lost | 24677 | 3362 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 23, 2023 | get (10) | R U Lost | 24658 | 3359 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 22, 2023 | get (10) | R U Lost | 24638 | 3358 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 21, 2023 | get (10) | R U Lost | 24598 | 3351 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 20, 2023 | get (10) | R U Lost | 24583 | 3348 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 19, 2023 | get (10) | R U Lost | 24579 | 3347 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 18, 2023 | get (10) | R U Lost | 24570 | 3346 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 17, 2023 | get (10) | R U Lost | 24567 | 3344 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 16, 2023 | get (10) | R U Lost | 24563 | 3342 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 15, 2023 | get (10) | R U Lost | 24548 | 3339 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 13, 2023 | get (10) | R U Lost | 24530 | 3334 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 12, 2023 | get (10) | R U Lost | 24526 | 3334 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 11, 2023 | get (10) | R U Lost | 24515 | 3331 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 9, 2023 | get (10) | R U Lost | 24504 | 3330 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 8, 2023 | get (10) | R U Lost | 24494 | 3329 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 7, 2023 | get (10) | R U Lost | 24487 | 3328 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 6, 2023 | get (10) | R U Lost | 24476 | 3327 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 5, 2023 | get (10) | R U Lost | 24473 | 3326 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 4, 2023 | get (10) | R U Lost | 24462 | 3324 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 3, 2023 | get (10) | R U Lost | 24454 | 3323 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 2, 2023 | get (10) | R U Lost | 24445 | 3322 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 1, 2023 | get (4) | R U Lost | 24439 | 3321 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 30, 2023 | get (10) | R U Lost | 24435 | 3321 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 29, 2023 | get (10) | R U Lost | 24432 | 3321 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 28, 2023 | get (10) | R U Lost | 24429 | 3320 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 27, 2023 | get (10) | R U Lost | 24421 | 3320 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 26, 2023 | get (10) | R U Lost | 24413 | 3320 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 25, 2023 | get (10) | R U Lost | 24404 | 3319 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 24, 2023 | get (10) | R U Lost | 24395 | 3318 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 23, 2023 | get (10) | R U Lost | 24387 | 3315 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 22, 2023 | get (10) | R U Lost | 24380 | 3313 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 21, 2023 | get (10) | R U Lost | 24374 | 3310 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 20, 2023 | get (10) | R U Lost | 24366 | 3310 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 19, 2023 | get (10) | R U Lost | 24358 | 3309 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 18, 2023 | get (10) | R U Lost | 24354 | 3308 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 17, 2023 | get (10) | R U Lost | 24348 | 3306 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 16, 2023 | get (10) | R U Lost | 24343 | 3305 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 15, 2023 | get (10) | R U Lost | 24337 | 3304 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 14, 2023 | get (10) | R U Lost | 24330 | 3303 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 13, 2023 | get (10) | R U Lost | 24320 | 3302 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 12, 2023 | get (10) | R U Lost | 24315 | 3301 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 11, 2023 | get (10) | R U Lost | 24305 | 3300 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 10, 2023 | get (10) | R U Lost | 24298 | 3299 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 9, 2023 | get (10) | R U Lost | 24285 | 3299 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 8, 2023 | get (10) | R U Lost | 24278 | 3299 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 7, 2023 | get (10) | R U Lost | 24273 | 3298 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 6, 2023 | get (10) | R U Lost | 24267 | 3297 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 5, 2023 | get (10) | R U Lost | 24261 | 3295 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 4, 2023 | get (10) | R U Lost | 24248 | 3289 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 3, 2023 | get (10) | R U Lost | 24237 | 3286 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 2, 2023 | get (10) | R U Lost | 24224 | 3284 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 1, 2023 | get (10) | R U Lost | 24222 | 3283 