Dataset Viewer
names
listlengths 7
7
| width
int64 7
7
| radius
int64 1
1
| rounds
int64 5
5
| shift
int64 1
1
| rule_table
stringlengths 184
184
| orbit_strings
listlengths 5
5
| prompt
stringlengths 856
1.25k
| answer_next_bits
stringclasses 125
values | answer_next_names
listlengths 0
7
|
|---|---|---|---|---|---|---|---|---|---|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1101111",
"1010111",
"0101011",
"1010100",
"0101000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, and Erin raise their hands. The others keep their hands on the table.- Round 5. Bob and Dave raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010011
|
[
"Carol",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 1
|
[
"0100000",
"0111111",
"1011111",
"1101111",
"1110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Only Bob raises a hand. Everyone else keeps their hands on the table.- Round 2. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111011
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"1011010",
"1111111",
"0000000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Everyone raises a hand.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"0001111",
"0101111",
"1011111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"1111001",
"0000100",
"0000110",
"0000001",
"1000001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. Only Erin raises a hand. Everyone else keeps their hands on the table.- Round 3. Erin and Frank raise their hands. The others keep their hands on the table.- Round 4. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 5. Alice and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0100000
|
[
"Bob"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"0001100",
"1101011",
"0010110",
"1001101",
"0101011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Dave and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010110
|
[
"Alice",
"Carol",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"1100000",
"1111111",
"0000000",
"1111111",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice and Bob raise their hands. The others keep their hands on the table.- Round 2. Everyone raises a hand.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. Everyone raises a hand.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 0
|
[
"0100111",
"0001000",
"0010000",
"0100000",
"1000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Only Dave raises a hand. Everyone else keeps their hands on the table.- Round 3. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Bob raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Alice raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000001
|
[
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"0011010",
"0001110",
"0000010",
"0000010",
"0000010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Frank raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000010
|
[
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"1011111",
"0111111",
"1111110",
"1111101",
"1111011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110111
|
[
"Alice",
"Bob",
"Carol",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"1110110",
"1010110",
"1010110",
"1010110",
"1010110"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010110
|
[
"Alice",
"Carol",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"0110101",
"1101010",
"1010101",
"0101011",
"1010110"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0101101
|
[
"Bob",
"Dave",
"Erin",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 1
|
[
"0010111",
"0110111",
"0110111",
"0110111",
"0110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110111
|
[
"Bob",
"Carol",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 0
|
[
"1110010",
"0111111",
"1011111",
"1101111",
"1110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111011
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1111000",
"1110110",
"1100100",
"1010010",
"0001000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 5. Only Dave raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1100111
|
[
"Alice",
"Bob",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1011001",
"0100100",
"0010011",
"1001000",
"0100110"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob and Erin raise their hands. The others keep their hands on the table.- Round 3. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice and Dave raise their hands. The others keep their hands on the table.- Round 5. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010001
|
[
"Carol",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1101101",
"1011011",
"0110111",
"1101110",
"1011101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111011
|
[
"Bob",
"Carol",
"Dave",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"0010011",
"0100101",
"1001010",
"0010101",
"0101010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010100
|
[
"Alice",
"Carol",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 1
|
[
"1001110",
"1001000",
"1001010",
"1001010",
"1001010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice and Dave raise their hands. The others keep their hands on the table.- Round 3. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1001010
|
[
"Alice",
"Dave",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 1
|
[
"0101000",
"0111011",
"1001101",
"1000110",
"1010011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob and Dave raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110000
|
[
"Alice",
"Bob",
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1100110",
"0000000",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 0
001 -> 1
000 -> 0
|
[
"1111111",
"1111111",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Everyone raises a hand.- Round 2. Everyone raises a hand.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1100100",
"1010010",
"0001000",
"1100111",
"1010111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 3. Only Dave raises a hand. Everyone else keeps their hands on the table.- Round 4. Alice, Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000111
|
[
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 1
|
[
"0100100",
"1101101",
"0011011",
"0110110",
"1101100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Dave, and Erin raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1011001
|
[
"Alice",
"Carol",
"Dave",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"0011101",
"0111100",
"1111101",
"1111101",
"1111101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111101
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 0
|
[
"1100011",
"0100100",
"1001000",
"0010001",
"0100010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice and Dave raise their hands. The others keep their hands on the table.- Round 4. Carol and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1000100
|
[
"Alice",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"0111100",
"1111101",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"0011110",
"0011111",
"1011111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"0110011",
"0100110",
"1101100",
"1001001",
"0011011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 5. Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110010
|
[
"Bob",
"Carol",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"1000110",
"0111100",
"1100011",
"0011110",
"1110001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001111
