id
stringlengths 4
6
| title
stringlengths 2
56
| fun
float64 1.6
3.42
| difficulty
float64 0.24
3.47
| author
stringlengths 4
16
| desc
stringlengths 15
6.55k
| hint
stringlengths 4
1.79k
| answer
stringlengths 1
5.74k
| category
stringclasses 3
values | date
stringlengths 7
8
| text
stringlengths 237
14.3k
|
|---|---|---|---|---|---|---|---|---|---|---|
#48530
|
Diary Thief
| 3.42
| 2.07
|
alexaehrin
|
The Scoop
Tristan's sister Angela and her four friends love to share their most recent diary entries with each other at sleepovers. This last sleepover, Tristan was able to snag each of the girls' diaries after they fell asleep. He flipped through them and found that each girl had a different crush, a different favorite shade of nail polish, and a different preference in ice cream flavors - and each of them had a big, juicy secret! See if you can figure out what he learned about each of his sister's friends - and his sister.
The Choices
Girls: Angela, Mandy, Savannah, Alyssa, and Lily
Crushes: Josh, Noah, Luke, Ben, and Sam
Nail Polish Shades: Lavender, Lime, Banana, Sky, and Crimson
Ice Cream Flavors: Rocky Road, Rainbow Sherbet, Cookie Dough, Reese's Peanut Butter, and Raspberry Cheesecake
Juicy Secrets: Still sleeps with a blankie, Loves lima beans, Hates Justin Bieber, Is really into cars, and Wants to be a lunch lady
The Clues
Tristan read five different entries for January 7th. One said, "Noah said, 'Nice hair, Savannah,' and I felt special." Another said, "My nails are purple again, just like I like them." A third said, "I wish Luke would look at me." The fourth said, "I lost my beloved blankie this morning." The last said, "I'm dying for some more of that rainbow sherbet."
"January 8th. Dear Diary, I accidentally chipped one of my perfect, lime-green nails today while doing my daily private anti-Justin Bieber ritual."
"January 9th. Dear Diary, Josh caught me examining his awesome antique Chevrolet after school today. I guess I was kind of hoping he would."
"January 10th. Dear Diary, Angela was writing a love note today. I tried glancing over her shoulder, but all I caught was the second letter of its recipient's name, which looked like either a U or an A, and something about being a lunch lady before she yanked it away."
"January 11th. Dear Diary, I hope Sam likes the color red...I also hope he doesn't mind girls who still sleep with blankies..."
"January 12th. Dear Diary, I think it's funny that both me and Savannah like nail polishes that are named after fruits. Love, Alyssa."
"January 13th. Dear Diary, I saw Sam eating Reese's Peanut Butter ice cream yesterday. Could this be a sign that we're meant to be? Love, Mandy."
"January 14th. Dear Diary, I just noticed that the name of my favorite shade of nail polish has something majorly in common with my name, and Alyssa's favorite shade starts with the same letter as her crush's name."
"January 15th. Dear Diary, The girls were over at my house last night, and someone flicked cookie dough ice cream at me. It couldn't have been Angela, who will only eat raspberry cheesecake ice cream, and Savannah was in the bathroom..."
|
"Lily" and "Lavender" are both flowers, which gives them "something majorly in common."
|
Angela likes Luke, Raspberry Cheesecake ice cream, and Sky nail polish, and she wants to be a lunch lady when she grows up.
Mandy likes Sam, Reese's Peanut Butter ice cream, and Crimson nail polish, and she still sleeps with a blankie.
Savannah likes Noah, Rocky Road ice cream, and Lime nail polish, and she hates Justin Bieber.
Alyssa likes Ben, Rainbow Sherbet ice cream, and Banana nail polish, and she loves lima beans.
Lily likes Josh, Cookie Dough ice cream, and Lavender nail polish, and she is really into cars.
|
Logic-Grid
|
03/02/11
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The Scoop
Tristan's sister Angela and her four friends love to share their most recent diary entries with each other at sleepovers. This last sleepover, Tristan was able to snag each of the girls' diaries after they fell asleep. He flipped through them and found that each girl had a different crush, a different favorite shade of nail polish, and a different preference in ice cream flavors - and each of them had a big, juicy secret! See if you can figure out what he learned about each of his sister's friends - and his sister.
The Choices
Girls: Angela, Mandy, Savannah, Alyssa, and Lily
Crushes: Josh, Noah, Luke, Ben, and Sam
Nail Polish Shades: Lavender, Lime, Banana, Sky, and Crimson
Ice Cream Flavors: Rocky Road, Rainbow Sherbet, Cookie Dough, Reese's Peanut Butter, and Raspberry Cheesecake
Juicy Secrets: Still sleeps with a blankie, Loves lima beans, Hates Justin Bieber, Is really into cars, and Wants to be a lunch lady
The Clues
Tristan read five different entries for January 7th. One said, "Noah said, 'Nice hair, Savannah,' and I felt special." Another said, "My nails are purple again, just like I like them." A third said, "I wish Luke would look at me." The fourth said, "I lost my beloved blankie this morning." The last said, "I'm dying for some more of that rainbow sherbet."
"January 8th. Dear Diary, I accidentally chipped one of my perfect, lime-green nails today while doing my daily private anti-Justin Bieber ritual."
"January 9th. Dear Diary, Josh caught me examining his awesome antique Chevrolet after school today. I guess I was kind of hoping he would."
"January 10th. Dear Diary, Angela was writing a love note today. I tried glancing over her shoulder, but all I caught was the second letter of its recipient's name, which looked like either a U or an A, and something about being a lunch lady before she yanked it away."
"January 11th. Dear Diary, I hope Sam likes the color red...I also hope he doesn't mind girls who still sleep with blankies..."
"January 12th. Dear Diary, I think it's funny that both me and Savannah like nail polishes that are named after fruits. Love, Alyssa."
"January 13th. Dear Diary, I saw Sam eating Reese's Peanut Butter ice cream yesterday. Could this be a sign that we're meant to be? Love, Mandy."
"January 14th. Dear Diary, I just noticed that the name of my favorite shade of nail polish has something majorly in common with my name, and Alyssa's favorite shade starts with the same letter as her crush's name."
"January 15th. Dear Diary, The girls were over at my house last night, and someone flicked cookie dough ice cream at me. It couldn't have been Angela, who will only eat raspberry cheesecake ice cream, and Savannah was in the bathroom..."
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Angela likes Luke, Raspberry Cheesecake ice cream, and Sky nail polish, and she wants to be a lunch lady when she grows up.
Mandy likes Sam, Reese's Peanut Butter ice cream, and Crimson nail polish, and she still sleeps with a blankie.
Savannah likes Noah, Rocky Road ice cream, and Lime nail polish, and she hates Justin Bieber.
Alyssa likes Ben, Rainbow Sherbet ice cream, and Banana nail polish, and she loves lima beans.
Lily likes Josh, Cookie Dough ice cream, and Lavender nail polish, and she is really into cars.
<|im_start|>answer
Angela likes Luke, Raspberry Cheesecake ice cream, and Sky nail polish, and she wants to be a lunch lady when she grows up.
Mandy likes Sam, Reese's Peanut Butter ice cream, and Crimson nail polish, and she still sleeps with a blankie.
Savannah likes Noah, Rocky Road ice cream, and Lime nail polish, and she hates Justin Bieber.
Alyssa likes Ben, Rainbow Sherbet ice cream, and Banana nail polish, and she loves lima beans.
Lily likes Josh, Cookie Dough ice cream, and Lavender nail polish, and she is really into cars.
<|im_end|>
|
#52225
|
Mr. Froopaloop's Fiance
| 3.37
| 2.37
|
wimpykidfan37
|
Hans Ernest Froopaloop, Jr. will marry one of three women: Audrey, Brenda, and Charlotte. Here are some facts:
1. Of Audrey and Brenda:
a. Either they both have blue eyes or neither has blue eyes.
b. One has red hair and the other does not.
2. Of Audrey and Charlotte:
a. Either they both have red hair or neither has red hair.
b. One is 5'11" and the other is not.
3. Of Brenda and Charlotte:
a. One has blue eyes and the other does not.
b. One is 5'11" and the other is not.
4. Of the three characteristics; blue eyes, red hair and 5'11":
a. If any of the three women has exactly two of the three characteristics, Mr. Froopaloop will marry the one with the least number of characteristics.
b. If any of the three women has exactly one of the three characteristics, Mr. Froopaloop will marry the one with the greatest number of characteristics.
Who will Mr. Froopaloop marry?
|
No hint available.
|
Mr. Froopaloop will marry Charlotte.
Facts 1a and 3a tell us that Charlotte is either the only one with blue eyes or the only one without blue eyes. Facts 1b and 2a tell us that Brenda is either the only one with red hair or the only one without red hair. Facts 2b and 3b tell us that Charlotte is either the only one who is 5'11" or the only one who isn't 5'11". Fact 4 tells us that no one woman can have one characteristic while another has two characteristics. This gives us two scenarios:
1. Audrey has blue eyes, does not have red hair, and is 5'11". Brenda has blue eyes, red hair, and is 5'11". Charlotte does not have blue eyes, does not have red hair, and is not 5'11".
2. Audrey does not have blue eyes, has red hair, and is not 5'11". Brenda does not have blue eyes, does not have red hair, and is not 5'11". Charlotte has blue eyes, red hair, and is 5'11".
Fact 4a tells us that in scenario 1, Mr. Froopaloop will marry Charlotte. Fact 4b tells us that in scenario 2, Mr. Froopaloop will marry...Charlotte.
|
Logic
|
06/21/19
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Hans Ernest Froopaloop, Jr. will marry one of three women: Audrey, Brenda, and Charlotte. Here are some facts:
1. Of Audrey and Brenda:
a. Either they both have blue eyes or neither has blue eyes.
b. One has red hair and the other does not.
2. Of Audrey and Charlotte:
a. Either they both have red hair or neither has red hair.
b. One is 5'11" and the other is not.
3. Of Brenda and Charlotte:
a. One has blue eyes and the other does not.
b. One is 5'11" and the other is not.
4. Of the three characteristics; blue eyes, red hair and 5'11":
a. If any of the three women has exactly two of the three characteristics, Mr. Froopaloop will marry the one with the least number of characteristics.
b. If any of the three women has exactly one of the three characteristics, Mr. Froopaloop will marry the one with the greatest number of characteristics.
Who will Mr. Froopaloop marry?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Mr. Froopaloop will marry Charlotte.
Facts 1a and 3a tell us that Charlotte is either the only one with blue eyes or the only one without blue eyes. Facts 1b and 2a tell us that Brenda is either the only one with red hair or the only one without red hair. Facts 2b and 3b tell us that Charlotte is either the only one who is 5'11" or the only one who isn't 5'11". Fact 4 tells us that no one woman can have one characteristic while another has two characteristics. This gives us two scenarios:
1. Audrey has blue eyes, does not have red hair, and is 5'11". Brenda has blue eyes, red hair, and is 5'11". Charlotte does not have blue eyes, does not have red hair, and is not 5'11".
2. Audrey does not have blue eyes, has red hair, and is not 5'11". Brenda does not have blue eyes, does not have red hair, and is not 5'11". Charlotte has blue eyes, red hair, and is 5'11".
Fact 4a tells us that in scenario 1, Mr. Froopaloop will marry Charlotte. Fact 4b tells us that in scenario 2, Mr. Froopaloop will marry...Charlotte.
<|im_start|>answer
Mr. Froopaloop will marry Charlotte.
Facts 1a and 3a tell us that Charlotte is either the only one with blue eyes or the only one without blue eyes. Facts 1b and 2a tell us that Brenda is either the only one with red hair or the only one without red hair. Facts 2b and 3b tell us that Charlotte is either the only one who is 5'11" or the only one who isn't 5'11". Fact 4 tells us that no one woman can have one characteristic while another has two characteristics. This gives us two scenarios:
1. Audrey has blue eyes, does not have red hair, and is 5'11". Brenda has blue eyes, red hair, and is 5'11". Charlotte does not have blue eyes, does not have red hair, and is not 5'11".
2. Audrey does not have blue eyes, has red hair, and is not 5'11". Brenda does not have blue eyes, does not have red hair, and is not 5'11". Charlotte has blue eyes, red hair, and is 5'11".
Fact 4a tells us that in scenario 1, Mr. Froopaloop will marry Charlotte. Fact 4b tells us that in scenario 2, Mr. Froopaloop will marry...Charlotte.
<|im_end|>
|
#48272
|
Let The Games Begin
| 3.36
| 2.73
|
harmonize9
|
Assassin is a popular game on college campuses. The game consists of several players trying to eliminate the others by means of squirting them with water pistols in order to be the last survivor. Once hit, the player is out of the game. Game play is fair play at all times and all locations, and tends to last several days depending on the number of participants and their stealth. At Troyhill University, 5 students participated in a game that only lasted four days. Can you determine each player's first name, their color, their assassin alias, how they were eliminated, and their major?
Names: Liam, Anabel, Bella, Oliver, Ethan
Colors: Red, Green, Blue, Purple, Black
Alias: Captain Dawn, Night Stalker, Dark Elf, McStealth, Billy
Capture: Caught at weekly study group, Caught helping friend with car trouble, Ambushed during sleep, Caught on the way to class, Winner
Major: Economics, Biology, Art History, Sociology, Psychology
MONDAY: Liam, the girl named Captain Dawn, and the person in purple avoided any action that day. The psychology major was able to easily catch Ethan because she already had a study group meeting with him that day. Since it was a weekly engagement, he didn't suspect a thing. Goodbye red player.
TUESDAY: Everyone tried to get in on the action today. The girl masquerading as the Dark Elf (who was wearing either black or red) and the sociology major lived to see another day. The purple player was able to catch the obliging yet naive green player by calling her and pretending he had car trouble.
WEDNESDAY: The biology major (who was still "alive") was surprised to hear that the Psychology major, who wasn't Anabel the art history major, ambushed Night Stalker as he slept in his dorm.
THURSDAY: The black player was declared the victor after luckily spotting "Billy" on his way to Mammalian Physiology, a class required by his major.
|
All names are conventional for their gender.
Mammalian physiology is a course that biology majors would take.
|
Liam, Blue, Night Stalker, Ambush, Sociology
Anabel, Green, Captain Dawn, Car, Art History
Bella, Black, Dark Elf, Winner, Psychology
Oliver, Purple, Billy, Class, Biology
Ethan, Red, McStealth, Study Group, Economics
|
Logic-Grid
|
12/08/10
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Assassin is a popular game on college campuses. The game consists of several players trying to eliminate the others by means of squirting them with water pistols in order to be the last survivor. Once hit, the player is out of the game. Game play is fair play at all times and all locations, and tends to last several days depending on the number of participants and their stealth. At Troyhill University, 5 students participated in a game that only lasted four days. Can you determine each player's first name, their color, their assassin alias, how they were eliminated, and their major?
Names: Liam, Anabel, Bella, Oliver, Ethan
Colors: Red, Green, Blue, Purple, Black
Alias: Captain Dawn, Night Stalker, Dark Elf, McStealth, Billy
Capture: Caught at weekly study group, Caught helping friend with car trouble, Ambushed during sleep, Caught on the way to class, Winner
Major: Economics, Biology, Art History, Sociology, Psychology
MONDAY: Liam, the girl named Captain Dawn, and the person in purple avoided any action that day. The psychology major was able to easily catch Ethan because she already had a study group meeting with him that day. Since it was a weekly engagement, he didn't suspect a thing. Goodbye red player.
TUESDAY: Everyone tried to get in on the action today. The girl masquerading as the Dark Elf (who was wearing either black or red) and the sociology major lived to see another day. The purple player was able to catch the obliging yet naive green player by calling her and pretending he had car trouble.
WEDNESDAY: The biology major (who was still "alive") was surprised to hear that the Psychology major, who wasn't Anabel the art history major, ambushed Night Stalker as he slept in his dorm.
THURSDAY: The black player was declared the victor after luckily spotting "Billy" on his way to Mammalian Physiology, a class required by his major.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Liam, Blue, Night Stalker, Ambush, Sociology
Anabel, Green, Captain Dawn, Car, Art History
Bella, Black, Dark Elf, Winner, Psychology
Oliver, Purple, Billy, Class, Biology
Ethan, Red, McStealth, Study Group, Economics
<|im_start|>answer
Liam, Blue, Night Stalker, Ambush, Sociology
Anabel, Green, Captain Dawn, Car, Art History
Bella, Black, Dark Elf, Winner, Psychology
Oliver, Purple, Billy, Class, Biology
Ethan, Red, McStealth, Study Group, Economics
<|im_end|>
|
#30628
|
Radical Rush
| 3.31
| 2.76
|
Question_Mark
|
Question Mark is the host of a new game show called "Radical Rush". It is a game of 4 rounds. A logic round, a rebus round, a mathematics round and a final face-off. One player is eliminated after each round, with the last player left being the winner. Each player is color-coded. Now you must work out the full names of the contestants, the age of the contestants, their color-code and which round they were eliminated in (and who won).
First names: David, Joanne, Richard, Xavier, Yvette
Last names: Bridge, Hall, Rade, Richburgh, Sands
Ages: 22, 24, 26, 29, 33
Color-codes: Red, Blue, Green, Yellow, Orange
Round Eliminated: Logic, Rebus, Maths, Face-off, Winner
Round 1 (LOGIC): This round was straight forward for Xavier, Miss Bridge and the player aged 29. The green player and the player aged 26 did not find this round as easy. It was a close call but in the end, the yellow player was eliminated.
Round 2 (REBUS): This round was slightly harder, however it was a walk in the park for Richard, who came in first place for this round. Yvette, Mr Rade and the red player did not find this round as easy. However, after she realised what she was doing wrong, The 22-year-old quickly took second place. Now it was just up to Xavier and the 29-year-old, however it was all over for Mr Rade.
Round 3 (MATHEMATICS): Once again, the difficulty level increases as the remaining three players try their math skills. No-one seemed to do particularly well here. The first place finisher was Miss Bridge. The battle for a spot in the Face-off was between Xavier and the green player. He put everything he knew into this round, however it wasn't enough to save Mr Hall, our unfortunate 33-year-old.
Face-off: Two players remain with the same goal: to become the very first winner of "Radical Rush". The 22-year-old and Mr Richburgh must race each-other in a maze. Whoever reaches the end first, wins the game. It was a race too close to call, however the red player was fast enough to steal victory from the very unfortunate orange player.
|
No hint available.
|
In order of elimination:
ROUND 1: Logic
Joanne Sands, 26, Yellow
ROUND 2: Rebus
David Rade, 29, Blue
ROUND 3: Mathematics
Richard Hall, 33, Green
ROUND 4: Face-off
Yvette Bridge, 22, Orange
WINNER
Xavier Richburgh, 24, Red
In round 1, we know that Xavier and Miss Bridge are not 26 and 29. Nor are they the green player. At the moment, it is unclear who the yellow player is.