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 31, 2023 | get (4) | R U Lost | 24221 | 3282 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 31, 2023 | get (10) | R U Lost | 24212 | 3281 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 30, 2023 | get (10) | R U Lost | 24204 | 3278 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 29, 2023 | get (10) | R U Lost | 24194 | 3276 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 28, 2023 | get (10) | R U Lost | 24190 | 3276 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 27, 2023 | get (10) | R U Lost | 24174 | 3275 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 26, 2023 | get (10) | R U Lost | 24159 | 3272 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 25, 2023 | get (10) | R U Lost | 24142 | 3270 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 24, 2023 | get (10) | R U Lost | 24129 | 3267 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 23, 2023 | get (10) | R U Lost | 24123 | 3267 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 22, 2023 | get (10) | R U Lost | 24116 | 3266 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 21, 2023 | get (10) | R U Lost | 24108 | 3266 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 20, 2023 | get (10) | R U Lost | 24095 | 3261 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 19, 2023 | get (10) | R U Lost | 24083 | 3259 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 18, 2023 | get (10) | R U Lost | 24082 | 3258 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 17, 2023 | get (10) | R U Lost | 24077 | 3257 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 16, 2023 | get (10) | R U Lost | 24073 | 3256 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 15, 2023 | get (10) | R U Lost | 24067 | 3255 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 14, 2023 | get (10) | R U Lost | 24063 | 3254 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 13, 2023 | get (10) | R U Lost | 24053 | 3252 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 12, 2023 | get (10) | R U Lost | 24047 | 3251 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 11, 2023 | get (10) | R U Lost | 24035 | 3249 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 10, 2023 | get (10) | R U Lost | 24025 | 3249 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 9, 2023 | get (10) | R U Lost | 24021 | 3248 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 8, 2023 | get (10) | R U Lost | 24014 | 3247 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 7, 2023 | get (10) | R U Lost | 24007 | 3244 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 6, 2023 | get (10) | R U Lost | 23997 | 3242 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 5, 2023 | get (10) | R U Lost | 23991 | 3241 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 4, 2023 | get (10) | R U Lost | 23986 | 3238 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 3, 2023 | get (10) | R U Lost | 23978 | 3237 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 2, 2023 | get (10) | R U Lost | 23973 | 3236 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 1, 2023 | get (10) | R U Lost | 23964 | 3235 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 31, 2023 | get (10) | R U Lost | 23959 | 3235 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 30, 2023 | get (10) | R U Lost | 23955 | 3233 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 29, 2023 | get (10) | R U Lost | 23950 | 3233 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 28, 2023 | get (10) | R U Lost | 23945 | 3233 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 27, 2023 | get (10) | R U Lost | 23937 | 3230 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 26, 2023 | get (10) | R U Lost | 23932 | 3229 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 25, 2023 | get (10) | R U Lost | 23927 | 3228 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 24, 2023 | get (10) | R U Lost | 23920 | 3227 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 23, 2023 | get (10) | R U Lost | 23910 | 3227 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 22, 2023 | get (10) | R U Lost | 23906 | 3226 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 21, 2023 | get (10) | R U Lost | 23901 | 3224 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 20, 2023 | get (10) | R U Lost | 23889 | 3222 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 19, 2023 | get (10) | R U Lost | 23887 | 3221 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 18, 2023 | get (10) | R U Lost | 23881 | 3220 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 17, 2023 | get (10) | R U Lost | 23875 | 3220 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 16, 2023 | get (10) | R U Lost | 23870 | 3220 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 15, 2023 | get (10) | R U Lost | 23867 | 3219 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 14, 2023 | get (10) | R U Lost | 23858 | 3217 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 13, 2023 | get (10) | R U Lost | 23845 | 3213 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 