|
[
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"1010011",
"0010111",
"0110110",
"1100100",
"1001101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, and Erin raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0011001
|
[
"Carol",
"Dave",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"1111100",
"0111110",
"0011111",
"1001111",
"1100111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110011
|
[
"Alice",
"Bob",
"Carol",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 0
|
[
"0001001",
"1011111",
"1100000",
"0110001",
"1011011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Dave and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice and Bob raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1101100
|
[
"Alice",
"Bob",
"Dave",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1011110",
"0111111",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 0
|
[
"1110110",
"0000000",
"0000000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 1
|
[
"1110010",
"1010111",
"1111100",
"1000101",
"1011111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110000
|
[
"Alice",
"Bob",
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 1
|
[
"0100011",
"0111100",
"1000011",
"0111100",
"1000011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 5. Alice, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111100
|
[
"Bob",
"Carol",
"Dave",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1111100",
"0000110",
"1110011",
"0011000",
"1001111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Erin and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Carol and Dave raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1100000
|
[
"Alice",
"Bob"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 0
|
[
"1111111",
"0000000",
"0000000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Everyone raises a hand.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"1001011",
"0010001",
"0100110",
"1001000",
"0010011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Carol and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice and Dave raise their hands. The others keep their hands on the table.- Round 5. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0100100
|
[
"Bob",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 1
001 -> 0
000 -> 1
|
[
"1010101",
"0010101",
"1010101",
"0010101",
"1010101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010101
|
[
"Carol",
"Erin",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"0101011",
"1111110",
"1111101",
"1111011",
"1110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1101111
|
[
"Alice",
"Bob",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"0100100",
"0000001",
"0111100",
"0000101",
"0110010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob and Erin raise their hands. The others keep their hands on the table.- Round 2. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 3. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Erin and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010000
|
[
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"1001000",
"0010011",
"0100110",
"1001100",
"0011001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice and Dave raise their hands. The others keep their hands on the table.- Round 2. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 5. Carol, Dave, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110010
|
[
"Bob",
"Carol",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"0101011",
"0101010",
"0101010",
"0101010",
"0101010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0101010
|
[
"Bob",
"Dave",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 0
|
[
"0100110",
"0010111",
"1001111",
"1101111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1100111",
"0110100",
"0110011",
"0111011",
"0101011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Erin raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000011
|
[
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 0
000 -> 1
|
[
"0011000",
"1010111",
"0111100",
"0100011",
"1111010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol and Dave raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Bob, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1000111
|
[
"Alice",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1010111",
"1000111",
"1110111",
"1110111",
"1110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110111
|
[
"Alice",
"Bob",
"Carol",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"0010111",
"0001011",
"0100101",
"1000010",
"0011001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice and Frank raise their hands. The others keep their hands on the table.- Round 5. Carol, Dave, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001000
|
[
"Dave"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1111100",
"1111011",
"1110111",
"1101111",
"1011111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111111
|
[
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"1100110",
"0000000",
"0000000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"0011101",
"1001100",
"0100110",
"0010011",
"1001001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 3. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1100100
|
[
"Alice",
"Bob",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 0
|
[
"1011000",
"0101000",
"0010000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 2. Bob and Dave raise their hands. The others keep their hands on the table.- Round 3. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1000100",
"0110010",
"0101001",
"0000100",
"1110011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice and Erin raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 4. Only Erin raises a hand. Everyone else keeps their hands on the table.- Round 5. Alice, Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001010
|
[
"Dave",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"1001100",
"1100110",
"0110010",
"0011011",
"1001001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 4. Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1101100
|
[
"Alice",
"Bob",
"Dave",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 1
010 -> 1
001 -> 1
000 -> 1
|
[
"0101001",
"0101111",
"0101111",
"0101111",
"0101111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0101111
|
[
"Bob",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"1111100",
"0111010",
"0010111",
"1011010",
"1100111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010011
|
[
"Alice",
"Carol",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 1
|
[
"1110010",
"1110010",
"1110010",
"1110010",
"1110010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110010
|
[
"Alice",
"Bob",
"Carol",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1000000",
"0000001",
"0000010",
"0000100",
"0001000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Only Alice raises a hand. Everyone else keeps their hands on the table.- Round 2. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 3. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Erin raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Dave raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010000
|
[
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 1
|
[
"0110110",
"1010011",
"1011100",
"1000111",