It is not immediately clear who was eliminated from round 1. However we do know that Richard, Yvette and Xavier survived. We know that Richard is not Mr. Rade, because Mr Rade lost round 2, and Richard won.
In round 3, we find out that David was eliminated in round 2, because we know that Richard and Yvette made it to round 3, however we were unsure of Xavier. Although "Xavier and the green player" tells us that Xavier made it to round 3. It also tells us that Richard is the green player, and that Joanne is the yellow player and was eliminated in round 1, and tells us that Yvette is 22.
In the Face-off, we know that Yvette and one other player is left. That player could be Richard or Xavier. The player is red. We already know that Richard is green, so he was eliminated in round 3. However this doesn't tell us who the winner is. Well, in round 2, you can tell that Yvette is not the red player, so that means that she is the orange player and Xavier is red, and Xavier won.
You can also gather other clues with the information.
|
Logic-Grid
|
05/22/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Question Mark is the host of a new game show called "Radical Rush". It is a game of 4 rounds. A logic round, a rebus round, a mathematics round and a final face-off. One player is eliminated after each round, with the last player left being the winner. Each player is color-coded. Now you must work out the full names of the contestants, the age of the contestants, their color-code and which round they were eliminated in (and who won).
First names: David, Joanne, Richard, Xavier, Yvette
Last names: Bridge, Hall, Rade, Richburgh, Sands
Ages: 22, 24, 26, 29, 33
Color-codes: Red, Blue, Green, Yellow, Orange
Round Eliminated: Logic, Rebus, Maths, Face-off, Winner
Round 1 (LOGIC): This round was straight forward for Xavier, Miss Bridge and the player aged 29. The green player and the player aged 26 did not find this round as easy. It was a close call but in the end, the yellow player was eliminated.
Round 2 (REBUS): This round was slightly harder, however it was a walk in the park for Richard, who came in first place for this round. Yvette, Mr Rade and the red player did not find this round as easy. However, after she realised what she was doing wrong, The 22-year-old quickly took second place. Now it was just up to Xavier and the 29-year-old, however it was all over for Mr Rade.
Round 3 (MATHEMATICS): Once again, the difficulty level increases as the remaining three players try their math skills. No-one seemed to do particularly well here. The first place finisher was Miss Bridge. The battle for a spot in the Face-off was between Xavier and the green player. He put everything he knew into this round, however it wasn't enough to save Mr Hall, our unfortunate 33-year-old.
Face-off: Two players remain with the same goal: to become the very first winner of "Radical Rush". The 22-year-old and Mr Richburgh must race each-other in a maze. Whoever reaches the end first, wins the game. It was a race too close to call, however the red player was fast enough to steal victory from the very unfortunate orange player.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
In order of elimination:
ROUND 1: Logic
Joanne Sands, 26, Yellow
ROUND 2: Rebus
David Rade, 29, Blue
ROUND 3: Mathematics
Richard Hall, 33, Green
ROUND 4: Face-off
Yvette Bridge, 22, Orange
WINNER
Xavier Richburgh, 24, Red
In round 1, we know that Xavier and Miss Bridge are not 26 and 29. Nor are they the green player. At the moment, it is unclear who the yellow player is.
It is not immediately clear who was eliminated from round 1. However we do know that Richard, Yvette and Xavier survived. We know that Richard is not Mr. Rade, because Mr Rade lost round 2, and Richard won.
In round 3, we find out that David was eliminated in round 2, because we know that Richard and Yvette made it to round 3, however we were unsure of Xavier. Although "Xavier and the green player" tells us that Xavier made it to round 3. It also tells us that Richard is the green player, and that Joanne is the yellow player and was eliminated in round 1, and tells us that Yvette is 22.
In the Face-off, we know that Yvette and one other player is left. That player could be Richard or Xavier. The player is red. We already know that Richard is green, so he was eliminated in round 3. However this doesn't tell us who the winner is. Well, in round 2, you can tell that Yvette is not the red player, so that means that she is the orange player and Xavier is red, and Xavier won.
You can also gather other clues with the information.
<|im_start|>answer
In order of elimination:
ROUND 1: Logic
Joanne Sands, 26, Yellow
ROUND 2: Rebus
David Rade, 29, Blue
ROUND 3: Mathematics
Richard Hall, 33, Green
ROUND 4: Face-off
Yvette Bridge, 22, Orange
WINNER
Xavier Richburgh, 24, Red
In round 1, we know that Xavier and Miss Bridge are not 26 and 29. Nor are they the green player. At the moment, it is unclear who the yellow player is.
It is not immediately clear who was eliminated from round 1. However we do know that Richard, Yvette and Xavier survived. We know that Richard is not Mr. Rade, because Mr Rade lost round 2, and Richard won.
In round 3, we find out that David was eliminated in round 2, because we know that Richard and Yvette made it to round 3, however we were unsure of Xavier. Although "Xavier and the green player" tells us that Xavier made it to round 3. It also tells us that Richard is the green player, and that Joanne is the yellow player and was eliminated in round 1, and tells us that Yvette is 22.
In the Face-off, we know that Yvette and one other player is left. That player could be Richard or Xavier. The player is red. We already know that Richard is green, so he was eliminated in round 3. However this doesn't tell us who the winner is. Well, in round 2, you can tell that Yvette is not the red player, so that means that she is the orange player and Xavier is red, and Xavier won.
You can also gather other clues with the information.
<|im_end|>
|
#50710
|
Snail Races
| 3.31
| 2.58
|
LanceAlot
|
People have gathered from around the world to witness the 2015 snail races. Each snail was handpicked by its country to race its way across the brutal 10cm track. Try to figure out the finishing time, country of origin, and shell color for each of the five snails. Don't be discouraged if it takes a while to solve, this is a snail race after all.
1. Of Todd and the snail with the teal shell, one finished in 24 minutes and the other is from Mexico.
2. The snail from Mexico finished 3 minutes after the snail with the lime shell, who finished 1 minute before the snail with the silver shell (who wasn't Hank).
3. The snail from USA finished 2 minutes before Kipp, who finished some time before the snail from Spain.
4. Of Ralph and the Spain contestant one had the fastest time and the other had the violet shell.
5. The snail from Canada was either the one with the teal shell or the one who finished in 25 minutes.
|
No hint available.
|
Hank, 26, Spain, violet
Mike, 23, China, silver
Kipp, 24, Canada, teal
Ralph, 22, USA, lime
Todd, 25, Mexico, grey
|
Logic-Grid
|
10/19/15
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
People have gathered from around the world to witness the 2015 snail races. Each snail was handpicked by its country to race its way across the brutal 10cm track. Try to figure out the finishing time, country of origin, and shell color for each of the five snails. Don't be discouraged if it takes a while to solve, this is a snail race after all.
1. Of Todd and the snail with the teal shell, one finished in 24 minutes and the other is from Mexico.
2. The snail from Mexico finished 3 minutes after the snail with the lime shell, who finished 1 minute before the snail with the silver shell (who wasn't Hank).
3. The snail from USA finished 2 minutes before Kipp, who finished some time before the snail from Spain.
4. Of Ralph and the Spain contestant one had the fastest time and the other had the violet shell.
5. The snail from Canada was either the one with the teal shell or the one who finished in 25 minutes.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Hank, 26, Spain, violet
Mike, 23, China, silver
Kipp, 24, Canada, teal
Ralph, 22, USA, lime
Todd, 25, Mexico, grey
<|im_start|>answer
Hank, 26, Spain, violet
Mike, 23, China, silver
Kipp, 24, Canada, teal
Ralph, 22, USA, lime
Todd, 25, Mexico, grey
<|im_end|>
|
#27770
|
Cats in Spring
| 3.31
| 2.33
|
goatroper605
|
On a beautiful spring day in the park, there were five female cats walking together and gossiping about their humans. Up ahead, there were five males walking together bragging about their conquests. When the two groups met, there were five cupids flying through the air. Next thing ya know, there were five couples walking away in separate directions. The couples began talking and soon found that they had amazing things in common. Well, long story short, we all know what happens to cats that fall in love in the springtime, oh my what a racket! Can you figure out who the couples were, what treats they liked, what their favorite activity was and how many kittens each had in their litter?
Male: Punkin, Batman, Billy, Jake, Dibii
Female: Pepper, Sally, Ruby, Spot, Starbuck
Snack: Chicken, Mice, Tuna, Ice Cream, Chips
Activity: Laser, String, Sleep, Beat Up, Ball
# in Litter: 1,3,5,7,9
1. The five males were: Jake, the one that liked tuna fish & had five kittens, the one that liked Spot, the one that liked to beat up other cats, and the one that loved ice cream.
2. The five females were: Starbuck, the one that had nine kittens, the one that liked to eat chicken & chase a ball, the one that liked to sleep, and the one that liked Punkin.
3. Dibii (who had three kittens) liked to chase the laser light but not mice. On the other hand, Sally loved to chase mice but not string.
4. Batman didn't have a thing for Sally and he didn't have seven kittens. Billy, who thought of himself as very big & tough, had the most kittens & wasn't about to chase some stupid string around - what a waste of time!
5. Ruby loved to cuddle up to her male for a long afternoon nap in the sun but hated it when he ate his chips in bed. That may be the reason they didn't have the most kittens (they didn't have the least either).
6. Pepper & Punkin didn't have one kitten but they did like tuna fish.
|
No hint available.
|
Punkin=Pepper=Tuna=String=5
Batman=Spot=Chicken=Ball=1
Billy=Sally=Mice=Beat Up=9
Jake=Ruby=Chips=Sleep=7
Dibii=Starbuck=Ice Cream=Laser=3
|
Logic-Grid
|
12/29/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
On a beautiful spring day in the park, there were five female cats walking together and gossiping about their humans. Up ahead, there were five males walking together bragging about their conquests. When the two groups met, there were five cupids flying through the air. Next thing ya know, there were five couples walking away in separate directions. The couples began talking and soon found that they had amazing things in common. Well, long story short, we all know what happens to cats that fall in love in the springtime, oh my what a racket! Can you figure out who the couples were, what treats they liked, what their favorite activity was and how many kittens each had in their litter?
Male: Punkin, Batman, Billy, Jake, Dibii
Female: Pepper, Sally, Ruby, Spot, Starbuck
Snack: Chicken, Mice, Tuna, Ice Cream, Chips
Activity: Laser, String, Sleep, Beat Up, Ball
# in Litter: 1,3,5,7,9
1. The five males were: Jake, the one that liked tuna fish & had five kittens, the one that liked Spot, the one that liked to beat up other cats, and the one that loved ice cream.
2. The five females were: Starbuck, the one that had nine kittens, the one that liked to eat chicken & chase a ball, the one that liked to sleep, and the one that liked Punkin.
3. Dibii (who had three kittens) liked to chase the laser light but not mice. On the other hand, Sally loved to chase mice but not string.
4. Batman didn't have a thing for Sally and he didn't have seven kittens. Billy, who thought of himself as very big & tough, had the most kittens & wasn't about to chase some stupid string around - what a waste of time!
5. Ruby loved to cuddle up to her male for a long afternoon nap in the sun but hated it when he ate his chips in bed. That may be the reason they didn't have the most kittens (they didn't have the least either).
6. Pepper & Punkin didn't have one kitten but they did like tuna fish.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Punkin=Pepper=Tuna=String=5
Batman=Spot=Chicken=Ball=1
Billy=Sally=Mice=Beat Up=9
Jake=Ruby=Chips=Sleep=7
Dibii=Starbuck=Ice Cream=Laser=3
<|im_start|>answer
Punkin=Pepper=Tuna=String=5
Batman=Spot=Chicken=Ball=1
Billy=Sally=Mice=Beat Up=9
Jake=Ruby=Chips=Sleep=7
Dibii=Starbuck=Ice Cream=Laser=3
<|im_end|>
|
#41875
|
Murder at Brainteaser Mansion #3
| 3.25
| 2.46
|
Mystery-King
|
Five guests, Mr. Rose, Ms. Tulip, Sir Daisy, Lord Pansy and Miss Lily, were all invited to an exclusive party at Brainteaser Mansion. However, during the long, dark night, the owner of the spectacular mansion, Mr. Death, was found dead in his office. The trouble is, every member of the party went into his office, each at a different time, with a different weapon, motive and clue that incriminated them. From their statements below, can you work out who killed him?
Mr. Rose's statement: "I didn't do it. I never left a footprint because a woman did. I entered the room before the person who took in the poison. I must say though, she was in there for a quarter of an hour before someone else went in!"
Ms. Tulip's statement: "Okay, I admit it! I took in the revolver, even though my motive wasn't revenge. A man entered the room after me and his motive was either rage or blackmail."
Sir Daisy's statement: "All I know is, I did leave a fingerprint, but that doesn't explain why Miss Lily lost a hair, does it? Oh yes! The person who entered seventy minutes before me took in the lead pole."
Lord Pansy's statement: "I entered after a woman, who did not take in rope because the last person to visit him did. I was in there for more than thirty-five minutes confronting Mr. Death with my motive, which, may I say, wasn't greed or blackmail."
Miss Lily's statement: "Yes, you caught me! My motive was jealousy, but it wasn't as bad as that man's blackmail motive, who entered at five minutes past nine. I entered before another man who left the incriminating clue of the blood drop."
The person who entered the room at half past ten is the real killer. Who did it?
|
No hint available.
|
Mr. Rose, Dagger, Blackmail, Note, 9:05
Ms. Tulip, Revolver, Greed, Footprint, 11:25
Sir Daisy, Rope, Rage, Fingerprint, 11:55
Lord Pansy, Lead pole, Revenge, Blood, 10:45
Miss Lily, Poison, Jealousy, Hair, 10:30
Therefore, Miss Lily was the real killer.
|
Logic-Grid
|
05/10/08
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five guests, Mr. Rose, Ms. Tulip, Sir Daisy, Lord Pansy and Miss Lily, were all invited to an exclusive party at Brainteaser Mansion. However, during the long, dark night, the owner of the spectacular mansion, Mr. Death, was found dead in his office. The trouble is, every member of the party went into his office, each at a different time, with a different weapon, motive and clue that incriminated them. From their statements below, can you work out who killed him?
Mr. Rose's statement: "I didn't do it. I never left a footprint because a woman did. I entered the room before the person who took in the poison. I must say though, she was in there for a quarter of an hour before someone else went in!"
Ms. Tulip's statement: "Okay, I admit it! I took in the revolver, even though my motive wasn't revenge. A man entered the room after me and his motive was either rage or blackmail."
Sir Daisy's statement: "All I know is, I did leave a fingerprint, but that doesn't explain why Miss Lily lost a hair, does it? Oh yes! The person who entered seventy minutes before me took in the lead pole."
Lord Pansy's statement: "I entered after a woman, who did not take in rope because the last person to visit him did. I was in there for more than thirty-five minutes confronting Mr. Death with my motive, which, may I say, wasn't greed or blackmail."
Miss Lily's statement: "Yes, you caught me! My motive was jealousy, but it wasn't as bad as that man's blackmail motive, who entered at five minutes past nine. I entered before another man who left the incriminating clue of the blood drop."
The person who entered the room at half past ten is the real killer. Who did it?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Mr. Rose, Dagger, Blackmail, Note, 9:05
Ms. Tulip, Revolver, Greed, Footprint, 11:25
Sir Daisy, Rope, Rage, Fingerprint, 11:55
Lord Pansy, Lead pole, Revenge, Blood, 10:45
Miss Lily, Poison, Jealousy, Hair, 10:30
Therefore, Miss Lily was the real killer.
<|im_start|>answer
Mr. Rose, Dagger, Blackmail, Note, 9:05
Ms. Tulip, Revolver, Greed, Footprint, 11:25
Sir Daisy, Rope, Rage, Fingerprint, 11:55
Lord Pansy, Lead pole, Revenge, Blood, 10:45
Miss Lily, Poison, Jealousy, Hair, 10:30
Therefore, Miss Lily was the real killer.
<|im_end|>
|
#52499
|
Birth Months
| 3.25
| 1.52
|
wimpykidfan37
|
Four sisters, Sara, Ophelia, Nora, and Dawn, were each born in a different one of the months September, October, November, and December.
"This is terrible," said Ophelia one day. "None of us have an initial that matches the initial of her birth month."
"I don't mind at all," replied the girl who was born in September.
"That's easy for you to say," said Nora. "It would at least be cool if the initial of my birth month was a vowel, but no."
In which month was each girl born?
|
No hint available.
|
Sara was born in October, Ophelia was born in November, Nora was born in December, and Dawn was born in September.
Nora's birth month obviously cannot be November. Since it doesn't start with a vowel, it cannot be October. Since she was talking to the girl who was born in September, it cannot be September. Therefore, it must be December.
The girl born in September obviously cannot be Sara. Since she was talking to both Ophelia and Nora, it cannot be either of them. Therefore, it must be Dawn.
This leaves the girls Sara and Ophelia and the months October and November. Ophelia cannot be born in October, so she must be born in November, and Sara was born in October.
|
Logic
|
11/19/20
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Four sisters, Sara, Ophelia, Nora, and Dawn, were each born in a different one of the months September, October, November, and December.
"This is terrible," said Ophelia one day. "None of us have an initial that matches the initial of her birth month."
"I don't mind at all," replied the girl who was born in September.
"That's easy for you to say," said Nora. "It would at least be cool if the initial of my birth month was a vowel, but no."
In which month was each girl born?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Sara was born in October, Ophelia was born in November, Nora was born in December, and Dawn was born in September.
Nora's birth month obviously cannot be November. Since it doesn't start with a vowel, it cannot be October. Since she was talking to the girl who was born in September, it cannot be September. Therefore, it must be December.
The girl born in September obviously cannot be Sara. Since she was talking to both Ophelia and Nora, it cannot be either of them. Therefore, it must be Dawn.
This leaves the girls Sara and Ophelia and the months October and November. Ophelia cannot be born in October, so she must be born in November, and Sara was born in October.
<|im_start|>answer
Sara was born in October, Ophelia was born in November, Nora was born in December, and Dawn was born in September.
Nora's birth month obviously cannot be November. Since it doesn't start with a vowel, it cannot be October. Since she was talking to the girl who was born in September, it cannot be September. Therefore, it must be December.
The girl born in September obviously cannot be Sara. Since she was talking to both Ophelia and Nora, it cannot be either of them. Therefore, it must be Dawn.
This leaves the girls Sara and Ophelia and the months October and November. Ophelia cannot be born in October, so she must be born in November, and Sara was born in October.
<|im_end|>
|
#23185
|
Girlfriend Appreciation Day
| 3.24
| 2.93
|
cinnamon30
|
Five brothers share a common trait of forgetfulness that has gotten them in hot water with their girlfriends. After a string of forgotten birthdays, anniversaries and even dates, the brothers' girlfriends were fed up. After a brainstorming session, the brothers devised a new holiday - Girlfriend Appreciation Day. For the big day, the five brothers have dates with their girlfriends. Each one bought a different gift and a dozen roses of a different color. Each couple is going to a different destination on their date. Determine each brother's name, the name of their girlfriend, the gift and color of roses he is giving her, and their date destination.