12, 2023 | get (10) | R U Lost | 23839 | 3211 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 11, 2023 | get (10) | R U Lost | 23828 | 3210 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 10, 2023 | get (10) | R U Lost | 23818 | 3205 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 9, 2023 | get (10) | R U Lost | 23811 | 3205 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 8, 2023 | get (10) | R U Lost | 23807 | 3204 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 7, 2023 | get (10) | R U Lost | 23798 | 3201 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 6, 2023 | get (10) | R U Lost | 23796 | 3200 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 5, 2023 | get (10) | R U Lost | 23792 | 3200 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 4, 2023 | get (10) | R U Lost | 23784 | 3199 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 3, 2023 | get (10) | R U Lost | 23777 | 3198 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 2, 2023 | get (10) | R U Lost | 23768 | 3196 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 1, 2023 | get (4) | R U Lost | 23754 | 3193 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 30, 2023 | get (10) | R U Lost | 23747 | 3192 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 29, 2023 | get (10) | R U Lost | 23743 | 3191 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 28, 2023 | get (10) | R U Lost | 23736 | 3190 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 27, 2023 | get (10) | R U Lost | 23730 | 3190 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 26, 2023 | get (10) | R U Lost | 23714 | 3189 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 25, 2023 | get (10) | R U Lost | 23707 | 3188 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 24, 2023 | get (10) | R U Lost | 23695 | 3187 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 23, 2023 | get (10) | R U Lost | 23687 | 3186 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 22, 2023 | get (10) | R U Lost | 23674 | 3182 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 21, 2023 | get (10) | R U Lost | 23668 | 3180 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 20, 2023 | get (10) | R U Lost | 23661 | 3177 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 19, 2023 | get (10) | R U Lost | 23655 | 3176 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 18, 2023 | get (10) | R U Lost | 23644 | 3176 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 17, 2023 | get (10) | R U Lost | 23639 | 3174 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 16, 2023 | get (10) | R U Lost | 23627 | 3173 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 15, 2023 | get (10) | R U Lost | 23618 | 3170 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 14, 2023 | get (10) | R U Lost | 23608 | 3169 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 13, 2023 | get (10) | R U Lost | 23601 | 3168 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 12, 2023 | get (10) | R U Lost | 23593 | 3167 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 11, 2023 | get (10) | R U Lost | 23582 | 3165 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 10, 2023 | get (10) | R U Lost | 23577 | 3165 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 9, 2023 | get (10) | R U Lost | 23572 | 3165 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 8, 2023 | get (10) | R U Lost | 23563 | 3162 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 7, 2023 | get (10) | R U Lost | 23555 | 3162 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 6, 2023 | get (10) | R U Lost | 23546 | 3160 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 5, 2023 | get (10) | R U Lost | 23533 | 3157 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 4, 2023 | get (10) | R U Lost | 23526 | 3157 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 3, 2023 | get (10) | R U Lost | 23517 | 3155 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 2, 2023 | get (10) | R U Lost | 23511 | 3154 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 1, 2023 | get (10) | R U Lost | 23504 | 3154 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| June 1, 2023 | get (4) | R U Lost | 23503 | 3154 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 31, 2023 | get (10) | R U Lost | 23490 | 3151 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 30, 2023 | get (10) | R U Lost | 23482 | 3150 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 29, 2023 | get (10) | R U Lost | 23479 | 3149 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 28, 2023 | get (10) | R U Lost | 23470 | 3144 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 27, 2023 | get (10) | R U Lost | 23461 | 3143 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 26, 2023 | get (10) | R U Lost | 23456 | 3142 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 25, 2023 | get (10) | R U Lost | 23450 | 3142 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 24, 2023 | get (10) | R U Lost | 23448 | 3142 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 23, 2023 | get (10) | R U Lost | 23443 | 3140 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 22, 2023 | get (10) | R U Lost | 23434 | 3139 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 21, 2023 | get (10) | R U Lost | 23429 | 3139 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 20, 2023 | get (10) | R U Lost | 23417 | 3137 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 19, 2023 | get (10) | R U Lost | 23409 | 3136 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 18, 2023 | get (10) | R U Lost | 23400 | 3135 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 17, 2023 | get (10) | R U Lost | 23394 | 3134 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 16, 2023 | get (10) | R U Lost | 23383 | 3132 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 15, 2023 | get (10) | R U Lost | 23375 | 3130 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 14, 2023 | get (10) | R U Lost | 23366 | 3129 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 13, 2023 | get (10) | R U Lost | 23353 | 3127 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 12, 2023 | get (10) | R U Lost | 23345 | 3127 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 11, 2023 | get (10) | R U Lost | 23342 | 3127 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 10, 2023 | get (10) | R U Lost | 23334 | 3126 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 9, 2023 | get (10) | R U Lost | 23325 | 3124 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 8, 2023 | get (10) | R U Lost | 23322 | 3122 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 7, 2023 | get (10) | R U Lost | 23313 | 3119 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 6, 2023 | get (10) | R U Lost | 23303 | 3118 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 5, 2023 | get (10) | R U Lost | 23294 | 3116 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 4, 2023 | get (10) | R U Lost | 23290 | 3115 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 3, 2023 | get (10) | R U Lost | 23282 | 3114 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 2, 2023 | get (10) | R U Lost | 23276 | 3114 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| May 1, 2023 | get (10) | R U Lost | 23270 | 3113 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 30, 2023 | get (4) | R U Lost | 23268 | 3113 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 30, 2023 | get (10) | R U Lost | 23259 | 3112 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 29, 2023 | get (10) | R U Lost | 23252 | 3112 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 28, 2023 | get (10) | R U Lost | 23246 | 3111 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 27, 2023 | get (10) | R U Lost | 23239 | 3108 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 26, 2023 | get (10) | R U Lost | 23232 | 3107 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 25, 2023 | get (10) | R U Lost | 23226 | 3107 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 24, 2023 | get (10) | R U Lost | 23215 | 3107 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 23, 2023 | get (10) | R U Lost | 23204 | 3106 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 22, 2023 | get (10) | R U Lost | 23196 | 3106 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 21, 2023 | get (10) | R U Lost | 23191 | 3105 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 20, 2023 | get (10) | R U Lost | 23186 | 3104 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 19, 2023 | get (10) | R U Lost | 23177 | 3103 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 18, 2023 | get (10) | R U Lost | 23167 | 3102 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 17, 2023 | get (10) | R U Lost | 23162 | 3101 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 16, 2023 | get (10) | R U Lost | 23158 | 3101 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 15, 2023 | get (10) | R U Lost | 23149 | 3100 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 14, 2023 | get (10) | R U Lost | 23139 | 3097 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 13, 2023 | get (10) | R U Lost | 23134 | 3096 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 12, 2023 | get (10) | R U Lost | 23125 | 3095 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 11, 2023 | get (10) | R U Lost | 23118 | 3093 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 10, 2023 | get (10) | R U Lost | 23111 | 3094 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 9, 2023 | get (10) | R U Lost | 23104 | 3094 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 8, 2023 | get (10) | R U Lost | 23091 | 3091 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 7, 2023 | get (10) | R U Lost | 23083 | 3089 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 6, 2023 | get (10) | R U Lost | 23074 | 3087 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 5, 2023 | get (10) | R U Lost | 23066 | 3085 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 4, 2023 | get (10) | R U Lost | 23057 | 3084 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 3, 2023 | get (10) | R U Lost | 23049 | 3082 