"1111000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, and Dave raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001111
|
[
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 0
011 -> 0
010 -> 1
001 -> 1
000 -> 0
|
[
"1111111",
"1111111",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Everyone raises a hand.- Round 2. Everyone raises a hand.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 0
000 -> 0
|
[
"0110001",
"0110000",
"0110000",
"0110000",
"0110000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob and Carol raise their hands. The others keep their hands on the table.- Round 3. Bob and Carol raise their hands. The others keep their hands on the table.- Round 4. Bob and Carol raise their hands. The others keep their hands on the table.- Round 5. Bob and Carol raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110000
|
[
"Bob",
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"0101001",
"0000000",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"0011100",
"0010000",
"0010000",
"0010000",
"0010000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 3. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Carol raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010000
|
[
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"1101100",
"1011010",
"1110111",
"1101111",
"1011111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111111
|
[
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1010010",
"0101101",
"1011110",
"0111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 1
|
[
"1111011",
"0000010",
"1111100",
"1000001",
"0011111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 3. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice and Grace raise their hands. The others keep their hands on the table.- Round 5. Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110000
|
[
"Bob",
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 0
010 -> 0
001 -> 1
000 -> 0
|
[
"0011001",
"1101110",
"0110111",
"1011011",
"1101101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110110
|
[
"Alice",
"Bob",
"Carol",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 1
|
[
"1101110",
"0000100",
"1110101",
"1100100",
"0000100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Only Erin raises a hand. Everyone else keeps their hands on the table.- Round 3. Alice, Bob, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, and Erin raise their hands. The others keep their hands on the table.- Round 5. Only Erin raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110101
|
[
"Alice",
"Bob",
"Carol",
"Erin",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1110010",
"0110001",
"1010100",
"0101000",
"0010011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Carol, and Erin raise their hands. The others keep their hands on the table.- Round 4. Bob and Dave raise their hands. The others keep their hands on the table.- Round 5. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000001
|
[
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1100011",
"0111000",
"0001111",
"1100001",
"0111100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 3. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000111
|
[
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1010010",
"0000000",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 2. No one raises a hand; everyone keeps their hands on the table.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 1
000 -> 1
|
[
"1101111",
"0111000",
"1101111",
"0111000",
"1101111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111000
|
[
"Bob",
"Carol",
"Dave"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 1
|
[
"1011110",
"1001110",
"1000110",
"1010010",
"1010010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010010
|
[
"Alice",
"Carol",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"1110011",
"0010100",
"1101001",
"0110010",
"1010100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Carol and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, and Erin raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0101001
|
[
"Bob",
"Dave",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"0110011",
"0101110",
"1101101",
"1001001",
"0111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111110
|
[
"Bob",
"Carol",
"Dave",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"1011010",
"0110101",
"1101010",
"1010101",
"0101011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010110
|
[
"Alice",
"Carol",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 0
|
[
"0101011",
"1010111",
"1101111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"1101101",
"1100100",
"0101001",
"0000010",
"1111100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, and Erin raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 4. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 5. Alice, Bob, Carol, Dave, and Erin raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0111101
|
[
"Bob",
"Carol",
"Dave",
"Erin",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"1101010",
"0100000",
"1011111",
"1001111",
"1110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Only Bob raises a hand. Everyone else keeps their hands on the table.- Round 3. Alice, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1110011
|
[
"Alice",
"Bob",
"Carol",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"1110111",
"1111111",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Everyone raises a hand.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1010000",
"0100001",
"1000010",
"0000101",
"0001010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice and Carol raise their hands. The others keep their hands on the table.- Round 2. Bob and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice and Frank raise their hands. The others keep their hands on the table.- Round 4. Erin and Grace raise their hands. The others keep their hands on the table.- Round 5. Dave and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0010100
|
[
"Carol",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 0
|
[
"1000110",
"0001010",
"0010000",
"0100000",
"1000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Dave and Frank raise their hands. The others keep their hands on the table.- Round 3. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Bob raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Alice raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000001
|
[
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 0
000 -> 0
|
[
"0101111",
"0001001",
"0000000",
"0000000",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Dave and Grace raise their hands. The others keep their hands on the table.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. No one raises a hand; everyone keeps their hands on the table.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000000
|
[] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 1
011 -> 1
010 -> 1
001 -> 1
000 -> 0
|
[
"1010111",
"1111111",
"1111111",
"1111111",
"1111111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Everyone raises a hand.- Round 3. Everyone raises a hand.- Round 4. Everyone raises a hand.- Round 5. Everyone raises a hand.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 0
000 -> 1
|
[
"1011001",
"1001000",
"0000010",
"1111000",