Brothers - Ted, Tim, Tom, Travis, Tyler
Girls - Andrea, Brooke, Jessica, Laura, Vanessa
Gift - Bracelet, Candy, Music Box, Necklace, Ring
Color of Roses - Pale Purple, Pink, White, Red, Yellow
Date Destinations - Basketball Game, Dinner, Ice-Skating, Movie, Theater
1. The five brothers are: Tyler, the brother giving his girlfriend the ring and red roses, the one giving his girlfriend pink roses, the one taking Laura to a movie, and the one taking his girlfriend ice-skating.
2. The five girlfriends are: Andrea (who isn't going to the basketball game), the woman getting the ring, Brooke (who isn't getting the bracelet); Ted's girlfriend, and the one getting the candy and the yellow roses.
3. The brother taking his girlfriend to the movie is either Tim or Tyler (who isn't giving his girlfriend the necklace).
4. Vanessa and Ted's girlfriend (who isn't receiving the necklace) are, in some order, the woman going to the theater and the one receiving white roses.
5. Neither Travis nor Tom (whose girlfriend isn't Andrea) is taking his girlfriend to the basketball game.
|
Anything in parentheses refers to the word immediately before the parentheses. For example: In Clue 3 Tyler is not giving his girlfriend the necklace.
|
Ted, Jessica, Bracelet, White, Ice-Skating
Tim, Laura, Candy, Yellow, Movie
Tom, Vanessa, Ring, Red, Theater
Travis, Andrea, necklace, Pink, Dinner
Tyler, Brooke, Music Box, Pale Purple, Basketball Game
|
Logic-Grid
|
05/26/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five brothers share a common trait of forgetfulness that has gotten them in hot water with their girlfriends. After a string of forgotten birthdays, anniversaries and even dates, the brothers' girlfriends were fed up. After a brainstorming session, the brothers devised a new holiday - Girlfriend Appreciation Day. For the big day, the five brothers have dates with their girlfriends. Each one bought a different gift and a dozen roses of a different color. Each couple is going to a different destination on their date. Determine each brother's name, the name of their girlfriend, the gift and color of roses he is giving her, and their date destination.
Brothers - Ted, Tim, Tom, Travis, Tyler
Girls - Andrea, Brooke, Jessica, Laura, Vanessa
Gift - Bracelet, Candy, Music Box, Necklace, Ring
Color of Roses - Pale Purple, Pink, White, Red, Yellow
Date Destinations - Basketball Game, Dinner, Ice-Skating, Movie, Theater
1. The five brothers are: Tyler, the brother giving his girlfriend the ring and red roses, the one giving his girlfriend pink roses, the one taking Laura to a movie, and the one taking his girlfriend ice-skating.
2. The five girlfriends are: Andrea (who isn't going to the basketball game), the woman getting the ring, Brooke (who isn't getting the bracelet); Ted's girlfriend, and the one getting the candy and the yellow roses.
3. The brother taking his girlfriend to the movie is either Tim or Tyler (who isn't giving his girlfriend the necklace).
4. Vanessa and Ted's girlfriend (who isn't receiving the necklace) are, in some order, the woman going to the theater and the one receiving white roses.
5. Neither Travis nor Tom (whose girlfriend isn't Andrea) is taking his girlfriend to the basketball game.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Ted, Jessica, Bracelet, White, Ice-Skating
Tim, Laura, Candy, Yellow, Movie
Tom, Vanessa, Ring, Red, Theater
Travis, Andrea, necklace, Pink, Dinner
Tyler, Brooke, Music Box, Pale Purple, Basketball Game
<|im_start|>answer
Ted, Jessica, Bracelet, White, Ice-Skating
Tim, Laura, Candy, Yellow, Movie
Tom, Vanessa, Ring, Red, Theater
Travis, Andrea, necklace, Pink, Dinner
Tyler, Brooke, Music Box, Pale Purple, Basketball Game
<|im_end|>
|
#48453
|
First Day on the Job
| 3.24
| 2.5
|
MarcM1098
|
It's your first day on the job. Your team member's introductions went so fast; it's all a blur. There are three males: Alex, Carlos and Edward, and two females: Brenda and Deborah. The other employees are all celebrating a work anniversary this week, for being with the company either 1, 3, 5, 10, or 20 years. Each of them has been using the same form of transportation for their entire career. Try to piece together what each person's role is, how they get to work, and how long they have been with the company.
1. Alex has been at work longer than the engineer but not as long as the bus rider.
2. Because she takes public transit, Brenda can do the crossword on her way to work.
3. Carlos has been on the job exactly twice as long as the manager.
4. Either Deborah or the one who takes the train just received their 10 year service award.
5. Edward's last promotion was 2 years ago when he became a specialist.
6. The developer doesn't always get a seat and sometimes has to stand on the way to work.
7. The architect role requires at least 6 years of on-the-job experience.
8. The engineer can leave whenever she wants, she isn't tied down to a particular transit schedule.
9. The subway was built 8 years ago.
10. The owner of the motorcycle has been using it to come to work for more than 6 years.
11. On the day of the snowstorm last week, only Alex and the Manager arrived on time; everyone who relied on the roads (bus, car, motorcycle) was late.
|
By clue 1 and 10, the engineer cannot own the motorcycle.
Based on the above and several other clues, Brenda can only take the subway or train. By clue 11, Alex can also only take the subway or train. Therefore, the other three people cannot take the subway or train.
|
Alex is the developer; he has taken the subway for 3 years.
Brenda is the manager; she has taken the train for 10 years.
Carlos is the architect; he has taken a motorcycle for 20 years.
Deborah is the engineer; she has taken a car for 1 year.
Edward is the specialist; he has taken the bus for 5 years.
|
Logic-Grid
|
02/19/11
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
It's your first day on the job. Your team member's introductions went so fast; it's all a blur. There are three males: Alex, Carlos and Edward, and two females: Brenda and Deborah. The other employees are all celebrating a work anniversary this week, for being with the company either 1, 3, 5, 10, or 20 years. Each of them has been using the same form of transportation for their entire career. Try to piece together what each person's role is, how they get to work, and how long they have been with the company.
1. Alex has been at work longer than the engineer but not as long as the bus rider.
2. Because she takes public transit, Brenda can do the crossword on her way to work.
3. Carlos has been on the job exactly twice as long as the manager.
4. Either Deborah or the one who takes the train just received their 10 year service award.
5. Edward's last promotion was 2 years ago when he became a specialist.
6. The developer doesn't always get a seat and sometimes has to stand on the way to work.
7. The architect role requires at least 6 years of on-the-job experience.
8. The engineer can leave whenever she wants, she isn't tied down to a particular transit schedule.
9. The subway was built 8 years ago.
10. The owner of the motorcycle has been using it to come to work for more than 6 years.
11. On the day of the snowstorm last week, only Alex and the Manager arrived on time; everyone who relied on the roads (bus, car, motorcycle) was late.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Alex is the developer; he has taken the subway for 3 years.
Brenda is the manager; she has taken the train for 10 years.
Carlos is the architect; he has taken a motorcycle for 20 years.
Deborah is the engineer; she has taken a car for 1 year.
Edward is the specialist; he has taken the bus for 5 years.
<|im_start|>answer
Alex is the developer; he has taken the subway for 3 years.
Brenda is the manager; she has taken the train for 10 years.
Carlos is the architect; he has taken a motorcycle for 20 years.
Deborah is the engineer; she has taken a car for 1 year.
Edward is the specialist; he has taken the bus for 5 years.
<|im_end|>
|
#21087
|
Grandmas and Trolls
| 3.22
| 1.39
|
Gandalf
|
You are on your way to visit your Grandma, who lives at the end of the valley. It's her birthday, and you want to give her the cakes you've made.
Between your house and her house, you have to cross 7 bridges, and as it goes in the land of make believe, there is a troll under every bridge! Each troll, quite rightly, insists that you pay a troll toll. Before you can cross their bridge, you have to give them half of the cakes you are carrying, but as they are kind trolls, they each give you back a single cake.
How many cakes do you have to leave home with to make sure that you arrive at Grandma's with exactly 2 cakes?
|
No hint available.
|
2: At each bridge you are required to give half of your cakes, and you receive one back. Which leaves you with 2 cakes after every bridge.
|
Math
|
02/18/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
You are on your way to visit your Grandma, who lives at the end of the valley. It's her birthday, and you want to give her the cakes you've made.
Between your house and her house, you have to cross 7 bridges, and as it goes in the land of make believe, there is a troll under every bridge! Each troll, quite rightly, insists that you pay a troll toll. Before you can cross their bridge, you have to give them half of the cakes you are carrying, but as they are kind trolls, they each give you back a single cake.
How many cakes do you have to leave home with to make sure that you arrive at Grandma's with exactly 2 cakes?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
2: At each bridge you are required to give half of your cakes, and you receive one back. Which leaves you with 2 cakes after every bridge.
<|im_start|>answer
2: At each bridge you are required to give half of your cakes, and you receive one back. Which leaves you with 2 cakes after every bridge.
<|im_end|>
|
#23985
|
Ballroom Dancing
| 3.21
| 2.5
|
tjm531
|
Once a year, a ballroom dancing extravaganza at the local country club is the social event of the season. Each of five distinguished pairs stole the spotlight in a different dance, earning them not only the admiration of all those present but also a romantic dinner for two at the club on an evening of their choice. From the information provided, determine the husband and wife who comprise each couple and their shared surname, as well as the type of dance in which each couple excelled.
Husbands: Andrew, Bradley, Logan, Nathan, Stewart
Wives: Audrey, Lorraine, Margaret, Phyllis, Vanessa
Surname: Kavanaugh, Levy, Moylan, Northrop, Powell
Dance: Fox Trot, Jitterbug, Mambo, Tango, Waltz
1. Bradley (who didn't do the jitterbug) isn't Mr. Northrop.
2. Phyllis's surname is Moylan
3. Neither Margaret (who isn't Ms. Northrop) nor Audrey is either the woman who danced the jitterbug with Mr. Levy (who isn't Nathan) or the one who danced the tango with her companion.
4. Stewart (who isn't surnamed Levy) isn't the man who danced the fox trot and Vanessa wasn't his partner.
5. Neither Audrey nor the woman who danced a stunning waltz is married to Mr. Powell (who isn't Bradley).
6. Lorraine didn't dance the tango.
7. Audrey isn't Ms. Northrop and Margaret isn't the woman who danced the mambo with her husband.
8. Andrew's last name is Kavanaugh.
|
The statement "Neither Audrey nor the woman who danced a stunning waltz is married to Mr. Powell..." means more than just that.
|
Andrew & Audrey Kavanaugh; mambo
Bradley & Phyllis Moylan; tango
Logan & Vanessa Levy; jitterbug
Nathan & Margaret Powell; fox trot
Stewart & Lorraine Northrop; waltz
|
Logic-Grid
|
06/27/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Once a year, a ballroom dancing extravaganza at the local country club is the social event of the season. Each of five distinguished pairs stole the spotlight in a different dance, earning them not only the admiration of all those present but also a romantic dinner for two at the club on an evening of their choice. From the information provided, determine the husband and wife who comprise each couple and their shared surname, as well as the type of dance in which each couple excelled.
Husbands: Andrew, Bradley, Logan, Nathan, Stewart
Wives: Audrey, Lorraine, Margaret, Phyllis, Vanessa
Surname: Kavanaugh, Levy, Moylan, Northrop, Powell
Dance: Fox Trot, Jitterbug, Mambo, Tango, Waltz
1. Bradley (who didn't do the jitterbug) isn't Mr. Northrop.
2. Phyllis's surname is Moylan
3. Neither Margaret (who isn't Ms. Northrop) nor Audrey is either the woman who danced the jitterbug with Mr. Levy (who isn't Nathan) or the one who danced the tango with her companion.
4. Stewart (who isn't surnamed Levy) isn't the man who danced the fox trot and Vanessa wasn't his partner.
5. Neither Audrey nor the woman who danced a stunning waltz is married to Mr. Powell (who isn't Bradley).
6. Lorraine didn't dance the tango.
7. Audrey isn't Ms. Northrop and Margaret isn't the woman who danced the mambo with her husband.
8. Andrew's last name is Kavanaugh.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Andrew & Audrey Kavanaugh; mambo
Bradley & Phyllis Moylan; tango
Logan & Vanessa Levy; jitterbug
Nathan & Margaret Powell; fox trot
Stewart & Lorraine Northrop; waltz
<|im_start|>answer
Andrew & Audrey Kavanaugh; mambo
Bradley & Phyllis Moylan; tango
Logan & Vanessa Levy; jitterbug
Nathan & Margaret Powell; fox trot
Stewart & Lorraine Northrop; waltz
<|im_end|>
|
#24967
|
Bertie Bott's Every Flavour Fiasco
| 3.21
| 1.61
|
grinnychick
|
Harry and his friends decide to share the last of a packet of Bertie Bott's Every Flavour beans. None were impressed with the flavour of their bean, so each decided to show off their skills by casting a different spell on them. Who cast what spell on which bean?
(Note: Primary colours refer to those of pigments, ie blue, red and yellow.)
Friends: Harry, Ron, Hermione, Neville and Hagrid
Colours: Green, Blue, Red, Orange and Purple
Flavours: Vomit, Earwax, Cardboard, Snot and Mud
Spell: Vanishing, Speaking, Levitating, Exploding and Growing
1. The boy with the cardboard flavoured bean cast a spell which made noise. The earwax flavoured bean was very quiet.
2. Harry's bean was a primary colour.
3. Hermione's bean, which was not purple, grew almost out of control.
4. The red vomit flavoured bean was levitated.
5. Hagrid's bean, which was not a primary colour, exploded after a failed illuminating spell.
6. Neville's orange bean did not speak.
7. The green bean questioned where the orange bean had gone.
8. The snot flavoured bean was blue. The green bean did not taste like earwax. The purple bean was mud flavoured.
|
No hint available.
|
Harry levitated the red vomit flavoured bean.
Ron made the green cardboard flavoured bean speak uncontrollably.
Hermione made the blue snot flavoured bean grow.
Neville made his orange earwax flavoured bean disappear, much to his disappointment as he wanted it to multiply.
Hagrid exploded his purple mud flavoured bean.
|
Logic-Grid
|
07/30/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Harry and his friends decide to share the last of a packet of Bertie Bott's Every Flavour beans. None were impressed with the flavour of their bean, so each decided to show off their skills by casting a different spell on them. Who cast what spell on which bean?
(Note: Primary colours refer to those of pigments, ie blue, red and yellow.)
Friends: Harry, Ron, Hermione, Neville and Hagrid
Colours: Green, Blue, Red, Orange and Purple
Flavours: Vomit, Earwax, Cardboard, Snot and Mud
Spell: Vanishing, Speaking, Levitating, Exploding and Growing
1. The boy with the cardboard flavoured bean cast a spell which made noise. The earwax flavoured bean was very quiet.
2. Harry's bean was a primary colour.
3. Hermione's bean, which was not purple, grew almost out of control.
4. The red vomit flavoured bean was levitated.
5. Hagrid's bean, which was not a primary colour, exploded after a failed illuminating spell.
6. Neville's orange bean did not speak.
7. The green bean questioned where the orange bean had gone.
8. The snot flavoured bean was blue. The green bean did not taste like earwax. The purple bean was mud flavoured.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Harry levitated the red vomit flavoured bean.
Ron made the green cardboard flavoured bean speak uncontrollably.
Hermione made the blue snot flavoured bean grow.
Neville made his orange earwax flavoured bean disappear, much to his disappointment as he wanted it to multiply.
Hagrid exploded his purple mud flavoured bean.
<|im_start|>answer
Harry levitated the red vomit flavoured bean.
Ron made the green cardboard flavoured bean speak uncontrollably.
Hermione made the blue snot flavoured bean grow.
Neville made his orange earwax flavoured bean disappear, much to his disappointment as he wanted it to multiply.
Hagrid exploded his purple mud flavoured bean.
<|im_end|>
|
#28457
|
Pauline's Five Men in Europe
| 3.21
| 2.52
|
teaserboy
|
All of Pauline's favorite male relatives live in Europe. They are her father, her uncle, her first cousin, her brother, and her husband. In no particular order, their names are Daniel, Edgar, Wilfred, Luther, and Walter. Although they all live in Europe, no two men live in the same city. The cities in which they live are London, Paris, Rome, Madrid, and Berlin. From the clues given, try to determine not only the city in which each man lives and his relationship to Pauline, but his occupation as well, be it diplomat, correspondent, student, artist or professor. Assume her husband is only related to the other men through marriage to her.
1. The man in Berlin is the father of the correspondent and the diplomat is the father of the man in Paris.
2. Luther is the son of the man in Rome and Walter is the artist's son.
3. Daniel is the father of the man in Madrid and Wilfred is the father of the student.
4. Her cousin does not live in Paris.
|
No hint available.
|
Daniel-Uncle-Berlin-Artist
Edgar-Husband-London-Professor
Wilfred-Father-Rome-Diplomat
Luther-Brother-Paris-Student
Walter-Cousin-Madrid-Correspondent
|
Logic-Grid
|
02/05/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
All of Pauline's favorite male relatives live in Europe. They are her father, her uncle, her first cousin, her brother, and her husband. In no particular order, their names are Daniel, Edgar, Wilfred, Luther, and Walter. Although they all live in Europe, no two men live in the same city. The cities in which they live are London, Paris, Rome, Madrid, and Berlin. From the clues given, try to determine not only the city in which each man lives and his relationship to Pauline, but his occupation as well, be it diplomat, correspondent, student, artist or professor. Assume her husband is only related to the other men through marriage to her.
1. The man in Berlin is the father of the correspondent and the diplomat is the father of the man in Paris.
2. Luther is the son of the man in Rome and Walter is the artist's son.
3. Daniel is the father of the man in Madrid and Wilfred is the father of the student.
4. Her cousin does not live in Paris.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Daniel-Uncle-Berlin-Artist
Edgar-Husband-London-Professor
Wilfred-Father-Rome-Diplomat
Luther-Brother-Paris-Student
Walter-Cousin-Madrid-Correspondent
<|im_start|>answer
Daniel-Uncle-Berlin-Artist
Edgar-Husband-London-Professor
Wilfred-Father-Rome-Diplomat
Luther-Brother-Paris-Student
Walter-Cousin-Madrid-Correspondent
<|im_end|>
|
#29387
|
Inventions, Inventions!
| 3.21
| 2.18
|
Winner4600
|
Dave, John, Cara, Robbie, and Kate are five budding inventors. Their newest inventions? Each has combined a popular ingredient with a drink! Figure out who's who, what their "mix" is, and when they each invented their product.
1. The five inventors are Dave, Ms. Roberts, the "Potato Man", the July inventor, and the one who added an ingredient to lemonade.