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| April 2, 2023 | get (10) | R U Lost | 23035 | 3082 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 31, 2023 | get (4) | R U Lost | 23025 | 3080 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 31, 2023 | get (10) | R U Lost | 23015 | 3079 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 30, 2023 | get (10) | R U Lost | 23007 | 3078 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 29, 2023 | get (10) | R U Lost | 23005 | 3077 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 28, 2023 | get (10) | R U Lost | 22990 | 3074 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 27, 2023 | get (10) | R U Lost | 22981 | 3072 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 26, 2023 | get (10) | R U Lost | 22972 | 3067 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 25, 2023 | get (10) | R U Lost | 22960 | 3067 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 24, 2023 | get (10) | R U Lost | 22946 | 3065 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 23, 2023 | get (10) | R U Lost | 22938 | 3063 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 22, 2023 | get (10) | R U Lost | 22927 | 3060 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 21, 2023 | get (10) | R U Lost | 22917 | 3058 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 20, 2023 | get (10) | R U Lost | 22913 | 3057 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 19, 2023 | get (10) | R U Lost | 22900 | 3056 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 18, 2023 | get (10) | R U Lost | 22888 | 3053 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 17, 2023 | get (10) | R U Lost | 22866 | 3050 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 16, 2023 | get (10) | R U Lost | 22857 | 3048 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 15, 2023 | get (10) | R U Lost | 22844 | 3043 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 14, 2023 | get (10) | R U Lost | 22835 | 3040 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 13, 2023 | get (10) | R U Lost | 22825 | 3039 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 12, 2023 | get (10) | R U Lost | 22809 | 3036 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 11, 2023 | get (10) | R U Lost | 22796 | 3034 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 10, 2023 | get (10) | R U Lost | 22783 | 3029 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 9, 2023 | get (10) | R U Lost | 22777 | 3028 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 8, 2023 | get (10) | R U Lost | 22765 | 3027 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 7, 2023 | get (10) | R U Lost | 22751 | 3025 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 6, 2023 | get (10) | R U Lost | 22748 | 3024 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 5, 2023 | get (10) | R U Lost | 22739 | 3024 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 4, 2023 | get (10) | R U Lost | 22728 | 3023 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 3, 2023 | get (10) | R U Lost | 22715 | 3022 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 2, 2023 | get (10) | R U Lost | 22704 | 3022 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| March 1, 2023 | get (4) | R U Lost | 22691 | 3019 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 28, 2023 | get (10) | R U Lost | 22683 | 3017 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 27, 2023 | get (10) | R U Lost | 22673 | 3015 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 26, 2023 | get (10) | R U Lost | 22662 | 3014 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 25, 2023 | get (10) | R U Lost | 22648 | 3013 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 24, 2023 | get (10) | R U Lost | 22627 | 3009 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 23, 2023 | get (10) | R U Lost | 22620 | 3009 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 22, 2023 | get (10) | R U Lost | 22609 | 3008 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 21, 2023 | get (10) | R U Lost | 22591 | 3004 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 20, 2023 | get (10) | R U Lost | 22580 | 3001 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 19, 2023 | get (10) | R U Lost | 22571 | 3000 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 18, 2023 | get (10) | R U Lost | 22559 | 2995 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 17, 2023 | get (10) | R U Lost | 22546 | 2993 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 16, 2023 | get (10) | R U Lost | 22537 | 2991 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 15, 2023 | get (19) | R U Lost | 22526 | 2989 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 15, 2023 | get (10) | R U Lost | 22523 | 2988 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 14, 2023 | get (10) | R U Lost | 22508 | 2988 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 13, 2023 | get (10) | R U Lost | 22497 | 2985 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 12, 2023 | get (10) | R U Lost | 22480 | 2981 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 