SPACE FOR ANYTHING (New)
2084 - 
20166 pts ★ Legend
6549 pts ★ RacerOn 2023-11-01 at 21:39:56
Me two weeks ago : THE FINAL MK8DLX WAVE WILL BE THE BEST EVER
Me right now : *takes a look at Peachette’s biker suit* *instantly dies*
Me right now : *takes a look at Peachette’s biker suit* *instantly dies*
🤨
4On 2023-11-01 at 21:53:25
Me two weeks ago : THE FINAL MK8DLX WAVE WILL BE THE BEST EVER
Me right now : *takes a look at Peachette’s biker suit* *instantly dies*
Me right now : *takes a look at Peachette’s biker suit* *instantly dies*
🤨
2
1On 2023-11-02 at 00:44:51
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
On 2023-11-02 at 00:47:18
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
On 2023-11-02 at 01:04:41
2On 2023-11-02 at 01:08:16
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
On 2023-11-02 at 01:11:47
EST-CE QUE VOUS ME RESPECTEZ en vrai c'est plus vrm drôle tbh
On 2023-11-02 at 08:07:18
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
14?????
2On 2023-11-02 at 08:15:07
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
1
1On 2023-11-02 at 09:22:09
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Mathematics has beaten me again
5On 2023-11-02 at 13:23:04
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
On 2023-11-02 at 13:38:55
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
1On 2023-11-02 at 15:53:33
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
I was saying that 26 wasnt the answer, You were close though.
11On 2023-11-02 at 16:07:01
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
I was saying that 26 wasnt the answer, You were close though.
Did a Fibonacci sequence and I got 21
EDIT: I think you have to pay attention to the fact that 1 is the first number in the sequence, so the sequence is as follows: 1,2,3,5,8,13,21,34,55,89,[...]
On 2023-11-02 at 16:51:24
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
22.5166604984 (13x√3)
1On 2023-11-02 at 17:34:18
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
22.5166604984 (13x√3)
its a whole number
On 2023-11-02 at 17:36:02
It's a Bit Early, But Here is a New Course I will Make soon.
1On 2023-11-02 at 17:36:40
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
I was saying that 26 wasnt the answer, You were close though.
Did a Fibonacci sequence and I got 21
EDIT: I think you have to pay attention to the fact that 1 is the first number in the sequence, so the sequence is as follows: 1,2,3,5,8,13,21,34,55,89,[...]
Hmm...
Try using this, i filled some blanks for you:
1->2->3
2->3->6
3->6->9
4->?->12
5->?->15
6->9->18
7->?->21
8->?->24
9->18->27
10->?-30
11->?->33
12->?->36
13->?->39
1On 2023-11-02 at 17:53:10
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
I was saying that 26 wasnt the answer, You were close though.
Did a Fibonacci sequence and I got 21
EDIT: I think you have to pay attention to the fact that 1 is the first number in the sequence, so the sequence is as follows: 1,2,3,5,8,13,21,34,55,89,[...]
Hmm...
Try using this, i filled some blanks for you:
1->2->3
2->3->6
3->6->9
4->?->12
5->?->15
6->9->18
7->?->21
8->?->24
9->18->27
10->?-30
11->?->33
12->?->36
13->?->39
29?
EDIT: 27?
1
1On 2023-11-02 at 19:04:14
"The more gold goes in and more comes out, as sure as I am me. And in again, and out again, and now it's it times three!"
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
When you put some amount of coins in the bag, it will have more coins out. When you put those in the bag again, its triple the first amount.
How much gold will there be when you put 13 in the bag once, not twice?
Riddle by Dan Finkel
I didn't even understand the riddle's words
edited
So there's 13 to begin with, if you put that in the bag you get more than 13, if you put x in the bag you get 13 × 3 which is 39.
13 + x = 39 so what you get when you put 13 in the bag is 26.
EDIT: It's rather simple once you realize that the bag isn't entirely telling the truth. It's just adding on the original amount to each time you use it. For example, if I had 17 coins, the first time I'd receive 34 in return and on the second time I'd receive 51, which is 17 × 3.
Well…
The bag increases the coins by a consistent set of rules at which any point the coins are placed, it will increase to a specific number greater than its original value and less than its tripled value. For example: When you put 1 coin in the bag, you get 2, When you put 2 coins in the bag, you get 3 which is triple of the previous value, 1. and when you put 3 coins in the bag, you get 6, which is triple of the previous value, 2. Remember, When you put some amount of coins in the bag, it will have more coins out.
I don't have good English so my reasoning probably has a few holes 😅
I was saying that 26 wasnt the answer, You were close though.
Did a Fibonacci sequence and I got 21
EDIT: I think you have to pay attention to the fact that 1 is the first number in the sequence, so the sequence is as follows: 1,2,3,5,8,13,21,34,55,89,[...]
Hmm...
Try using this, i filled some blanks for you:
1->2->3
2->3->6
3->6->9
4->?->12
5->?->15
6->9->18
7->?->21
8->?->24
9->18->27
10->?-30
11->?->33
12->?->36
13->?->39
29?
EDIT: 27?
The numbers in the middle go in ascending order so:
1->2->3
2->3->6
3->6->9
4->7->12
5->8->15
6->9->18
7->12->21
8->15->24
9->18->27
10->?->30
11->?->33
12->21->36
13->?->39
14->?->42
15->24->45