2. No one's first name is similar to their last name.
3. Kate made a peanut smoothie.
4. Winter in the Northern Hemisphere seemed to be a "hot" invention time - both John and Cara concocted something then!
5. Marshmallows were incorporated into Kay's creation. Chocolate was in Davidson's.
6. Banana Vodka was a spur of the moment brainstorm.
7. April just happened to be "chocolate season", at least for Robbie.
8. Believe it or not, potato cocktails were very popular in January!
|
No hint available.
|
Dave Kay, Marshmallow Soda, October
John Cora, Potato Cocktail, January
Cara Roberts, Banana Vodka, February
Robbie Davidson, Chocolate Lemonade, April
Kate Johnson, Peanut Smoothie, July
|
Logic-Grid
|
03/28/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Dave, John, Cara, Robbie, and Kate are five budding inventors. Their newest inventions? Each has combined a popular ingredient with a drink! Figure out who's who, what their "mix" is, and when they each invented their product.
1. The five inventors are Dave, Ms. Roberts, the "Potato Man", the July inventor, and the one who added an ingredient to lemonade.
2. No one's first name is similar to their last name.
3. Kate made a peanut smoothie.
4. Winter in the Northern Hemisphere seemed to be a "hot" invention time - both John and Cara concocted something then!
5. Marshmallows were incorporated into Kay's creation. Chocolate was in Davidson's.
6. Banana Vodka was a spur of the moment brainstorm.
7. April just happened to be "chocolate season", at least for Robbie.
8. Believe it or not, potato cocktails were very popular in January!
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Dave Kay, Marshmallow Soda, October
John Cora, Potato Cocktail, January
Cara Roberts, Banana Vodka, February
Robbie Davidson, Chocolate Lemonade, April
Kate Johnson, Peanut Smoothie, July
<|im_start|>answer
Dave Kay, Marshmallow Soda, October
John Cora, Potato Cocktail, January
Cara Roberts, Banana Vodka, February
Robbie Davidson, Chocolate Lemonade, April
Kate Johnson, Peanut Smoothie, July
<|im_end|>
|
#26068
|
Weather or Not
| 3.2
| 2.54
|
mejoza
|
There are five weather forecasters getting ready for a weekend forecast. Each forecaster is predicting different weather and is choosing a suit and "tie" (yes, the women, too) of different color combinations. There are 3 men (John, Matt and Tim) and 2 women (Karen and Sarah).
Can you determine the color of the suit, the color and pattern of the tie, and the weather prediction for each forecaster?
1. The forecaster who wore a black suit did not predict snow or rain.
2. Many viewers called in to comment on the whimsically printed tan tie and brown suit combination.
3. The five forecasters were: Matt, the woman who predicted high winds, the person in a black suit, the man with a striped tie, and the woman in an olive suit.
4. A solid white tie was chosen to represent the snowy forecast that day.
5. John's orange tie was hated by his wife.
6. Sarah had a teal colored tie which was not floral.
7. Tim predicted sun and did not wear brown or black.
8. The man who predicted rain did not wear a striped tie.
9. The blue suit was worn by a man.
|
No hint available.
|
John, black suit, orange floral tie, foggy
Tim, blue suit, striped pink tie, sunny
Sarah, gray suit, dotted teal tie, windy
Matt, brown suit, whimsical tan tie, rainy
Karen, olive suit, solid white tie, snowy
|
Logic-Grid
|
09/24/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
There are five weather forecasters getting ready for a weekend forecast. Each forecaster is predicting different weather and is choosing a suit and "tie" (yes, the women, too) of different color combinations. There are 3 men (John, Matt and Tim) and 2 women (Karen and Sarah).
Can you determine the color of the suit, the color and pattern of the tie, and the weather prediction for each forecaster?
1. The forecaster who wore a black suit did not predict snow or rain.
2. Many viewers called in to comment on the whimsically printed tan tie and brown suit combination.
3. The five forecasters were: Matt, the woman who predicted high winds, the person in a black suit, the man with a striped tie, and the woman in an olive suit.
4. A solid white tie was chosen to represent the snowy forecast that day.
5. John's orange tie was hated by his wife.
6. Sarah had a teal colored tie which was not floral.
7. Tim predicted sun and did not wear brown or black.
8. The man who predicted rain did not wear a striped tie.
9. The blue suit was worn by a man.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
John, black suit, orange floral tie, foggy
Tim, blue suit, striped pink tie, sunny
Sarah, gray suit, dotted teal tie, windy
Matt, brown suit, whimsical tan tie, rainy
Karen, olive suit, solid white tie, snowy
<|im_start|>answer
John, black suit, orange floral tie, foggy
Tim, blue suit, striped pink tie, sunny
Sarah, gray suit, dotted teal tie, windy
Matt, brown suit, whimsical tan tie, rainy
Karen, olive suit, solid white tie, snowy
<|im_end|>
|
#22588
|
A Day at the Zoo
| 3.19
| 1.82
|
kellgo
|
Three boys (Jake, Anthony and Carlos) and two girls (Abigail and Paige) went on a trip to the zoo. All five kids have five different favorite animals that they want to see: monkeys, alligators, bears, lions, and giraffes. Each of the five children ate one of the five different things as a snack: popcorn, chips, pretzel, nachos with chips and cheese, or crackers. Each child bought one souvenir: a stuffed rabbit, a lion t-shirt, a key chain, a plastic snake, or a stuffed monkey. Figure out from the clues below which child likes which animal, who ate what for snack, and who bought what for a souvenir.
One of the kids got so excited to see their favorite animal, the alligators, that they spilt their popcorn all over the place.
Paige really didn't want to see the alligator exhibit because she doesn't like reptiles or anything that has scales.
The stuffed monkey got a little bit of nacho cheese on its face from its owner's kisses.
All day after visiting the zoo, Jake kept making lion noises, even in his sleep!
Abigail and Carlos both got a snack that involved chips.
The kid who bought the t-shirt loved it so much that he slept in it despite pretzel crumbs getting into his bed.
The nacho lovers' favorite animal is the monkey, which is why they wanted to go that exhibit.
None of the boys bought a stuffed animal.
The kid who got the keychain picked the one with their favorite animal, the alligator, on it.
One of the girls just loved the new bear exhibit. It was her favorite part of the day.
|
No hint available.
|
Jake: lions, pretzels, t-shirt
Anthony: alligators, popcorn, keychain
Carlos: giraffe, chips, plastic snake
Abigail: monkeys, nachos, stuffed monkey
Paige: bears, crackers, stuffed rabbit
|
Logic-Grid
|
05/01/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Three boys (Jake, Anthony and Carlos) and two girls (Abigail and Paige) went on a trip to the zoo. All five kids have five different favorite animals that they want to see: monkeys, alligators, bears, lions, and giraffes. Each of the five children ate one of the five different things as a snack: popcorn, chips, pretzel, nachos with chips and cheese, or crackers. Each child bought one souvenir: a stuffed rabbit, a lion t-shirt, a key chain, a plastic snake, or a stuffed monkey. Figure out from the clues below which child likes which animal, who ate what for snack, and who bought what for a souvenir.
One of the kids got so excited to see their favorite animal, the alligators, that they spilt their popcorn all over the place.
Paige really didn't want to see the alligator exhibit because she doesn't like reptiles or anything that has scales.
The stuffed monkey got a little bit of nacho cheese on its face from its owner's kisses.
All day after visiting the zoo, Jake kept making lion noises, even in his sleep!
Abigail and Carlos both got a snack that involved chips.
The kid who bought the t-shirt loved it so much that he slept in it despite pretzel crumbs getting into his bed.
The nacho lovers' favorite animal is the monkey, which is why they wanted to go that exhibit.
None of the boys bought a stuffed animal.
The kid who got the keychain picked the one with their favorite animal, the alligator, on it.
One of the girls just loved the new bear exhibit. It was her favorite part of the day.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Jake: lions, pretzels, t-shirt
Anthony: alligators, popcorn, keychain
Carlos: giraffe, chips, plastic snake
Abigail: monkeys, nachos, stuffed monkey
Paige: bears, crackers, stuffed rabbit
<|im_start|>answer
Jake: lions, pretzels, t-shirt
Anthony: alligators, popcorn, keychain
Carlos: giraffe, chips, plastic snake
Abigail: monkeys, nachos, stuffed monkey
Paige: bears, crackers, stuffed rabbit
<|im_end|>
|
#39315
|
Halloween Party
| 3.19
| 2.41
|
dreamlvr1432
|
Happy Hauntings costume store threw their annual Halloween party, complete with food, dancing, and a little friendly competition. The company arranged 5 competitions (bobbing for apples, ring toss, scavenger hunt, pumpkin carving, and a scariest costume contest), with 5 different prizes (movie premier tickets, theater tickets, 4 passes to a local amusement park, and 2 gift certificates to a local restaurant). Each competition was won by a different employee, wearing a different costume purchased from the Happy Hauntings store. Can you determine the full name of each employee, what costume they wore, what contest they won, and which prize they received?
1) Belinda did not bob for apples, but she did win a gift certificate, which she shared with the man who won the tickets to the theater.
2) The 5 employees were: Amy, Mr. Brown, the one who dressed as a bat, the one who won the theater tickets, and the woman who won the pumpkin carving contest (who did not win movie tickets).
3) Robert, John, and Mary have the same last initial.
4) The women's costumes were: the one worn by Ms. Smith, the one worn by the woman who won the ring toss, and the skeleton.
5) During dinner, John sat at the same table as Frankenstein, the skeleton, and the woman who won the apple bobbing contest (who was not dressed as Dracula). The bat sat 2 tables over.
6) The man who won scariest costume received a $50 gift certificate, which he later used to take Ms. Black to dinner.
7) Later that week, John Beals went to dinner with the woman dressed as a bat, after they went to the theater, using the prizes they won at the party.
|
No hint available.
|
Amy Smith, ghost, bobbing for apples, movie tickets
Robert Brown, Frankenstein, scariest costume, $50 gift certificate
Belinda Martinez, bat, ring toss, $20 gift certificate
John Beals, Dracula, scavenger hunt, theater tickets
Mary Black, skeleton, pumpkin carving, amusement park passes
|
Logic-Grid
|
11/22/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Happy Hauntings costume store threw their annual Halloween party, complete with food, dancing, and a little friendly competition. The company arranged 5 competitions (bobbing for apples, ring toss, scavenger hunt, pumpkin carving, and a scariest costume contest), with 5 different prizes (movie premier tickets, theater tickets, 4 passes to a local amusement park, and 2 gift certificates to a local restaurant). Each competition was won by a different employee, wearing a different costume purchased from the Happy Hauntings store. Can you determine the full name of each employee, what costume they wore, what contest they won, and which prize they received?
1) Belinda did not bob for apples, but she did win a gift certificate, which she shared with the man who won the tickets to the theater.
2) The 5 employees were: Amy, Mr. Brown, the one who dressed as a bat, the one who won the theater tickets, and the woman who won the pumpkin carving contest (who did not win movie tickets).
3) Robert, John, and Mary have the same last initial.
4) The women's costumes were: the one worn by Ms. Smith, the one worn by the woman who won the ring toss, and the skeleton.
5) During dinner, John sat at the same table as Frankenstein, the skeleton, and the woman who won the apple bobbing contest (who was not dressed as Dracula). The bat sat 2 tables over.
6) The man who won scariest costume received a $50 gift certificate, which he later used to take Ms. Black to dinner.
7) Later that week, John Beals went to dinner with the woman dressed as a bat, after they went to the theater, using the prizes they won at the party.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Amy Smith, ghost, bobbing for apples, movie tickets
Robert Brown, Frankenstein, scariest costume, $50 gift certificate
Belinda Martinez, bat, ring toss, $20 gift certificate
John Beals, Dracula, scavenger hunt, theater tickets
Mary Black, skeleton, pumpkin carving, amusement park passes
<|im_start|>answer
Amy Smith, ghost, bobbing for apples, movie tickets
Robert Brown, Frankenstein, scariest costume, $50 gift certificate
Belinda Martinez, bat, ring toss, $20 gift certificate
John Beals, Dracula, scavenger hunt, theater tickets
Mary Black, skeleton, pumpkin carving, amusement park passes
<|im_end|>
|
#23826
|
Flower Power
| 3.19
| 2.08
|
Puppypaws129
|
Five women bought five different types of flowers for different reasons on different days.
Names: Julia, Amy, Bethany, Rachel, and Kristen
Flowers: Roses, Daisies, Lilies, Tulips, and Carnations
Colors: Purple, Yellow, Pink, White, and Peach
Places or Occasions: Backyard, Park, Office, Wedding, and Birthday
Days: Monday, Tuesday, Wednesday, Thursday, and Friday
1. The flowers were purchased in the following order: tulips, the flowers for the office, the purple flowers, the roses for the park, and the white flowers bought by Julia.
2. Bethany loves flowers but is allergic, so she would never have them indoors.
3. It rained on Wednesday and Friday, because of this, the wedding and birthday party had to be moved indoors.
4. Amy bought her flowers after Rachel, but before Kristen.
5. Rachel needed something more to add to her office, so she chose peach flowers to match her curtains.
6. On Wednesday the only purple flowers available at the flower shop were daisies.
7. The pink flowers were bought after the carnations, but before the lilies.
8. The flowers for the birthday were bought after the flowers for the office, but before the flowers for the wedding.
|
No hint available.
|
Julia: Lilies, White, Wedding, Friday
Amy: Daisies, Purple, Birthday, Wednesday
Bethany: Tulips, Yellow, Backyard, Monday
Rachel: Carnations, Peach, Office, Tuesday
Kristen: Roses, Pink, Park, Thursday
|
Logic-Grid
|
06/21/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five women bought five different types of flowers for different reasons on different days.
Names: Julia, Amy, Bethany, Rachel, and Kristen
Flowers: Roses, Daisies, Lilies, Tulips, and Carnations
Colors: Purple, Yellow, Pink, White, and Peach
Places or Occasions: Backyard, Park, Office, Wedding, and Birthday
Days: Monday, Tuesday, Wednesday, Thursday, and Friday
1. The flowers were purchased in the following order: tulips, the flowers for the office, the purple flowers, the roses for the park, and the white flowers bought by Julia.
2. Bethany loves flowers but is allergic, so she would never have them indoors.
3. It rained on Wednesday and Friday, because of this, the wedding and birthday party had to be moved indoors.
4. Amy bought her flowers after Rachel, but before Kristen.
5. Rachel needed something more to add to her office, so she chose peach flowers to match her curtains.
6. On Wednesday the only purple flowers available at the flower shop were daisies.
7. The pink flowers were bought after the carnations, but before the lilies.
8. The flowers for the birthday were bought after the flowers for the office, but before the flowers for the wedding.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Julia: Lilies, White, Wedding, Friday
Amy: Daisies, Purple, Birthday, Wednesday
Bethany: Tulips, Yellow, Backyard, Monday
Rachel: Carnations, Peach, Office, Tuesday
Kristen: Roses, Pink, Park, Thursday
<|im_start|>answer
Julia: Lilies, White, Wedding, Friday
Amy: Daisies, Purple, Birthday, Wednesday
Bethany: Tulips, Yellow, Backyard, Monday
Rachel: Carnations, Peach, Office, Tuesday
Kristen: Roses, Pink, Park, Thursday
<|im_end|>
|
#31123
|
Birbal the Wise - VIII
| 3.18
| 1.98
|
Swordoffury1392
|
Emperor Akbar once ruled over India. He was a wise and intelligent ruler, and he had in his court the Nine Gems, his nine advisors, who were each known for a particular skill. One of these Gems was Birbal, known for his wit and wisdom. The story below is one of the examples of his wit. Do you have it in you to find out the answer?
Emperor Akbar was very fond of Birbal as were many of the village people. However, this made quite a few of Akbar's other ministers jealous.
One day, they decided to come up with a plan to rid them of the "great" Birbal. To avoid suspicion from falling on them, they took the help of the emperor's barber in this plan.
A week later, while Akbar was receiving a haircut, the barber lightly mentioned that he knew of someone who could allow Akbar to reach and even converse with his ancestors who had passed away, but he also stated the man who would go to the heavens would have to be witty, intelligent and wise. Akbar instantly recommended Birbal for the task.
Birbal was told that a fire would be lit around him and the smoke would carry him to heaven; however, chanting would protect him from burning to his death. Birbal instantly knew that this was a plan to get rid of him, but not wishing to anger the emperor, he agreed to perform this task in a month. During this period of time, he asked some laborers to build a tunnel connecting his house to the cemetery, where the "rites" would be held.
When the day came, Birbal escaped his death by going to his house where he stayed for a month growing out his beard. A month later, he went back to Akbar's palace. When asked about the health of Akbar's ancestors, Birbal replied that they were doing very well but were missing just one thing.
What did Birbal say they were missing in heaven?
|
No hint available.
|
Birbal stated that there weren't any barbers in heaven and said that was the reason for his long beard. Since Akbar now knew a way to reach them, he asked for his barber to be sent. Realizing that he would die in the fire, the emperor's barber confessed what he and the ministers did and no one dared to conspire against Birbal again.
|
Logic
|
06/16/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Emperor Akbar once ruled over India. He was a wise and intelligent ruler, and he had in his court the Nine Gems, his nine advisors, who were each known for a particular skill. One of these Gems was Birbal, known for his wit and wisdom. The story below is one of the examples of his wit. Do you have it in you to find out the answer?
Emperor Akbar was very fond of Birbal as were many of the village people. However, this made quite a few of Akbar's other ministers jealous.
One day, they decided to come up with a plan to rid them of the "great" Birbal. To avoid suspicion from falling on them, they took the help of the emperor's barber in this plan.
A week later, while Akbar was receiving a haircut, the barber lightly mentioned that he knew of someone who could allow Akbar to reach and even converse with his ancestors who had passed away, but he also stated the man who would go to the heavens would have to be witty, intelligent and wise. Akbar instantly recommended Birbal for the task.
Birbal was told that a fire would be lit around him and the smoke would carry him to heaven; however, chanting would protect him from burning to his death. Birbal instantly knew that this was a plan to get rid of him, but not wishing to anger the emperor, he agreed to perform this task in a month. During this period of time, he asked some laborers to build a tunnel connecting his house to the cemetery, where the "rites" would be held.
When the day came, Birbal escaped his death by going to his house where he stayed for a month growing out his beard. A month later, he went back to Akbar's palace. When asked about the health of Akbar's ancestors, Birbal replied that they were doing very well but were missing just one thing.
What did Birbal say they were missing in heaven?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Birbal stated that there weren't any barbers in heaven and said that was the reason for his long beard. Since Akbar now knew a way to reach them, he asked for his barber to be sent. Realizing that he would die in the fire, the emperor's barber confessed what he and the ministers did and no one dared to conspire against Birbal again.