"0111010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice and Dave raise their hands. The others keep their hands on the table.- Round 3. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 4. Alice, Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0011000
|
[
"Carol",
"Dave"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"0001010",
"0001011",
"1001000",
"1101100",
"0000010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Dave and Frank raise their hands. The others keep their hands on the table.- Round 2. Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice and Dave raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, and Erin raise their hands. The others keep their hands on the table.- Round 5. Only Frank raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000011
|
[
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"0100110",
"1001010",
"0010000",
"1100111",
"0101000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Only Carol raises a hand. Everyone else keeps their hands on the table.- Round 4. Alice, Bob, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob and Dave raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1000011
|
[
"Alice",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 1
011 -> 0
010 -> 0
001 -> 1
000 -> 1
|
[
"1011011",
"1001001",
"1110110",
"0110010",
"1011101"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Carol, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Dave, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1001100
|
[
"Alice",
"Dave",
"Erin"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 1
011 -> 1
010 -> 0
001 -> 0
000 -> 1
|
[
"0111111",
"0111110",
"0111101",
"0111000",
"0110111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, Dave, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Bob, Carol, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 4. Bob, Carol, and Dave raise their hands. The others keep their hands on the table.- Round 5. Bob, Carol, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0100110
|
[
"Bob",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 1
100 -> 0
011 -> 0
010 -> 1
001 -> 0
000 -> 0
|
[
"0010101",
"0011111",
"0000001",
"0000001",
"0000001"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 2. Carol, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Grace raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0000001
|
[
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"0001000",
"0010100",
"0101010",
"1010101",
"0101011"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Only Dave raises a hand. Everyone else keeps their hands on the table.- Round 2. Carol and Erin raise their hands. The others keep their hands on the table.- Round 3. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Carol, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Bob, Dave, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1010110
|
[
"Alice",
"Carol",
"Erin",
"Frank"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"1101111",
"1101111",
"1101111",
"1101111",
"1101111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Alice, Bob, Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1101111
|
[
"Alice",
"Bob",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 1
000 -> 1
|
[
"1001010",
"1111111",
"0000000",
"1111111",
"0000000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Everyone raises a hand.- Round 3. No one raises a hand; everyone keeps their hands on the table.- Round 4. Everyone raises a hand.- Round 5. No one raises a hand; everyone keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1111111
|
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 1
101 -> 0
100 -> 0
011 -> 1
010 -> 0
001 -> 1
000 -> 0
|
[
"0101010",
"1000000",
"0000001",
"0000010",
"0000100"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Only Alice raises a hand. Everyone else keeps their hands on the table.- Round 3. Only Grace raises a hand. Everyone else keeps their hands on the table.- Round 4. Only Frank raises a hand. Everyone else keeps their hands on the table.- Round 5. Only Erin raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001000
|
[
"Dave"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 1
101 -> 1
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 0
|
[
"0001011",
"0001111",
"0001111",
"0001111",
"0001111"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Dave, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 3. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 4. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 5. Dave, Erin, Frank, and Grace raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0001111
|
[
"Dave",
"Erin",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 1
100 -> 1
011 -> 0
010 -> 1
001 -> 0
000 -> 1
|
[
"1000100",
"1110110",
"0001001",
"1101101",
"0010010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice and Erin raise their hands. The others keep their hands on the table.- Round 2. Alice, Bob, Carol, Erin, and Frank raise their hands. The others keep their hands on the table.- Round 3. Dave and Grace raise their hands. The others keep their hands on the table.- Round 4. Alice, Bob, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Carol and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1011011
|
[
"Alice",
"Carol",
"Dave",
"Frank",
"Grace"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 0
110 -> 0
101 -> 0
100 -> 0
011 -> 0
010 -> 1
001 -> 1
000 -> 0
|
[
"0010011",
"0110100",
"1000100",
"1001101",
"0010000"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Carol, Frank, and Grace raise their hands. The others keep their hands on the table.- Round 2. Bob, Carol, and Erin raise their hands. The others keep their hands on the table.- Round 3. Alice and Erin raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, Erin, and Grace raise their hands. The others keep their hands on the table.- Round 5. Only Carol raises a hand. Everyone else keeps their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
0110000
|
[
"Bob",
"Carol"
] |
[
"Alice",
"Bob",
"Carol",
"Dave",
"Erin",
"Frank",
"Grace"
] | 7 | 1 | 5 | 1 |
NEIGHBOURHOOD ORDER: [left 1 .. left 1, self, right 1 .. right 1] (circular)
TRUTH TABLE (pattern -> next bit):
111 -> 1
110 -> 0
101 -> 0
100 -> 0
011 -> 1
010 -> 1
001 -> 0
000 -> 1
|
[
"1101010",
"1001010",
"1001010",
"1001010",
"1001010"
] |
You peek through a doorway into a cosy room.
7 friends sit around a round table in this order: Alice, Bob, Carol, Dave, Erin, Frank, and Grace — and then back to Alice again.
They don’t talk. At the end of each round they all decide, at the very same moment, either to raise a hand or to keep both hands on the table.
You watch and jot down what happens:
- Round 1. Alice, Bob, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 2. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 3. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 4. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.- Round 5. Alice, Dave, and Frank raise their hands. The others keep their hands on the table.
Now it’s your turn to be the clever observer.
Puzzle: What will each friend do in Round 6?
Please answer in plain words, going in order around the table, starting from the first name above. Answer with the list of people with hands up, not mentioning the ones with hands down. For example: Alice, Bob, and Dave raise their hands.
|
1001010
|
[
"Alice",
"Dave",
"Frank"
] |
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