11, 2023 | get (10) | R U Lost | 22466 | 2981 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 10, 2023 | get (10) | R U Lost | 22457 | 2980 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 9, 2023 | get (10) | R U Lost | 22446 | 2976 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 8, 2023 | get (10) | R U Lost | 22441 | 2976 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 7, 2023 | get (10) | R U Lost | 22434 | 2975 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 6, 2023 | get (10) | R U Lost | 22423 | 2974 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 5, 2023 | get (10) | R U Lost | 22405 | 2970 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 4, 2023 | get (10) | R U Lost | 22396 | 2970 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 3, 2023 | get (10) | R U Lost | 22390 | 2969 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 2, 2023 | get (10) | R U Lost | 22381 | 2967 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 1, 2023 | get (10) | R U Lost | 22372 | 2968 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Feb. 1, 2023 | get (4) | R U Lost | 22371 | 2967 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 31, 2023 | get (10) | R U Lost | 22364 | 2966 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 30, 2023 | get (10) | R U Lost | 22359 | 2967 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 29, 2023 | get (10) | R U Lost | 22346 | 2964 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 28, 2023 | get (10) | R U Lost | 22329 | 2961 | Normal (3*) ✅ | 1 | - (Magpipe) | 2.1 | ❌ |
| Jan. 27, 2023 | get (10) | R U Lost | 22310 | 2956 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 26, 2023 | get (10) | R U Lost | 22302 | 2954 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 25, 2023 | get (10) | R U Lost | 22289 | 2954 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 24, 2023 | get (10) | R U Lost | 22277 | 2954 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 23, 2023 | get (10) | R U Lost | 22267 | 2953 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 22, 2023 | get (10) | R U Lost | 22255 | 2951 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 21, 2023 | get (10) | R U Lost | 22246 | 2949 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 20, 2023 | get (10) | R U Lost | 22233 | 2947 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 19, 2023 | get (10) | R U Lost | 22222 | 2945 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 18, 2023 | get (10) | R U Lost | 22216 | 2944 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 17, 2023 | get (10) | R U Lost | 22206 | 2942 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 16, 2023 | get (10) | R U Lost | 22189 | 2939 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 15, 2023 | get (10) | R U Lost | 22177 | 2938 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 14, 2023 | get (10) | R U Lost | 22159 | 2936 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 13, 2023 | get (10) | R U Lost | 22146 | 2937 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 12, 2023 | get (10) | R U Lost | 22128 | 2933 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 11, 2023 | get (10) | R U Lost | 22113 | 2929 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 10, 2023 | get (10) | R U Lost | 22097 | 2925 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 9, 2023 | get (10) | R U Lost | 22084 | 2925 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 8, 2023 | get (10) | R U Lost | 22066 | 2921 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 7, 2023 | get (10) | R U Lost | 22041 | 2919 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 6, 2023 | get (10) | R U Lost | 22023 | 2917 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 5, 2023 | get (10) | R U Lost | 22015 | 2914 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 4, 2023 | get (10) | R U Lost | 22000 | 2913 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 3, 2023 | get (10) | R U Lost | 21973 | 2906 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 2, 2023 | get (10) | R U Lost | 21956 | 2904 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 1, 2023 | get (10) | R U Lost | 21945 | 2903 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Jan. 1, 2023 | get (4) | R U Lost | 21943 | 2902 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Saved on | Source | Name | Downloads | Likes | Difficulty | Version | Creator | Update | Data Available |
|---|---|---|---|---|---|---|---|---|---|