<|im_start|>answer
Birbal stated that there weren't any barbers in heaven and said that was the reason for his long beard. Since Akbar now knew a way to reach them, he asked for his barber to be sent. Realizing that he would die in the fire, the emperor's barber confessed what he and the ministers did and no one dared to conspire against Birbal again.
<|im_end|>
|
#22744
|
Trip to the Beach
| 3.18
| 1.9
|
kellgo
|
Five people (3 girls: Katie, Anna, & Grace and 2 boys Chris & Michael) are going to the beach. Each of them brought something different, a different colored towel, plans to do something and eat something. Figure out what each person brought with them, the color of their towel, what they will do at the beach, and what they will eat. Good luck!
The purple towel got a lot of use from the girl who was tanning.
The sunscreen had to be waterproof because the user got really wet.
Of course the surfer had to bring his surfboard from home.
Eating her snocone in the shade of her umbrella kept it from melting on her blue towel.
Ketchup, from his snack, dripped all over a boy's red towel leaving red drops all over it.
Only the boys got more than their feet wet.
Katie asked Anna if she thought the owner of the yellow towel would mind if Katie put her cooler on his towel while he surfed.
The seashell collector spread out her findings on her pink towel.
Anna remembered her sand bucket but didn't have enough money to get a snocone after paying for her nachos.
The bucket wasn't used for playing in the sand.
The hamburger was ordered with just mayo, mustard, and pickles.
The hotdog eater had a little sunscreen taste to the dog because it dripped from his water soaked hair.
Being so fair skinned Michael had to be sure to use his high spf sunscreen when out in the water.
The girl who played in the sand used her umbrella to shade her.
The contents of the cooler contained Coke, chips, water, and ice.
Anna is worried about wrinkles and doesn't like to tan
|
No hint available.
|
Katie..cooler..purple towel..tan..chips
Chris..surfboard..yellow towel..surf..hamburger
Grace..umbrella..blue towel..play in the sand..snocone
Anna..sand bucket..pink towel..seashells..nachos
Michael..sunscreen..red towel..swim..hotdog
|
Logic-Grid
|
05/08/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five people (3 girls: Katie, Anna, & Grace and 2 boys Chris & Michael) are going to the beach. Each of them brought something different, a different colored towel, plans to do something and eat something. Figure out what each person brought with them, the color of their towel, what they will do at the beach, and what they will eat. Good luck!
The purple towel got a lot of use from the girl who was tanning.
The sunscreen had to be waterproof because the user got really wet.
Of course the surfer had to bring his surfboard from home.
Eating her snocone in the shade of her umbrella kept it from melting on her blue towel.
Ketchup, from his snack, dripped all over a boy's red towel leaving red drops all over it.
Only the boys got more than their feet wet.
Katie asked Anna if she thought the owner of the yellow towel would mind if Katie put her cooler on his towel while he surfed.
The seashell collector spread out her findings on her pink towel.
Anna remembered her sand bucket but didn't have enough money to get a snocone after paying for her nachos.
The bucket wasn't used for playing in the sand.
The hamburger was ordered with just mayo, mustard, and pickles.
The hotdog eater had a little sunscreen taste to the dog because it dripped from his water soaked hair.
Being so fair skinned Michael had to be sure to use his high spf sunscreen when out in the water.
The girl who played in the sand used her umbrella to shade her.
The contents of the cooler contained Coke, chips, water, and ice.
Anna is worried about wrinkles and doesn't like to tan
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Katie..cooler..purple towel..tan..chips
Chris..surfboard..yellow towel..surf..hamburger
Grace..umbrella..blue towel..play in the sand..snocone
Anna..sand bucket..pink towel..seashells..nachos
Michael..sunscreen..red towel..swim..hotdog
<|im_start|>answer
Katie..cooler..purple towel..tan..chips
Chris..surfboard..yellow towel..surf..hamburger
Grace..umbrella..blue towel..play in the sand..snocone
Anna..sand bucket..pink towel..seashells..nachos
Michael..sunscreen..red towel..swim..hotdog
<|im_end|>
|
#23446
|
A Band of Musicians
| 3.18
| 2.16
|
aks_gupta07
|
Five people (who vaguely know each other and are really eccentric) have a great passion for music. Each of them plays a different instrument. However, they are constantly forgetting each other's first and last names, the instrument they play, their ages and their professions. Your job is to figure out everyone's full names, their ages, their favourite instrument and their jobs.
1.No person's first name shares an initial with his/her last name.
2.Allen is always feeling sleepy because her neighbour has a habit of playing his drums in the middle of the night.
3.Neither of the women's ages (who play the guitar and the piano) are an even number.
4.The flutist is older than Joseph, who is older than Ivan, who is not the youngest.
5.Michael, the scientist, is the oldest person in the group.
6.Angela's last name makes Daniel feel hungry.
7.Joseph is 12 years older than the doctor, who is 26 years younger than the teacher.
8.Most people do not agree with the engineer (who is half as old as Coleman) that he plays the bagpipes excellently.
9.Julia's career involves educating young minds.
10.The lawyer lives next to Julia Allen.
11.The pianist is not 21 years old.
|
No hint available.
|
Full name/ Age/ Profession/ Instrument
Angela Bacon, 21, Doctor, Guitar
Daniel Joseph, 33, Lawyer, Drums
Ivan Morton, 26, Engineer, Bagpipes
Julia Allen, 47, Teacher, Piano
Michel Coleman, 52, Scientist, Flute
|
Logic-Grid
|
06/06/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five people (who vaguely know each other and are really eccentric) have a great passion for music. Each of them plays a different instrument. However, they are constantly forgetting each other's first and last names, the instrument they play, their ages and their professions. Your job is to figure out everyone's full names, their ages, their favourite instrument and their jobs.
1.No person's first name shares an initial with his/her last name.
2.Allen is always feeling sleepy because her neighbour has a habit of playing his drums in the middle of the night.
3.Neither of the women's ages (who play the guitar and the piano) are an even number.
4.The flutist is older than Joseph, who is older than Ivan, who is not the youngest.
5.Michael, the scientist, is the oldest person in the group.
6.Angela's last name makes Daniel feel hungry.
7.Joseph is 12 years older than the doctor, who is 26 years younger than the teacher.
8.Most people do not agree with the engineer (who is half as old as Coleman) that he plays the bagpipes excellently.
9.Julia's career involves educating young minds.
10.The lawyer lives next to Julia Allen.
11.The pianist is not 21 years old.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Full name/ Age/ Profession/ Instrument
Angela Bacon, 21, Doctor, Guitar
Daniel Joseph, 33, Lawyer, Drums
Ivan Morton, 26, Engineer, Bagpipes
Julia Allen, 47, Teacher, Piano
Michel Coleman, 52, Scientist, Flute
<|im_start|>answer
Full name/ Age/ Profession/ Instrument
Angela Bacon, 21, Doctor, Guitar
Daniel Joseph, 33, Lawyer, Drums
Ivan Morton, 26, Engineer, Bagpipes
Julia Allen, 47, Teacher, Piano
Michel Coleman, 52, Scientist, Flute
<|im_end|>
|
#52558
|
The Length of the Train
| 3.18
| 3
|
wimpykidfan37
|
Al and Ben are standing back to back next to a railroad track. When the front of a train passes them, Al starts to walk in the opposite direction of the train, while Ben starts to walk in the same direction as the train. Each stops walking when the back of the train passes him. If the two of them walk at the same speed, and Al walks exactly 30 feet, and Ben walks exactly 45 feet, how long is the train?
|
No hint available.
|
The train is 180 feet long.
When the back of the train passes Al, he and Ben have both walked 30 feet, meaning Ben will walk 15 feet more when the train passes him. 30 feet that Al walks plus 45 feet that Ben walks makes 75 feet that the back of the train travels in the same time that Ben walks 15 feet, meaning the train is 5 times as fast as Al and Ben.
In the time it takes Al to walk 30 feet, the front of the train moves 150 feet. This distance plus the 30 feet that Al has walked equals 180 feet.
|
Math
|
01/06/21
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Al and Ben are standing back to back next to a railroad track. When the front of a train passes them, Al starts to walk in the opposite direction of the train, while Ben starts to walk in the same direction as the train. Each stops walking when the back of the train passes him. If the two of them walk at the same speed, and Al walks exactly 30 feet, and Ben walks exactly 45 feet, how long is the train?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The train is 180 feet long.
When the back of the train passes Al, he and Ben have both walked 30 feet, meaning Ben will walk 15 feet more when the train passes him. 30 feet that Al walks plus 45 feet that Ben walks makes 75 feet that the back of the train travels in the same time that Ben walks 15 feet, meaning the train is 5 times as fast as Al and Ben.
In the time it takes Al to walk 30 feet, the front of the train moves 150 feet. This distance plus the 30 feet that Al has walked equals 180 feet.
<|im_start|>answer
The train is 180 feet long.
When the back of the train passes Al, he and Ben have both walked 30 feet, meaning Ben will walk 15 feet more when the train passes him. 30 feet that Al walks plus 45 feet that Ben walks makes 75 feet that the back of the train travels in the same time that Ben walks 15 feet, meaning the train is 5 times as fast as Al and Ben.
In the time it takes Al to walk 30 feet, the front of the train moves 150 feet. This distance plus the 30 feet that Al has walked equals 180 feet.
<|im_end|>
|
#51796
|
Brown Eyes, Blue Eyes
| 3.18
| 2.89
|
Hydra1234
|
On an otherwise deserted and isolated island, 200 perfect logicians are stranded. The islanders are perfectly logical in every decision they make, and they will not do anything unless they are absolutely certain of the outcome. However, they cannot communicate with each other. They are forbidden from speaking with one another, or signing, or writing messages in the sand, else they be smited by the god of the island.
Of the 200 islanders, 100 have blue eyes, and 100 have brown eyes. However, no individual knows what color their own eyes are. There are no reflective surfaces on the island for the inhabitants to see a reflection of their own eyes. They can each see the 199 other islanders and their eye colors, but any given individual does not know if his or her own eyes are brown, blue, or perhaps another color entirely. And remember, they cannot communicate with each other in any way under penalty of death.
Each night, when a ship comes, the islanders have a chance to leave the barren and desolate spit of land they have been marooned on. If an islander tells the captain of the ship the color of his or her own eyes, they may board the ship and leave. If they get it wrong, they will be shot dead.
Now, there is one more person on the island: the guru, who the islanders know to always tell the truth. The guru has green eyes. One day, she stands up before all 200 islanders and says:
"I see a person with blue eyes."
Who leaves the island? And when do they leave?
|
What would happen if there was only one blue-eyed person on the island and the rest of the islanders were brown-eyed? What about two? What about three?
|
All 100 blue-eyed people leave on the 100th night. First, we propose that two blue-eyed people are on the island. They would both leave on the second night, because they would each look at the other blue-eyed person on the second morning and realize that the only reason the other blue-eyed person wouldn't leave on the first night is because they see another person with blue eyes. Seeing no one else with blue eyes, each of these two people realize it must be them. Now consider the case of three blue-eyed islanders. It has been established that if only two people had blue eyes they would leave on the second night. You, the third blue-eyed person in our example, know this, as do the other two blue-eyed people. So when you wake up on the third morning, and the two other blue-eyed people have not left, you know that they must see another person with blue eyes, and you can see that no one else on the island has blue eyes, so you know it must be you. All three of you realize this simultaneously, and all three leave on the third night. If a fourth blue-eyed person is on the island, he will reason the scenario with three blue-eyed people on the island, and when he sees that they have not left the island during the fourth morning, he/she/it will leave the island on the fourth day, and so will all the other blue-eyed people. If we follow this pattern, we will eventually reach the answer of 100 people leaving the island after 100 days.
|
Logic
|
03/29/18
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
On an otherwise deserted and isolated island, 200 perfect logicians are stranded. The islanders are perfectly logical in every decision they make, and they will not do anything unless they are absolutely certain of the outcome. However, they cannot communicate with each other. They are forbidden from speaking with one another, or signing, or writing messages in the sand, else they be smited by the god of the island.
Of the 200 islanders, 100 have blue eyes, and 100 have brown eyes. However, no individual knows what color their own eyes are. There are no reflective surfaces on the island for the inhabitants to see a reflection of their own eyes. They can each see the 199 other islanders and their eye colors, but any given individual does not know if his or her own eyes are brown, blue, or perhaps another color entirely. And remember, they cannot communicate with each other in any way under penalty of death.
Each night, when a ship comes, the islanders have a chance to leave the barren and desolate spit of land they have been marooned on. If an islander tells the captain of the ship the color of his or her own eyes, they may board the ship and leave. If they get it wrong, they will be shot dead.
Now, there is one more person on the island: the guru, who the islanders know to always tell the truth. The guru has green eyes. One day, she stands up before all 200 islanders and says:
"I see a person with blue eyes."
Who leaves the island? And when do they leave?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
All 100 blue-eyed people leave on the 100th night. First, we propose that two blue-eyed people are on the island. They would both leave on the second night, because they would each look at the other blue-eyed person on the second morning and realize that the only reason the other blue-eyed person wouldn't leave on the first night is because they see another person with blue eyes. Seeing no one else with blue eyes, each of these two people realize it must be them. Now consider the case of three blue-eyed islanders. It has been established that if only two people had blue eyes they would leave on the second night. You, the third blue-eyed person in our example, know this, as do the other two blue-eyed people. So when you wake up on the third morning, and the two other blue-eyed people have not left, you know that they must see another person with blue eyes, and you can see that no one else on the island has blue eyes, so you know it must be you. All three of you realize this simultaneously, and all three leave on the third night. If a fourth blue-eyed person is on the island, he will reason the scenario with three blue-eyed people on the island, and when he sees that they have not left the island during the fourth morning, he/she/it will leave the island on the fourth day, and so will all the other blue-eyed people. If we follow this pattern, we will eventually reach the answer of 100 people leaving the island after 100 days.
<|im_start|>answer
All 100 blue-eyed people leave on the 100th night. First, we propose that two blue-eyed people are on the island. They would both leave on the second night, because they would each look at the other blue-eyed person on the second morning and realize that the only reason the other blue-eyed person wouldn't leave on the first night is because they see another person with blue eyes. Seeing no one else with blue eyes, each of these two people realize it must be them. Now consider the case of three blue-eyed islanders. It has been established that if only two people had blue eyes they would leave on the second night. You, the third blue-eyed person in our example, know this, as do the other two blue-eyed people. So when you wake up on the third morning, and the two other blue-eyed people have not left, you know that they must see another person with blue eyes, and you can see that no one else on the island has blue eyes, so you know it must be you. All three of you realize this simultaneously, and all three leave on the third night. If a fourth blue-eyed person is on the island, he will reason the scenario with three blue-eyed people on the island, and when he sees that they have not left the island during the fourth morning, he/she/it will leave the island on the fourth day, and so will all the other blue-eyed people. If we follow this pattern, we will eventually reach the answer of 100 people leaving the island after 100 days.
<|im_end|>
|
#50389
|
The Mysterious Murder of Mr. Mentum
| 3.17
| 1.33
|
trewq
|
Two nights ago at a dinner party, Mr. Mentum was killed by one of his guests. Detective Dens was put on the case and took statements. But the good detective is getting a tooth pulled today so you, a rookie officer, are called in to take on his case. From his notes you glean the following information about people's whereabouts and potential murder weapons:
Names: Fawn, Jake, Kyle, Lance, Sara
Rooms: bedroom, conservatory, dining room, observatory, sitting room
Weapons: candlestick, gun, knife, poison, rope
Either Lance was in the dining room, or the man with the knife was in the sitting room.
Either Jake had the rope, or Lance was in the observatory.
Either Kyle was in the conservatory, or Jake was in the bedroom.
The five suspects are Sara, the person in the bedroom, the person in the dining room, the person with the rope, and the person with the knife.
The woman with the poison was not in the dining room.
The rope was in the sitting room, and the gun was in the bedroom.
After some intense scrutinizing and a couple cups of coffee, you take your solution of each person's location and weapon of choice to the police. Since the body was found in the observatory, they know just who to bring in for extra questioning.
|
No hint available.
|
Fawn had the gun in the bedroom.
Jake had the rope in the sitting room.
Kyle had the knife in the conservatory.
Lance had the candlestick in the dining room.
Sara had the poison in the observatory.
You bring Sara in and she confesses after a brief interrogation. Detective Dens is pleased with your good work and gives you a commemorative plaque!
|
Logic-Grid
|
07/04/14
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Two nights ago at a dinner party, Mr. Mentum was killed by one of his guests. Detective Dens was put on the case and took statements. But the good detective is getting a tooth pulled today so you, a rookie officer, are called in to take on his case. From his notes you glean the following information about people's whereabouts and potential murder weapons:
Names: Fawn, Jake, Kyle, Lance, Sara
Rooms: bedroom, conservatory, dining room, observatory, sitting room
Weapons: candlestick, gun, knife, poison, rope
Either Lance was in the dining room, or the man with the knife was in the sitting room.
Either Jake had the rope, or Lance was in the observatory.
Either Kyle was in the conservatory, or Jake was in the bedroom.
The five suspects are Sara, the person in the bedroom, the person in the dining room, the person with the rope, and the person with the knife.
The woman with the poison was not in the dining room.
The rope was in the sitting room, and the gun was in the bedroom.
After some intense scrutinizing and a couple cups of coffee, you take your solution of each person's location and weapon of choice to the police. Since the body was found in the observatory, they know just who to bring in for extra questioning.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Fawn had the gun in the bedroom.
Jake had the rope in the sitting room.
Kyle had the knife in the conservatory.
Lance had the candlestick in the dining room.
Sara had the poison in the observatory.
You bring Sara in and she confesses after a brief interrogation. Detective Dens is pleased with your good work and gives you a commemorative plaque!
<|im_start|>answer
Fawn had the gun in the bedroom.
Jake had the rope in the sitting room.
Kyle had the knife in the conservatory.
Lance had the candlestick in the dining room.
Sara had the poison in the observatory.
You bring Sara in and she confesses after a brief interrogation. Detective Dens is pleased with your good work and gives you a commemorative plaque!
<|im_end|>
|
#28034
|
Bowling Buddies
| 3.17
| 3.06
|
Dave
|
Five guys meet at college, and become the best of buddies when they discover that they have a common interest in ten-pin bowling. Not only are they avid bowlers, but they also have an eccentric taste in the pattern on their bowling ball.
They each play for a different team during the week, but get together on Saturday nights to find out which of them is the best.
From the following clues, can you find out each of their names, the local team they play for, the pattern on their bowling ball, and how many points each scored in the first game.
Notes:
Strike - all ten pins are knocked down on the first ball.
Spare - all ten pins are knocked down using two balls.
You do not need to keep track of the scoring - all the final scores can be deduced from the clues. When 'score' is mentioned in the clues, it means the final score, not the score at that point in the game.
1st Frame: The five buddies bowled in turn, in the following order: Fred; the bowler with the tiger print ball; the bowler who scored 227; Johnson; and the bowler who plays for the Golden Gates. Only the second bowler, Dawson, did not get a strike with his first delivery, although he did get a spare.
