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24516 pts ★ Legend
7213 pts ★ RacerYesterday at 23:41:23
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/!\ Report / Signalements /!\
MKPC Update Suggestions
On 2025-03-14 at 22:24:24
Add a reverse drifting tutorial to the game
Why does everyone think it's useless
Deluxe has this! Why not add a basic tutorial for some stuff and a strategy book by the community?
A basic tutorial could really help
3On 2025-02-23 at 03:40:48
Add notification pop-ups when racing in the game (as in the Super Bell icon thing)
1On 2025-02-22 at 19:53:03
Seeing our rank for racing and battling while playing online
Score < 4000 : Unlicensed
4000 ≤ Score < 5000 : Budding pilot
5000 ≤ Score < 6000 : Novice
6000 ≤ Score < 8000 : Racer
8000 ≤ Score < 10000 : Expert
10000 ≤ Score < 15000 : Champion
15000 ≤ Score < 20000 : Master
20000 ≤ Score < 40000 : Legend
40000 ≤ Score < 100000 : Titan
Score ≥ 100000 : Superstar
Score < 4000 : Unlicensed
4000 ≤ Score < 5000 : Budding pilot
5000 ≤ Score < 6000 : Novice
6000 ≤ Score < 8000 : Racer
8000 ≤ Score < 10000 : Expert
10000 ≤ Score < 15000 : Champion
15000 ≤ Score < 20000 : Master
20000 ≤ Score < 40000 : Legend
40000 ≤ Score < 100000 : Titan
Score ≥ 100000 : Superstar
On 2025-01-25 at 22:10:20
Themes for Quick Track courses, as in the SNES courses. Think giving the red and white curbs on Mario Circuit blue, and the rails for Ghost Valley navy.
On 2025-01-12 at 18:56:48
You need to avoid the [img], copy and paste it on a new tab, and then you'll see the picture. I hope it's not too threatening. It's a picture of enemies, and one we never seen before.
1On 2025-01-10 at 02:31:39
If there's a way to make more road selections, I would be amazed.
Also, speaking of maps, I saw this unused pollution map for Super Mario Sunshine:
[img]data:image/jpeg;base64,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[/img]
Sorry if it freaks you out but I think the creature on the left should be a Fuzzy of some sort.
Also, speaking of maps, I saw this unused pollution map for Super Mario Sunshine:
[img]data:image/jpeg;base64,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[/img]
Sorry if it freaks you out but I think the creature on the left should be a Fuzzy of some sort.
On 2025-01-10 at 01:31:55
We need diagonal roads for quick tracks. It's annoying how I struggle to make different track maps.
2
2SPACE FOR ANYTHING... again
Yesterday at 16:19:14
Why do I see eyes on the Death Egg background
This is straight up creepy
This is straight up creepy
On 2025-03-24 at 01:36:37
No, the "A Minecraft Movie" is not intended to be considered canon to the Minecraft game or its lore, as the filmmakers emphasize that it is just one of many possible stories within the Minecraft universe.
(The "A Minecraft Movie" isn't canon but it is from a different timeline from the Minecraft game.)
(The "A Minecraft Movie" isn't canon but it is from a different timeline from the Minecraft game.)
On 2025-03-24 at 01:02:11
The Minecraft movie isn't canon
On 2025-03-23 at 23:39:44
WHY IS EVERYONE SILENT
On 2025-03-23 at 23:34:14
Guys, stop it.
Me?
Everyone who was repeating their message
On 2025-03-23 at 23:30:53
Guys, stop it.
On 2025-03-23 at 02:33:04
On 2025-03-23 at 02:26:00
On 2025-03-23 at 02:25:21
i feel like if you made an animal take a iq test they would get a better score than the average tiktoker
Ha I agree.
Today I went on voice chat and heard some stuff
What stuff?
Stuff about the tracks
The fun side of Math
On 2025-02-10 at 23:55:45
This is not going well. I'll lock this topic. (Sorry)
I'll answer all the questions here.
@ChilledIce
Me and @Pigouni64
@MovieSonic623
That is not true. How could you.
@Fiery
1. Please stop swearing
2. I just have to explain math 'cus I like math.
3. It's 1 year old(October or something of 2023. It's February.)
And @jmeme:
This is actually correct! For numbers with only 1s, and less than 10 digits long, x^2 follows the pattern:
1
121
12321
1234321
And so on.
Edit: If enough people react with :genius: then maybe I'll unlock this. Probably not.
I'll answer all the questions here.
@ChilledIce
Me and @Pigouni64
@MovieSonic623
That is not true. How could you.
@Fiery
1. Please stop swearing
2. I just have to explain math 'cus I like math.
3. It's 1 year old(October or something of 2023. It's February.)
And @jmeme:
This is actually correct! For numbers with only 1s, and less than 10 digits long, x^2 follows the pattern:
1
121
12321
1234321
And so on.
Edit: If enough people react with :genius: then maybe I'll unlock this. Probably not.
I deleted my message, I guess I didn't read the instructions when I posted it