| Dec. 31, 2022 | get (10) | R U Lost | 21930 | 2900 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 30, 2022 | get (10) | R U Lost | 21913 | 2898 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 29, 2022 | get (10) | R U Lost | 21900 | 2895 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 28, 2022 | get (10) | R U Lost | 21883 | 2891 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 27, 2022 | get (10) | R U Lost | 21858 | 2890 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 26, 2022 | get (10) | R U Lost | 21835 | 2888 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 25, 2022 | get (10) | R U Lost | 21817 | 2887 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 24, 2022 | get (10) | R U Lost | 21800 | 2884 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 23, 2022 | get (10) | R U Lost | 21775 | 2880 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 22, 2022 | get (10) | R U Lost | 21753 | 2877 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 21, 2022 | get (10) | R U Lost | 21734 | 2873 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 20, 2022 | get (10) | R U Lost | 21713 | 2872 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 19, 2022 | get (10) | R U Lost | 21692 | 2872 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 18, 2022 | get (10) | R U Lost | 21684 | 2869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 18, 2022 | get (10) | R U Lost | 21683 | 2869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 18, 2022 | get (10) | R U Lost | 21680 | 2869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2022 | get (10) | R U Lost | 21667 | 2869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2022 | get (10) | R U Lost | 21661 | 2869 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2022 | get (10) | R U Lost | 21651 | 2867 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2022 | get (10) | R U Lost | 21642 | 2865 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 17, 2022 | get (10) | R U Lost | 21638 | 2865 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 16, 2022 | get (10) | R U Lost | 21634 | 2865 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 16, 2022 | get (10) | R U Lost | 21629 | 2863 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 16, 2022 | get (10) | R U Lost | 21625 | 2863 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 15, 2022 | get (10) | R U Lost | 21588 | 2863 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 14, 2022 | get (10) | R U Lost | 21569 | 2861 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 14, 2022 | get (10) | R U Lost | 21562 | 2859 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 13, 2022 | get (10) | R U Lost | 21552 | 2858 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 10, 2022 | get (10) | R U Lost | 21446 | 2852 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 9, 2022 | get (4) | R U Lost | 21428 | 2852 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 1, 2022 | get (4) | R U Lost | 21283 | 2832 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Dec. 1, 2022 | glm_03 | R U Lost | 18885 | 2532 | Normal (3*) ✅ | 4 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 15, 2022 | get (4) | R U Lost | 20976 | 2795 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Nov. 1, 2022 | get (4) | R U Lost | 20677 | 2754 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 30, 2022 | glm_03 | R U Lost | 1901 | 253 | Normal (0*) | 4 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 24, 2022 | glm_03 | R U Lost | 11614 | 1615 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 20, 2022 | glm_03 | R U Lost | 4976 | 749 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Oct. 8, 2022 | glm_03 | R U Lost | 14770 | 2000 | Normal (3*) ✅ | 4 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 30, 2022 | get (4) | R U Lost | 19693 | 2627 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Sept. 23, 2022 | get (4) | R U Lost | 19390 | 2593 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| Aug. 31, 2022 | get (4) | R U Lost | 17958 | 2387 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 19, 2022 | download | R U Lost | 13098 | 1789 | Normal (3*) ✅ | 1 | - (Magpipe) | 2.1 | ✅ (.gmd) - 395 KB |
| July 14, 2022 | get (11) | R U Lost | 10803 | 1514 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 13, 2022 | get (11) | R U Lost | 10267 | 1448 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 12, 2022 | get (11) | R U Lost | 9608 | 1369 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 11, 2022 | get (11) | R U Lost | 8745 | 1257 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 8, 2022 | get (11) | R U Lost | 5081 | 761 | Normal (3*) ✅ | 1 | Magpipe ✔️ | 2.1 | ❌ |
| July 7, 2022 | manual 🛈 | R U Lost | 2980 | 368 | Normal (3*) | None | Magpipe ❌ | None | ❌ |
| July 7, 2022 | manual 🛈 | R U Lost | 2980 | 368 | Normal (3*) | None | Magpipe ❌ | None | ❌ |
| July 7, 2022 | get (7) | R U Lost | 2147 | 303 | Hard (0*) | 4 | Magpipe ✔️ | 2.1 | ❌ |
| June 5, 2022 | get (7) | R U Lost | 1812 | 239 | Normal (0*) | 4 | Magpipe ✔️ | 2.1 | ❌ |
| June 5, 2022 | download | R U Lost | 1427 | 190 | Normal (0*) | 4 | - (Magpipe) | 2.1 | ✅ (.gmd) - 394 KB |
| June 4, 2022 | get (7) | R U Lost | 310 | 72 | Normal (0*) | 4 | Magpipe ✔️ | 2.1 | ❌ |
| Saved on | Source | Name | Downloads | Likes | Difficulty | Version | Creator | Update | Data Available |
|---|---|---|---|---|---|---|---|---|---|
| July 19, 2022 | download | R U Lost | 13098 | 1789 | Normal (3*) ✅ | 1 | - (Magpipe) | 2.1 | ✅ (.gmd) - 395 KB |
| June 5, 2022 | download | R U Lost | 1427 | 190 | Normal (0*) | 4 | - (Magpipe) | 2.1 | ✅ (.gmd) - 394 KB |