2nd Frame: The players with the top three scores, Eddie, the Snake Eyes' bowler and the Picket Fences' bowler, all managed strikes this frame, while Johnson and the Dead Woods' bowler both got spares.
3rd Frame: The Dead Woods' bowler had a terrible bowl, only knocking down three pins, but still managed to crack a joke with Dawson as Dave was hitting his turkey (third strike in a row).
4th Frame: Flagg, the Flying Elbows' bowler and the bowler with the flame pattern ball all hit strikes. The Picket Fences' bowler and Fred both got a spare.
5th Frame: Steve, the Snake Eyes' bowler, the owner of the globe ball, and the Golden Gates' bowler all had strikes. Garrett managed a spare.
6th Frame: This was nearly a disaster for the bowler with the leopard ball which just clipped the 7 pin on its way into the gutter. Luckily, he made the spare, which meant he scored more than the bowler with 192.
7th Frame: The bowler with the cow print ball was the only one to get a strike this round. Steve, the Flying Elbows' bowler, the bowler with 214, and Hobson did not even get a spare.
8th Frame: Dave only managed a spare this frame, while Carl, who bowled just after him, got a strike. Neither of them ended up with 205 points.
9th Frame: The bowler with an intricate map of the world on his ball scored a strike this frame, as did Steve. Flagg got a spare.
10th Frame: The losers congratulated the 'Flame' thrower on a game well played, and Garrett went to the bar to get in the drinks as he had the lowest score with 186.
|
If you get to the end, and can't differentiate between Carl and Dave, check clues 1 and 8.
|
Carl Johnson - Flying Elbows - Globe - 192
Dave Hobson - Snake Eyes - Flame - 227
Eddie Flagg - Golden Gates - Leopard - 214
Fred Garrett - Dead Woods - Cow - 186
Steve Dawson - Picket Fences - Tiger - 205
Logical solution:
C = The above clue number
F = Fact deduced
S = A solution
F1 Dawson has the tiger ball (C1).
F2 Garrett does not have the tiger (F1), globe (C5), leopard (C6/C10) or flame (C10), so must have the cow ball.
F3 Garrett does not play for SE (C2), PF (C2), GG (C5) or FE (C7/F2) so must play for Dead Woods.
F4 Flagg does not have the tiger (F1), cow (F2), flame (C4) or globe (C9) so must be the leopard ball.
F5 Johnson did not score 205, 214, 227 (C2) or 186 (C10) so 192.
F6 Johnson did not play for DW (F3), GG (C1), SE (C2), PF (C2) so Flying Elbows.
F7 Johnson does not have the tiger (F1), cow (F2), leopard (F4), flame (F5/C10) so globe ball.
F8 Hobson has the flame ball (F1, F2, F4, F7).
F9 Steve is not Garrett (C5), Hobson (C7), Flagg (C9), Johnson (C7/F6) so is Dawson.
F10 Steve does not play for SE (C5), GG (C5), FE (C7) or DW (C3/F9) so Picket Fences.
F11 Steve did not score 227 (C1/F9/F1), 186 or 192 (C2/F10) or 214 (C7) so 205.
S1 Steve - Dawson (F9) - Picket Fences (F10) - Tiger (F1) - 205 (F11).
F12 Flagg did not score 205 (S1), 186 (C10), 192 (F5) or 227 (C10/F4) so 214.
F13 Fred did not score 205 (S1), 227 (C1), 214 (C4/F12) or 192 (C1/F5) so 186.
S2 Fred - Garrett (C10/F13) - Dead Woods (F3) - Cow (F2) - 186 (F13).
F14 Hobson scored 227 (S1, S2, F5, F12).
F15 Hobson does not play for PF (S1), DW (S2), FE (F6) or GG (C1/F14) so Snake Eyes.
F16 Flagg plays for Golden Gates (S1, S2, F6, F15).
F17 Eddie does not play for PF (S1), DW (S2), SE (F15) or FE(C2/F6) so Golden Gates.
S3 Eddie - Flagg (F17/F16) - Golden Gates (F17) - Leopard (F4) - 214 (F12).
F18 Either Carl or Dave is Johnson, and the other scored 227 (C1).
F19 Carl bowled after Dave (C8) so Dave scored 227 and Carl is Johnson (C1).
S4 Carl - Johnson (F19) - Flying Elbows (F6) - Globe (F7) - 192 (F5).
S5 Dave - Hobson (F19) - Snake Eyes (F15) - Flame (F8) - 227 (F14).
|
Logic-Grid
|
01/11/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five guys meet at college, and become the best of buddies when they discover that they have a common interest in ten-pin bowling. Not only are they avid bowlers, but they also have an eccentric taste in the pattern on their bowling ball.
They each play for a different team during the week, but get together on Saturday nights to find out which of them is the best.
From the following clues, can you find out each of their names, the local team they play for, the pattern on their bowling ball, and how many points each scored in the first game.
Notes:
Strike - all ten pins are knocked down on the first ball.
Spare - all ten pins are knocked down using two balls.
You do not need to keep track of the scoring - all the final scores can be deduced from the clues. When 'score' is mentioned in the clues, it means the final score, not the score at that point in the game.
1st Frame: The five buddies bowled in turn, in the following order: Fred; the bowler with the tiger print ball; the bowler who scored 227; Johnson; and the bowler who plays for the Golden Gates. Only the second bowler, Dawson, did not get a strike with his first delivery, although he did get a spare.
2nd Frame: The players with the top three scores, Eddie, the Snake Eyes' bowler and the Picket Fences' bowler, all managed strikes this frame, while Johnson and the Dead Woods' bowler both got spares.
3rd Frame: The Dead Woods' bowler had a terrible bowl, only knocking down three pins, but still managed to crack a joke with Dawson as Dave was hitting his turkey (third strike in a row).
4th Frame: Flagg, the Flying Elbows' bowler and the bowler with the flame pattern ball all hit strikes. The Picket Fences' bowler and Fred both got a spare.
5th Frame: Steve, the Snake Eyes' bowler, the owner of the globe ball, and the Golden Gates' bowler all had strikes. Garrett managed a spare.
6th Frame: This was nearly a disaster for the bowler with the leopard ball which just clipped the 7 pin on its way into the gutter. Luckily, he made the spare, which meant he scored more than the bowler with 192.
7th Frame: The bowler with the cow print ball was the only one to get a strike this round. Steve, the Flying Elbows' bowler, the bowler with 214, and Hobson did not even get a spare.
8th Frame: Dave only managed a spare this frame, while Carl, who bowled just after him, got a strike. Neither of them ended up with 205 points.
9th Frame: The bowler with an intricate map of the world on his ball scored a strike this frame, as did Steve. Flagg got a spare.
10th Frame: The losers congratulated the 'Flame' thrower on a game well played, and Garrett went to the bar to get in the drinks as he had the lowest score with 186.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Carl Johnson - Flying Elbows - Globe - 192
Dave Hobson - Snake Eyes - Flame - 227
Eddie Flagg - Golden Gates - Leopard - 214
Fred Garrett - Dead Woods - Cow - 186
Steve Dawson - Picket Fences - Tiger - 205
Logical solution:
C = The above clue number
F = Fact deduced
S = A solution
F1 Dawson has the tiger ball (C1).
F2 Garrett does not have the tiger (F1), globe (C5), leopard (C6/C10) or flame (C10), so must have the cow ball.
F3 Garrett does not play for SE (C2), PF (C2), GG (C5) or FE (C7/F2) so must play for Dead Woods.
F4 Flagg does not have the tiger (F1), cow (F2), flame (C4) or globe (C9) so must be the leopard ball.
F5 Johnson did not score 205, 214, 227 (C2) or 186 (C10) so 192.
F6 Johnson did not play for DW (F3), GG (C1), SE (C2), PF (C2) so Flying Elbows.
F7 Johnson does not have the tiger (F1), cow (F2), leopard (F4), flame (F5/C10) so globe ball.
F8 Hobson has the flame ball (F1, F2, F4, F7).
F9 Steve is not Garrett (C5), Hobson (C7), Flagg (C9), Johnson (C7/F6) so is Dawson.
F10 Steve does not play for SE (C5), GG (C5), FE (C7) or DW (C3/F9) so Picket Fences.
F11 Steve did not score 227 (C1/F9/F1), 186 or 192 (C2/F10) or 214 (C7) so 205.
S1 Steve - Dawson (F9) - Picket Fences (F10) - Tiger (F1) - 205 (F11).
F12 Flagg did not score 205 (S1), 186 (C10), 192 (F5) or 227 (C10/F4) so 214.
F13 Fred did not score 205 (S1), 227 (C1), 214 (C4/F12) or 192 (C1/F5) so 186.
S2 Fred - Garrett (C10/F13) - Dead Woods (F3) - Cow (F2) - 186 (F13).
F14 Hobson scored 227 (S1, S2, F5, F12).
F15 Hobson does not play for PF (S1), DW (S2), FE (F6) or GG (C1/F14) so Snake Eyes.
F16 Flagg plays for Golden Gates (S1, S2, F6, F15).
F17 Eddie does not play for PF (S1), DW (S2), SE (F15) or FE(C2/F6) so Golden Gates.
S3 Eddie - Flagg (F17/F16) - Golden Gates (F17) - Leopard (F4) - 214 (F12).
F18 Either Carl or Dave is Johnson, and the other scored 227 (C1).
F19 Carl bowled after Dave (C8) so Dave scored 227 and Carl is Johnson (C1).
S4 Carl - Johnson (F19) - Flying Elbows (F6) - Globe (F7) - 192 (F5).
S5 Dave - Hobson (F19) - Snake Eyes (F15) - Flame (F8) - 227 (F14).
<|im_start|>answer
Carl Johnson - Flying Elbows - Globe - 192
Dave Hobson - Snake Eyes - Flame - 227
Eddie Flagg - Golden Gates - Leopard - 214
Fred Garrett - Dead Woods - Cow - 186
Steve Dawson - Picket Fences - Tiger - 205
Logical solution:
C = The above clue number
F = Fact deduced
S = A solution
F1 Dawson has the tiger ball (C1).
F2 Garrett does not have the tiger (F1), globe (C5), leopard (C6/C10) or flame (C10), so must have the cow ball.
F3 Garrett does not play for SE (C2), PF (C2), GG (C5) or FE (C7/F2) so must play for Dead Woods.
F4 Flagg does not have the tiger (F1), cow (F2), flame (C4) or globe (C9) so must be the leopard ball.
F5 Johnson did not score 205, 214, 227 (C2) or 186 (C10) so 192.
F6 Johnson did not play for DW (F3), GG (C1), SE (C2), PF (C2) so Flying Elbows.
F7 Johnson does not have the tiger (F1), cow (F2), leopard (F4), flame (F5/C10) so globe ball.
F8 Hobson has the flame ball (F1, F2, F4, F7).
F9 Steve is not Garrett (C5), Hobson (C7), Flagg (C9), Johnson (C7/F6) so is Dawson.
F10 Steve does not play for SE (C5), GG (C5), FE (C7) or DW (C3/F9) so Picket Fences.
F11 Steve did not score 227 (C1/F9/F1), 186 or 192 (C2/F10) or 214 (C7) so 205.
S1 Steve - Dawson (F9) - Picket Fences (F10) - Tiger (F1) - 205 (F11).
F12 Flagg did not score 205 (S1), 186 (C10), 192 (F5) or 227 (C10/F4) so 214.
F13 Fred did not score 205 (S1), 227 (C1), 214 (C4/F12) or 192 (C1/F5) so 186.
S2 Fred - Garrett (C10/F13) - Dead Woods (F3) - Cow (F2) - 186 (F13).
F14 Hobson scored 227 (S1, S2, F5, F12).
F15 Hobson does not play for PF (S1), DW (S2), FE (F6) or GG (C1/F14) so Snake Eyes.
F16 Flagg plays for Golden Gates (S1, S2, F6, F15).
F17 Eddie does not play for PF (S1), DW (S2), SE (F15) or FE(C2/F6) so Golden Gates.
S3 Eddie - Flagg (F17/F16) - Golden Gates (F17) - Leopard (F4) - 214 (F12).
F18 Either Carl or Dave is Johnson, and the other scored 227 (C1).
F19 Carl bowled after Dave (C8) so Dave scored 227 and Carl is Johnson (C1).
S4 Carl - Johnson (F19) - Flying Elbows (F6) - Globe (F7) - 192 (F5).
S5 Dave - Hobson (F19) - Snake Eyes (F15) - Flame (F8) - 227 (F14).
<|im_end|>
|
#29668
|
The Dealership, Part 1
| 3.17
| 2.84
|
thompson1
|
"Car"-l (Carl) Smith owns a used-car dealership in Cartown, Missouri. In the past week, he has had 5 different people sell him 5 different cars on 5 different days. He was carrying papers with the information about the purchases, when one of the cars that was near him honked very loudly. He dropped all of the papers, and couldn't figure out any of the information. Help Carl figure out each customer's first and last name, what car they sold him, how much each one cost, and what day of the week they sold to him on.
First names - George, James, Brad, Jessica, and Patricia
Last names - Robertson, Johnson, Buckner, Thompson, and Sullivan
Car - Mini, BMW, Mercedes, Jaguar, and Ford
Amount of $ - $10,000, $15,000, $21,000, $28,000, and $35,000
Day of the Week - Monday, Tuesday, Wednesday, Thursday, and Saturday
1. The 5 people are: George, Thompson, the one who sold the Mini, the one who sold the car for $35,000, and the one who sold a car on Wednesday.
2. The 5 cars are: the BMW, the one sold on Saturday, the one sold by Mrs. Johnson, the one sold by Jessica, and the one that was sold for $15,000.
3. The person who sold a car 2 days before Robertson did sold his car for $7,000 less than James.
4. Thompson sold his car for 4000 times as many dollars as there are letters in the day that he sold it.
5. Buckner sold his car for $35,000.
6. The Ford, which was sold by Sullivan, was sold for $13,000 less than the car sold on Tuesday.
7. The Mercedes sold for the most amount of money, which was $14,000 more than the one sold on Wednesday.
|
No hint available.
|
George Sullivan sold his Ford for $15,000 on Monday.
James Buckner sold his Mercedes for $35,000 on Saturday.
Brad Thompson sold his BMW for $28,000 on Tuesday.
Jessica Robertson sold her Mini for $10,000 on Thursday.
Patricia Johnson sold her Jaguar for $21,000 on Wednesday.
Make sure you write down the answers if you are going to try Part 2!
|
Logic-Grid
|
04/10/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
"Car"-l (Carl) Smith owns a used-car dealership in Cartown, Missouri. In the past week, he has had 5 different people sell him 5 different cars on 5 different days. He was carrying papers with the information about the purchases, when one of the cars that was near him honked very loudly. He dropped all of the papers, and couldn't figure out any of the information. Help Carl figure out each customer's first and last name, what car they sold him, how much each one cost, and what day of the week they sold to him on.
First names - George, James, Brad, Jessica, and Patricia
Last names - Robertson, Johnson, Buckner, Thompson, and Sullivan
Car - Mini, BMW, Mercedes, Jaguar, and Ford
Amount of $ - $10,000, $15,000, $21,000, $28,000, and $35,000
Day of the Week - Monday, Tuesday, Wednesday, Thursday, and Saturday
1. The 5 people are: George, Thompson, the one who sold the Mini, the one who sold the car for $35,000, and the one who sold a car on Wednesday.
2. The 5 cars are: the BMW, the one sold on Saturday, the one sold by Mrs. Johnson, the one sold by Jessica, and the one that was sold for $15,000.
3. The person who sold a car 2 days before Robertson did sold his car for $7,000 less than James.
4. Thompson sold his car for 4000 times as many dollars as there are letters in the day that he sold it.
5. Buckner sold his car for $35,000.
6. The Ford, which was sold by Sullivan, was sold for $13,000 less than the car sold on Tuesday.
7. The Mercedes sold for the most amount of money, which was $14,000 more than the one sold on Wednesday.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
George Sullivan sold his Ford for $15,000 on Monday.
James Buckner sold his Mercedes for $35,000 on Saturday.
Brad Thompson sold his BMW for $28,000 on Tuesday.
Jessica Robertson sold her Mini for $10,000 on Thursday.
Patricia Johnson sold her Jaguar for $21,000 on Wednesday.
Make sure you write down the answers if you are going to try Part 2!
<|im_start|>answer
George Sullivan sold his Ford for $15,000 on Monday.
James Buckner sold his Mercedes for $35,000 on Saturday.
Brad Thompson sold his BMW for $28,000 on Tuesday.
Jessica Robertson sold her Mini for $10,000 on Thursday.
Patricia Johnson sold her Jaguar for $21,000 on Wednesday.
Make sure you write down the answers if you are going to try Part 2!
<|im_end|>
|
#39664
|
Lotsa Lattes
| 3.17
| 2.22
|
daliz
|
It's rush time at Lotsa Lattes, the popular downtown coffee shop. Jamie, the poor barista, just had 5 orders told to her over the sound of the coffee grinder. Help her piece together the correct orders to make sure she'll get tipped.
Each guest ordered a different drink and a different type of muffin.
1. Gary was in line before Lisa this morning, but he decided not to order his usual (mocha and a blueberry muffin) and instead tried something new to eat and drink.
2. By the time Zack got there, the raspberry muffin had just been ordered by the person ahead of him in line. He ordered an extra dry cappuccino while he decided that morning's muffin choice.
3. The 5 orders were: the mocha, the man who ordered the poppyseed muffin, the 2nd person in line, the tea, and Paul's order.
4. The people who ordered something to drink with chocolate in it (including the mocha) could not possibly eat a chocolate chip muffin, too. No chocolate item was ordered first.
5. The men, oddly enough, placed the odd numbered orders.
6. The blueberry muffin was ordered before Paul's order but after the hot chocolate.
7. The 3 fruit muffins were sold to Lisa, the first person in line, and to the person who also ordered a mocha.
|
No hint available.
|
Lisa - hot chocolate -2nd in line - raspberry muffin
Paul - latte - 5th in line - chocolate chip muffin
Janice - mocha - 4th in line - blueberry muffin
Gary - tea - 1st in line - apple muffin
Zack - cappuccino - 3rd in line - poppyseed muffin
|
Logic-Grid
|
12/18/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
It's rush time at Lotsa Lattes, the popular downtown coffee shop. Jamie, the poor barista, just had 5 orders told to her over the sound of the coffee grinder. Help her piece together the correct orders to make sure she'll get tipped.
Each guest ordered a different drink and a different type of muffin.
1. Gary was in line before Lisa this morning, but he decided not to order his usual (mocha and a blueberry muffin) and instead tried something new to eat and drink.
2. By the time Zack got there, the raspberry muffin had just been ordered by the person ahead of him in line. He ordered an extra dry cappuccino while he decided that morning's muffin choice.
3. The 5 orders were: the mocha, the man who ordered the poppyseed muffin, the 2nd person in line, the tea, and Paul's order.
4. The people who ordered something to drink with chocolate in it (including the mocha) could not possibly eat a chocolate chip muffin, too. No chocolate item was ordered first.
5. The men, oddly enough, placed the odd numbered orders.
6. The blueberry muffin was ordered before Paul's order but after the hot chocolate.
7. The 3 fruit muffins were sold to Lisa, the first person in line, and to the person who also ordered a mocha.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Lisa - hot chocolate -2nd in line - raspberry muffin
Paul - latte - 5th in line - chocolate chip muffin
Janice - mocha - 4th in line - blueberry muffin
Gary - tea - 1st in line - apple muffin
Zack - cappuccino - 3rd in line - poppyseed muffin
<|im_start|>answer
Lisa - hot chocolate -2nd in line - raspberry muffin
Paul - latte - 5th in line - chocolate chip muffin
Janice - mocha - 4th in line - blueberry muffin
Gary - tea - 1st in line - apple muffin
Zack - cappuccino - 3rd in line - poppyseed muffin
<|im_end|>
|
#52128
|
The Troll Bridge 3
| 3.17
| 2.41
|
wimpykidfan37
|
A bridge was guarded by an evil troll. The troll was very intelligent, but he was also a coward. He was afraid of anyone smarter than him. So every time anyone tried to cross the bridge, the troll would set up a test. If the traveler passed the test, he would be allowed to cross. Otherwise, the troll would eat him.
A judge named Oscar came across the bridge. The troll said, "You may only cross my bridge if you know the password." He then wrote 26 equations on a rock: A=1, B=2, and so on until Z=26.
"Today's password is the name of a woman," said the troll. "The woman's name has the same 'product' as the word JUDGE, that is, 10*21*4*7*5. It also has the same number of letters as JUDGE. However it has no letters in common with JUDGE."
"When the first and second letters in the woman's name are switched around, the letters are in alphabetical order."
"Finally," said the troll, "the woman's name does not contain the letter C because I despise the number 3."
So, what is the password? And why couldn't the troll use similar rules to create a password using the name OSCAR rather than the word JUDGE?
|
1. It is unnecessary, and even inconvenient, to multiply 10*21*4*7*5.
2. This puzzle requires knowledge of women's first names.
|
The password is FANNY.
The woman's name cannot contain G or U, so since 14 is the only other multiple of 7 to be less than or equal to 26, the name must contain two N's. Dividing by 14 twice, we get 10*3*5.
Since two of these numbers are divisible by 5, the name must contain either two letters divisible by 5 or one letter divisible by 25. It obviously cannot contain E or J. It cannot contain T because 10*3*5 is not divisible by 20. It cannot contain O because dividing 10*3*5 by 15 gives us 10, which would mean that E or J is in the name. So it must contain Y. Dividing by 25 gives us 2*3.
2*3 is one of only two pairs of numbers that multiplies to give us 6, the other being 1*6. So the remaining two letters must be either B and C or A and F. But since C is not in the password, the remaining two letters must be A and F.
Putting the five letters in order, we get AFNNY. Switching around the first two letters, we get FANNY.
The reason why the troll couldn't use similar rules to create a password using the name OSCAR is because S is the 19th letter of the alphabet, and 19 is a prime number and the only number less than or equal to 26 to be a multiple of 19.
|
Math
|
02/05/19
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A bridge was guarded by an evil troll. The troll was very intelligent, but he was also a coward. He was afraid of anyone smarter than him. So every time anyone tried to cross the bridge, the troll would set up a test. If the traveler passed the test, he would be allowed to cross. Otherwise, the troll would eat him.
A judge named Oscar came across the bridge. The troll said, "You may only cross my bridge if you know the password." He then wrote 26 equations on a rock: A=1, B=2, and so on until Z=26.
"Today's password is the name of a woman," said the troll. "The woman's name has the same 'product' as the word JUDGE, that is, 10*21*4*7*5. It also has the same number of letters as JUDGE. However it has no letters in common with JUDGE."
"When the first and second letters in the woman's name are switched around, the letters are in alphabetical order."
"Finally," said the troll, "the woman's name does not contain the letter C because I despise the number 3."
So, what is the password? And why couldn't the troll use similar rules to create a password using the name OSCAR rather than the word JUDGE?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The password is FANNY.
The woman's name cannot contain G or U, so since 14 is the only other multiple of 7 to be less than or equal to 26, the name must contain two N's. Dividing by 14 twice, we get 10*3*5.
Since two of these numbers are divisible by 5, the name must contain either two letters divisible by 5 or one letter divisible by 25. It obviously cannot contain E or J. It cannot contain T because 10*3*5 is not divisible by 20. It cannot contain O because dividing 10*3*5 by 15 gives us 10, which would mean that E or J is in the name. So it must contain Y. Dividing by 25 gives us 2*3.
2*3 is one of only two pairs of numbers that multiplies to give us 6, the other being 1*6. So the remaining two letters must be either B and C or A and F. But since C is not in the password, the remaining two letters must be A and F.
Putting the five letters in order, we get AFNNY. Switching around the first two letters, we get FANNY.
The reason why the troll couldn't use similar rules to create a password using the name OSCAR is because S is the 19th letter of the alphabet, and 19 is a prime number and the only number less than or equal to 26 to be a multiple of 19.
<|im_start|>answer
The password is FANNY.
The woman's name cannot contain G or U, so since 14 is the only other multiple of 7 to be less than or equal to 26, the name must contain two N's. Dividing by 14 twice, we get 10*3*5.
Since two of these numbers are divisible by 5, the name must contain either two letters divisible by 5 or one letter divisible by 25. It obviously cannot contain E or J. It cannot contain T because 10*3*5 is not divisible by 20. It cannot contain O because dividing 10*3*5 by 15 gives us 10, which would mean that E or J is in the name. So it must contain Y. Dividing by 25 gives us 2*3.
2*3 is one of only two pairs of numbers that multiplies to give us 6, the other being 1*6. So the remaining two letters must be either B and C or A and F. But since C is not in the password, the remaining two letters must be A and F.
Putting the five letters in order, we get AFNNY. Switching around the first two letters, we get FANNY.
The reason why the troll couldn't use similar rules to create a password using the name OSCAR is because S is the 19th letter of the alphabet, and 19 is a prime number and the only number less than or equal to 26 to be a multiple of 19.
<|im_end|>
|
#39837
|
The Flawed Game
| 3.16
| 1.36
|
coolguy5678
|
A teacher was having trouble getting her students to learn their facts, but she noticed that her students often played the game "Rock, Paper, Scissors". She made a game with similar rules in order to encourage the students to learn their facts.
The class would be divided into three teams: Rock, Paper and Scissors. The teacher would ask the students a question and the class would raise their hands if they knew the answer. If the first person to answer the question correctly is in the Rock team, he or she would choose one player from the Scissors team to be eliminated. Similarly, if a player from the Scissors team was first to answer the question, then he or she would eliminate a member from the Paper team. Lastly, if a player from the Paper team was first to answer correctly, he or she would eliminate a member from the Rock team.
The teacher would then continue asking questions until only one team still has members. That team would be declared the winner and all its members would win a small chocolate.
However, as soon as she explained the rules to the class, one particularly smart student immediately found a large flaw that made the game unplayable. Can you do the same?
|
Think about what would happen after one team loses all its members.
|
After one team loses all its members, the team that it eliminates members from will always win. For example, say the Scissors team is the first team to lose all its members. It is now impossible for the Paper team to lose any members, but the Paper team can still eliminate members from Rock team, so it will eventually win (if the Rock team answers questions, there would be no one left for them to eliminate so nothing would happen). This means that the best strategy is actually to avoid answering questions until one team is eliminated. If all the players know this, the game would never end.
|
Logic
|
12/30/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A teacher was having trouble getting her students to learn their facts, but she noticed that her students often played the game "Rock, Paper, Scissors". She made a game with similar rules in order to encourage the students to learn their facts.
The class would be divided into three teams: Rock, Paper and Scissors. The teacher would ask the students a question and the class would raise their hands if they knew the answer. If the first person to answer the question correctly is in the Rock team, he or she would choose one player from the Scissors team to be eliminated. Similarly, if a player from the Scissors team was first to answer the question, then he or she would eliminate a member from the Paper team. Lastly, if a player from the Paper team was first to answer correctly, he or she would eliminate a member from the Rock team.
The teacher would then continue asking questions until only one team still has members. That team would be declared the winner and all its members would win a small chocolate.
However, as soon as she explained the rules to the class, one particularly smart student immediately found a large flaw that made the game unplayable. Can you do the same?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
After one team loses all its members, the team that it eliminates members from will always win. For example, say the Scissors team is the first team to lose all its members. It is now impossible for the Paper team to lose any members, but the Paper team can still eliminate members from Rock team, so it will eventually win (if the Rock team answers questions, there would be no one left for them to eliminate so nothing would happen). This means that the best strategy is actually to avoid answering questions until one team is eliminated. If all the players know this, the game would never end.
<|im_start|>answer
After one team loses all its members, the team that it eliminates members from will always win. For example, say the Scissors team is the first team to lose all its members. It is now impossible for the Paper team to lose any members, but the Paper team can still eliminate members from Rock team, so it will eventually win (if the Rock team answers questions, there would be no one left for them to eliminate so nothing would happen). This means that the best strategy is actually to avoid answering questions until one team is eliminated. If all the players know this, the game would never end.
<|im_end|>
|
#23523
|
Bridal Shower
| 3.16
| 2.25
|
ragsdaleam
|
Five bridesmaids threw a shower for their bride. Each brought a gift and made a favorite food of the bride. They all arrived at different times, and during the wedding each was wearing a different color of her choice. Determine the gift and food each bridesmaid brought, the time she arrived, and what color she chose for her dress.
1. The bridesmaid with the painting had trouble getting it in her car, and the bridesmaid with the potato salad got lost on the way, so they were the last two to arrive.
2. Amanda hated the color green and potato salad.
3. Kourtney and Selena did not wear the blue dress and did not bring the turkey sandwiches.
4. Stacie arrived before the bridesmaid with the painting, but after the bridesmaid who brought the sheets, and the bridesmaid who made the cheese dip.
5. The bridesmaid with a blue dress arrived 10 minutes before the bridesmaid who brought the sandwiches.
6. The bridesmaid with the veggie tray arrived 25 minutes after the bridesmaid who brought flatware, but before the bridesmaid who would be wearing a blue dress.
7. The five bridesmaids arrived in the following order: The one who baked the cake, Amanda, the one who would be wearing a yellow dress, the one with a toaster for a gift, and the one who arrived last.
8. Selena brought a cake with green frosting, the same color as her dress.
9. Amanda brought pink sheets as a gift to the bride, but she did not like pink for herself.
|
No hint available.
|
Selena; green; flatware; cake; 2:50
Amanda; purple; sheets; veggie tray; 3:15
Kourtney; yellow; towels; cheese dip; 3:20
Stacie; blue; toaster; potato salad; 3:35
Stephanie; pink; painting; turkey sandwiches; 3:45
|
Logic-Grid
|
06/09/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five bridesmaids threw a shower for their bride. Each brought a gift and made a favorite food of the bride. They all arrived at different times, and during the wedding each was wearing a different color of her choice. Determine the gift and food each bridesmaid brought, the time she arrived, and what color she chose for her dress.
1. The bridesmaid with the painting had trouble getting it in her car, and the bridesmaid with the potato salad got lost on the way, so they were the last two to arrive.
2. Amanda hated the color green and potato salad.
3. Kourtney and Selena did not wear the blue dress and did not bring the turkey sandwiches.
4. Stacie arrived before the bridesmaid with the painting, but after the bridesmaid who brought the sheets, and the bridesmaid who made the cheese dip.
5. The bridesmaid with a blue dress arrived 10 minutes before the bridesmaid who brought the sandwiches.
6. The bridesmaid with the veggie tray arrived 25 minutes after the bridesmaid who brought flatware, but before the bridesmaid who would be wearing a blue dress.
7. The five bridesmaids arrived in the following order: The one who baked the cake, Amanda, the one who would be wearing a yellow dress, the one with a toaster for a gift, and the one who arrived last.
8. Selena brought a cake with green frosting, the same color as her dress.
9. Amanda brought pink sheets as a gift to the bride, but she did not like pink for herself.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Selena; green; flatware; cake; 2:50
Amanda; purple; sheets; veggie tray; 3:15
Kourtney; yellow; towels; cheese dip; 3:20
Stacie; blue; toaster; potato salad; 3:35
Stephanie; pink; painting; turkey sandwiches; 3:45
<|im_start|>answer
Selena; green; flatware; cake; 2:50
Amanda; purple; sheets; veggie tray; 3:15
Kourtney; yellow; towels; cheese dip; 3:20
Stacie; blue; toaster; potato salad; 3:35
Stephanie; pink; painting; turkey sandwiches; 3:45
<|im_end|>
|
#38301
|
Special Delivery
| 3.16
| 2.46
|
dreamlvr1432
|
Joe needed some extra money, so he decided to take a summer job with a local gift shop, as a delivery boy. Joe had just loaded the van, when a gust of wind blew his delivery list out of his hand and into a puddle of water. The ink ran and 5 entries were smudged out. Joe remembers some of the details of the deliveries, but needs help reconstructing his list so he can get back to work. Using the clues below, can you help Joe figure out who each gift was delivered to, the occasion for the gift, the street each recipient lives on and the time the gifts are to be delivered?
Recipients: Tava, Gretta, Diane, Jill, Sarah
Gifts: Roses, tulips, teddy bear, tiger, balloons
Occasions: birthday, anniversary, get well, baby, promotion
Streets: Julian Ave, Story St, Brady Ln, Dory Dr, Manor Ct.
Times: 10 am, 11 am, noon, 1 pm, 2 pm
1) Gretta does not live on Story St.
2) Both the 11 am delivery and the one made to Sarah were flowers.
3) The 5 deliveries are the roses, the one on Story St, the one made at 1 pm, the one with a get well message, and the one made to Tava.
4) The last delivery of the day was a stuffed animal given as a birthday gift.
5) Jill (who just had a baby) did not receive a stuffed animal, nor was her gift delivered at noon.
6) The delivery on Julian Ave (which wasn't to Gretta) was tulips.
7) The deliveries were made in the following order: the balloons, the one made to Dory Dr, the one made to Diane, the gift given to celebrate a promotion, and the one made to Manor Ct.
8) The teddy bear was delivered 1 hour before Sarah received her gift, but 2 hours after the delivery on Story St.
|
No hint available.
|
Thanks to you, Joe remembered the missing details of the list. He made his deliveries on time and managed to take home $25 in tips!
Jill's friends sent balloon to her home on Story St. at 10 am to welcome the new baby.
Gretta received roses from her husband at 11 am for their anniversary. They live on Dory Dr.
Diane heard a knock at her door on Brady Ln at noon. She received a teddy bear "bearing" get well wishes, as she had been ill for several days.
Sarah just received a promotion and her co-workers sent tulips to her Julian Ave home at 1 pm.
Tava received a tiger for her birthday at 2 pm. She lives on Manor Ct.
|
Logic-Grid
|
09/15/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Joe needed some extra money, so he decided to take a summer job with a local gift shop, as a delivery boy. Joe had just loaded the van, when a gust of wind blew his delivery list out of his hand and into a puddle of water. The ink ran and 5 entries were smudged out. Joe remembers some of the details of the deliveries, but needs help reconstructing his list so he can get back to work. Using the clues below, can you help Joe figure out who each gift was delivered to, the occasion for the gift, the street each recipient lives on and the time the gifts are to be delivered?
Recipients: Tava, Gretta, Diane, Jill, Sarah
Gifts: Roses, tulips, teddy bear, tiger, balloons
Occasions: birthday, anniversary, get well, baby, promotion
Streets: Julian Ave, Story St, Brady Ln, Dory Dr, Manor Ct.
Times: 10 am, 11 am, noon, 1 pm, 2 pm
1) Gretta does not live on Story St.
2) Both the 11 am delivery and the one made to Sarah were flowers.
3) The 5 deliveries are the roses, the one on Story St, the one made at 1 pm, the one with a get well message, and the one made to Tava.
4) The last delivery of the day was a stuffed animal given as a birthday gift.
5) Jill (who just had a baby) did not receive a stuffed animal, nor was her gift delivered at noon.
6) The delivery on Julian Ave (which wasn't to Gretta) was tulips.
7) The deliveries were made in the following order: the balloons, the one made to Dory Dr, the one made to Diane, the gift given to celebrate a promotion, and the one made to Manor Ct.
8) The teddy bear was delivered 1 hour before Sarah received her gift, but 2 hours after the delivery on Story St.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Thanks to you, Joe remembered the missing details of the list. He made his deliveries on time and managed to take home $25 in tips!
Jill's friends sent balloon to her home on Story St. at 10 am to welcome the new baby.
Gretta received roses from her husband at 11 am for their anniversary. They live on Dory Dr.
Diane heard a knock at her door on Brady Ln at noon. She received a teddy bear "bearing" get well wishes, as she had been ill for several days.
Sarah just received a promotion and her co-workers sent tulips to her Julian Ave home at 1 pm.
Tava received a tiger for her birthday at 2 pm. She lives on Manor Ct.
<|im_start|>answer
Thanks to you, Joe remembered the missing details of the list. He made his deliveries on time and managed to take home $25 in tips!
Jill's friends sent balloon to her home on Story St. at 10 am to welcome the new baby.
Gretta received roses from her husband at 11 am for their anniversary. They live on Dory Dr.
Diane heard a knock at her door on Brady Ln at noon. She received a teddy bear "bearing" get well wishes, as she had been ill for several days.
Sarah just received a promotion and her co-workers sent tulips to her Julian Ave home at 1 pm.
Tava received a tiger for her birthday at 2 pm. She lives on Manor Ct.
<|im_end|>
|
#45833
|
Artist Lunch
| 3.16
| 2.56
|
caberet
|
Five budding artists are meeting for lunch today at the new Thai restaurant in town. Use the following clues to determine the first (Allie, Billie, Callie, Donnie and Effie) and last (Adams, Booker, Cheek, Devlin and Efferman) names of each artist, along with her favorite medium (Acrylic, Oil, Pastels, Pen and Ink and Watercolor) current focus (Children, Dancers, Fish, Landscapes and Nests) of each artist, along with their "day job" (Banquet Server, Bartender, Cashier, Driver and Teacher.) Nobody shares the same name, favorite medium, current focus or day job with anyone else in the group.
1. The driver has never been drawn to landscapes and the teacher paints with either acrylic or oils. Ms. Efferman is currently focusing on either children or fish. The oil painter is either the bartender or the driver.
2. Billy paints with either acrylic or watercolors. The surname of the driver is either Cheek or Adams. Callie is either Ms. Adams or Ms. Devlin. Donnie uses either acrylic or oil paint. The oil painter is focused on either dancers or landscapes.
3. The watercolorist is either the banquet server or the teacher. The one working with pen and ink is neither Allie nor Effie. The acrylic painter is not focusing on landscapes or dancers. Neither acrylic nor watercolor is used to portray children.
4. Ms. Adams is either the bartender or cashier. Allie either uses pen and ink or is focusing on children. Either Allie or Billy is the banquet server. Ms. Adams' work portrays either dancers or fish.
6. Effie and the acrylic painter shared a pizza, Ms. Cheek had a salad, while the banquet server and the nest aficionado both had the soup of the day.
|
No hint available.
|
First-Last-Medium-Theme-Day Job
Allie-Cheek-Pastels-Children-Driver
Billy-Booker-Watercolor-Landscape-Banquets
Callie-Devlin-Pen and Ink-Nests-Cashier
Donnie-Efferman-Acrylic-Fish-Teacher
Effie-Adams-Oil-Dancers-Bartender
|
Logic-Grid
|
11/27/09
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five budding artists are meeting for lunch today at the new Thai restaurant in town. Use the following clues to determine the first (Allie, Billie, Callie, Donnie and Effie) and last (Adams, Booker, Cheek, Devlin and Efferman) names of each artist, along with her favorite medium (Acrylic, Oil, Pastels, Pen and Ink and Watercolor) current focus (Children, Dancers, Fish, Landscapes and Nests) of each artist, along with their "day job" (Banquet Server, Bartender, Cashier, Driver and Teacher.) Nobody shares the same name, favorite medium, current focus or day job with anyone else in the group.
1. The driver has never been drawn to landscapes and the teacher paints with either acrylic or oils. Ms. Efferman is currently focusing on either children or fish. The oil painter is either the bartender or the driver.
2. Billy paints with either acrylic or watercolors. The surname of the driver is either Cheek or Adams. Callie is either Ms. Adams or Ms. Devlin. Donnie uses either acrylic or oil paint. The oil painter is focused on either dancers or landscapes.
3. The watercolorist is either the banquet server or the teacher. The one working with pen and ink is neither Allie nor Effie. The acrylic painter is not focusing on landscapes or dancers. Neither acrylic nor watercolor is used to portray children.
4. Ms. Adams is either the bartender or cashier. Allie either uses pen and ink or is focusing on children. Either Allie or Billy is the banquet server. Ms. Adams' work portrays either dancers or fish.
6. Effie and the acrylic painter shared a pizza, Ms. Cheek had a salad, while the banquet server and the nest aficionado both had the soup of the day.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
First-Last-Medium-Theme-Day Job
Allie-Cheek-Pastels-Children-Driver
Billy-Booker-Watercolor-Landscape-Banquets
Callie-Devlin-Pen and Ink-Nests-Cashier
Donnie-Efferman-Acrylic-Fish-Teacher
Effie-Adams-Oil-Dancers-Bartender
<|im_start|>answer
First-Last-Medium-Theme-Day Job
Allie-Cheek-Pastels-Children-Driver
Billy-Booker-Watercolor-Landscape-Banquets
Callie-Devlin-Pen and Ink-Nests-Cashier
Donnie-Efferman-Acrylic-Fish-Teacher
Effie-Adams-Oil-Dancers-Bartender
<|im_end|>
|
#45791
|
Sonora Celebrations
| 3.16
| 3.02
|
caberet
|
The small resort town of Sonora has a big weekend ahead. Five local venues (Black Cat, Blue Paper, Orange Peel, Red Rock and Yellow Dunes) have been booked to celebrate a different occasion (Anniversary, Birthday, Engagement, Graduation and Promotion) by five different hosts (Bette, Miley, Rickie, Sammy and Toni). Five local bands (Black Sunday, Blue Street Band, Orange Juice, Red Hot Poppers and Yellow Moon Trio, known for their haunting Blue Bayou rendition) have been booked with a request for a specific highlight song (Black Bird Fly, Blue Bayou, Orange Crush, Red, Red Wine or Yellow Polka Dot Bikini) unique to each event.
1. The first name of each song, venue and band are three different words for each event. Miley couldn't get either of her first two venue choices because the celebration for the job promotion had booked the first site and the event featuring Red, Red Wine had booked the second. The Yellow Moon Trio is either the band booked to play at Miley's event or the band that will play at the birthday party.
2. Black Bird Fly is either the song that will be played at the engagement party or the tune that Rickie requested. Either Sammy or Bette booked Yellow Dunes. Red Rock is either the site booked for the anniversary party or the location of the Red Hot Poppers. Either Bette or Rickie are hosting the event that is either the birthday celebration or the one for which Yellow Moon Trio has been booked. Black Sunday is either the band that will play Yellow Polka Dot Bikini or the band that will play at the anniversary celebration.
4. Either the promotion celebration will be held at the Orange Peel or it is the event that will highlight Blue Bayou. The med school graduation party is being hosted by either Ricky or Sammy at either Black Cat or Yellow Dunes.
5. Toni booked either the band that will play Orange Crush or the Red Hot Poppers. The Blue Street Band is either the group that will play at the graduation celebration or is the band that is booked to play at the Yellow Dunes. Black Bird Fly is either the song that was requested at the birthday or is the one to be played at Toni's event. Black Sunday is either the band playing at Red Rock or the band that will play Yellow Polka Dot Bikini.
6. Rickie booked either Orange Peel or the Yellow Dunes. Black Cat will either be the site at which Orange Crush will be highlighted or the location for which Yellow Moon Trio has been booked. Sammy is either the host of the promotion or the person that booked the Blue Street Band. Yellow Dunes will not be the site of either the engagement or promotion celebrations.
|
Hint: If you're stuck, carefully reread the instructions. Still stuck, go through the clues another time.
|
Song-Host-Venue-Band-Reason
Black Bird Fly-Toni-Blue Paper-Red Hot Poppers-Engagement
Blue Bayou-Miley-Red Rock-Yellow Moon Trio-Anniversary
Orange Crush-Sammy-Black Cat-Blue Street Band-Graduation
Red Red Wine-Bette-Yellow Dunes-Orange Juice-Birthday
Yellow Polka Dot Bikini-Rickie-Orange Peel-Black Sunday-Promotion
|
Logic-Grid
|
11/23/09
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The small resort town of Sonora has a big weekend ahead. Five local venues (Black Cat, Blue Paper, Orange Peel, Red Rock and Yellow Dunes) have been booked to celebrate a different occasion (Anniversary, Birthday, Engagement, Graduation and Promotion) by five different hosts (Bette, Miley, Rickie, Sammy and Toni). Five local bands (Black Sunday, Blue Street Band, Orange Juice, Red Hot Poppers and Yellow Moon Trio, known for their haunting Blue Bayou rendition) have been booked with a request for a specific highlight song (Black Bird Fly, Blue Bayou, Orange Crush, Red, Red Wine or Yellow Polka Dot Bikini) unique to each event.
1. The first name of each song, venue and band are three different words for each event. Miley couldn't get either of her first two venue choices because the celebration for the job promotion had booked the first site and the event featuring Red, Red Wine had booked the second. The Yellow Moon Trio is either the band booked to play at Miley's event or the band that will play at the birthday party.
2. Black Bird Fly is either the song that will be played at the engagement party or the tune that Rickie requested. Either Sammy or Bette booked Yellow Dunes. Red Rock is either the site booked for the anniversary party or the location of the Red Hot Poppers. Either Bette or Rickie are hosting the event that is either the birthday celebration or the one for which Yellow Moon Trio has been booked. Black Sunday is either the band that will play Yellow Polka Dot Bikini or the band that will play at the anniversary celebration.
4. Either the promotion celebration will be held at the Orange Peel or it is the event that will highlight Blue Bayou. The med school graduation party is being hosted by either Ricky or Sammy at either Black Cat or Yellow Dunes.
5. Toni booked either the band that will play Orange Crush or the Red Hot Poppers. The Blue Street Band is either the group that will play at the graduation celebration or is the band that is booked to play at the Yellow Dunes. Black Bird Fly is either the song that was requested at the birthday or is the one to be played at Toni's event. Black Sunday is either the band playing at Red Rock or the band that will play Yellow Polka Dot Bikini.
6. Rickie booked either Orange Peel or the Yellow Dunes. Black Cat will either be the site at which Orange Crush will be highlighted or the location for which Yellow Moon Trio has been booked. Sammy is either the host of the promotion or the person that booked the Blue Street Band. Yellow Dunes will not be the site of either the engagement or promotion celebrations.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Song-Host-Venue-Band-Reason
Black Bird Fly-Toni-Blue Paper-Red Hot Poppers-Engagement
Blue Bayou-Miley-Red Rock-Yellow Moon Trio-Anniversary
Orange Crush-Sammy-Black Cat-Blue Street Band-Graduation
Red Red Wine-Bette-Yellow Dunes-Orange Juice-Birthday
Yellow Polka Dot Bikini-Rickie-Orange Peel-Black Sunday-Promotion
<|im_start|>answer
Song-Host-Venue-Band-Reason
Black Bird Fly-Toni-Blue Paper-Red Hot Poppers-Engagement
Blue Bayou-Miley-Red Rock-Yellow Moon Trio-Anniversary
Orange Crush-Sammy-Black Cat-Blue Street Band-Graduation
Red Red Wine-Bette-Yellow Dunes-Orange Juice-Birthday
Yellow Polka Dot Bikini-Rickie-Orange Peel-Black Sunday-Promotion
<|im_end|>
|
#30858
|
Your Very Own Empire
| 3.15
| 3.07
|
AwwwSweet
|
You thank the last person as they step outside, "It's been a lovely evening, drive safely!" You wait in the doorway to see them off, waving as the car begins to pull away. Closing the door, you breathe a tired sigh.
You stroll into the living room before it finally hits you. After weeks of discussions and the purchase of a 5-story building downtown, you are finally the proud owner of your very own clothing empire! You've just closed negotiations with 5 designers who have started their own small companies, but haven't been able to hit it big yet. Aside from settling on a salary for each of them, you also agreed to hire the employees they already have. This is indeed a wonderful moment for you! "YES," you yell enthusiastically!
Startled, your cat jumps sideways off the couch, landing on the coffee table and knocking a glass of wine all over your papers. Your delight quickly turns to horror as you realize what your precious (and soon-to-die) tabby has just done. You dash into the kitchen for some napkins but it's too late; half of your papers are already ruined. You can't believe it. You just spent all night sorting out the details, and you would really prefer to not have another 8 hour evening with those crazy designers! Besides, they might try to change their salaries.
With the information you have left, can you figure out what salary you agreed on with each designer, which item they design, how many employees they have, and on which floor of your new building they will be located?
Designers: Aimee, Claude, Darla, Evan, Faye
Items: Purses, Pants, Skirts, Shoes, Tops
Floors: 1, 2, 3, 4, 5
Number of Employees: 5, 6, 7, 8, 9
Salary: 133k, 138k, 141k, 146k, 152k
1. The salary of the person designing pants is more than Darla, but less than the designer on the 2nd floor.
2. The five unique designers are: Faye, the one designing purses, the one on the 5th floor, the one whose salary is 146k, and the one with 5 employees.
3. Only 15 employees will work above the 3rd floor.
4. The shoe designer does not have the lowest salary, despite having the fewest employees.
5. The sum of the numbers in one designer's salary is also their total number of employees.
6. The salary of the designer on the 3rd floor is 138k.
7. The five different floors are: the floor with 9 employees, the floor of the 133k salary, the floor Aimee is on, the 2nd floor, and the floor where the tops are designed.
8. The designer on the 1st floor has the same number of employees as letters in their name.
9. The purse designer has the most employees, but she doesn't have the highest salary.
10. You remember that Faye really likes purses, but that has nothing to do with this puzzle.
|
No hint available.
|
Aimee: Pants, 5th Floor, 8 employees, 141k
Claude: Tops, 1st Floor, 6 employees, 146k
Darla: Purses, 3rd Floor, 9 employees, 138k
Evan: Shoes, 2nd Floor, 5 employees, 152k
Faye: Skirts, 4th Floor, 7 employees, 133k
|
Logic-Grid
|
06/03/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
You thank the last person as they step outside, "It's been a lovely evening, drive safely!" You wait in the doorway to see them off, waving as the car begins to pull away. Closing the door, you breathe a tired sigh.
You stroll into the living room before it finally hits you. After weeks of discussions and the purchase of a 5-story building downtown, you are finally the proud owner of your very own clothing empire! You've just closed negotiations with 5 designers who have started their own small companies, but haven't been able to hit it big yet. Aside from settling on a salary for each of them, you also agreed to hire the employees they already have. This is indeed a wonderful moment for you! "YES," you yell enthusiastically!
Startled, your cat jumps sideways off the couch, landing on the coffee table and knocking a glass of wine all over your papers. Your delight quickly turns to horror as you realize what your precious (and soon-to-die) tabby has just done. You dash into the kitchen for some napkins but it's too late; half of your papers are already ruined. You can't believe it. You just spent all night sorting out the details, and you would really prefer to not have another 8 hour evening with those crazy designers! Besides, they might try to change their salaries.
With the information you have left, can you figure out what salary you agreed on with each designer, which item they design, how many employees they have, and on which floor of your new building they will be located?
Designers: Aimee, Claude, Darla, Evan, Faye
Items: Purses, Pants, Skirts, Shoes, Tops
Floors: 1, 2, 3, 4, 5
Number of Employees: 5, 6, 7, 8, 9
Salary: 133k, 138k, 141k, 146k, 152k
1. The salary of the person designing pants is more than Darla, but less than the designer on the 2nd floor.
2. The five unique designers are: Faye, the one designing purses, the one on the 5th floor, the one whose salary is 146k, and the one with 5 employees.
3. Only 15 employees will work above the 3rd floor.
4. The shoe designer does not have the lowest salary, despite having the fewest employees.
5. The sum of the numbers in one designer's salary is also their total number of employees.
6. The salary of the designer on the 3rd floor is 138k.
7. The five different floors are: the floor with 9 employees, the floor of the 133k salary, the floor Aimee is on, the 2nd floor, and the floor where the tops are designed.
8. The designer on the 1st floor has the same number of employees as letters in their name.
9. The purse designer has the most employees, but she doesn't have the highest salary.
10. You remember that Faye really likes purses, but that has nothing to do with this puzzle.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Aimee: Pants, 5th Floor, 8 employees, 141k
Claude: Tops, 1st Floor, 6 employees, 146k
Darla: Purses, 3rd Floor, 9 employees, 138k
Evan: Shoes, 2nd Floor, 5 employees, 152k
Faye: Skirts, 4th Floor, 7 employees, 133k
<|im_start|>answer
Aimee: Pants, 5th Floor, 8 employees, 141k
Claude: Tops, 1st Floor, 6 employees, 146k
Darla: Purses, 3rd Floor, 9 employees, 138k
Evan: Shoes, 2nd Floor, 5 employees, 152k
Faye: Skirts, 4th Floor, 7 employees, 133k
<|im_end|>
|
#40224
|
Reunion '98
| 3.15
| 2.97
|
dreamlvr1432
|
It's reunion time for the class of 1998, and it's your job to gather information on all of your former classmates for the reunion directory. You have finally organized all the information, but as you are handing it to the publisher's messenger, he clumsily drops a few pages into the shredder! You manage to rewrite most of those pages, but you realize you are missing some information on five of your classmates (3 men and 2 women). You need to match each person with his/her spouse, last name, occupation, and the city in which he/she lives. All you have to work with is what you recall from your notes, and your memories of your classmates from school days.
CLASSMATES: Casey, Dana, Jordan, Drew, Kelsey
SPOUSES: (women) Anna, Karen, Jane, (men) Matthew, David
LAST NAMES: Campos, Jones, Kaufmann, Smith, Thompson
OCCUPATIONS: lawyer, social worker, disk jockey, pediatrician, news anchor
CITIES: Lawton, Helena, Dayton, Madison, Springfield
1) The male classmates are the one from Madison, the one from Helena, and the lawyer.
2) The five classmates are Casey, the man that married Jane (who is not from Helena), the woman surnamed Thompson, the disk jockey, and the woman who lived in Lawton.
3) You recall that only two classmates (1 man and 1 woman) married people with the same first initial as their own. They both have jobs in the media industry.
4) You can also recall that nobody (including spouses) has a last name with the same initial as their first name.
5) The monogram on Karen's towels is the same forward as backward. Her last name is not Campos.
6) David's wife became the anchor for Lawton's 6 o'clock news. Her best friend became a pediatrician in Dayton.
7) Mr. and Mrs. Kaufmann's first initials are the same as the abbreviation of Mr. Jones' occupation.
8) In high school, Dana was always very compassionate and eager to help anyone in need. It is no surprise that he became a social worker (not in Dayton).
|
All classmates' names are unisex. You must determine which are male and female.
A monogram generally consists of a husband's and wife's first initials on either side of their last initial. (ex: Tim and Janet Brown = TBJ)
|
Casey Smith married Anna and became a lawyer in Springfield.
Dana Kaufmann married Jane and became a social worker in Madison.
Jordan Thompson married Matthew and became a pediatrician in Dayton.
Kelsey Jones married Karen and became a disk jockey in Helena.
Drew Campos married David and became a news anchor in Lawton.
|
Logic-Grid
|
01/27/08
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
It's reunion time for the class of 1998, and it's your job to gather information on all of your former classmates for the reunion directory. You have finally organized all the information, but as you are handing it to the publisher's messenger, he clumsily drops a few pages into the shredder! You manage to rewrite most of those pages, but you realize you are missing some information on five of your classmates (3 men and 2 women). You need to match each person with his/her spouse, last name, occupation, and the city in which he/she lives. All you have to work with is what you recall from your notes, and your memories of your classmates from school days.
CLASSMATES: Casey, Dana, Jordan, Drew, Kelsey
SPOUSES: (women) Anna, Karen, Jane, (men) Matthew, David
LAST NAMES: Campos, Jones, Kaufmann, Smith, Thompson
OCCUPATIONS: lawyer, social worker, disk jockey, pediatrician, news anchor
CITIES: Lawton, Helena, Dayton, Madison, Springfield
1) The male classmates are the one from Madison, the one from Helena, and the lawyer.
2) The five classmates are Casey, the man that married Jane (who is not from Helena), the woman surnamed Thompson, the disk jockey, and the woman who lived in Lawton.
3) You recall that only two classmates (1 man and 1 woman) married people with the same first initial as their own. They both have jobs in the media industry.
4) You can also recall that nobody (including spouses) has a last name with the same initial as their first name.
5) The monogram on Karen's towels is the same forward as backward. Her last name is not Campos.
6) David's wife became the anchor for Lawton's 6 o'clock news. Her best friend became a pediatrician in Dayton.
7) Mr. and Mrs. Kaufmann's first initials are the same as the abbreviation of Mr. Jones' occupation.
8) In high school, Dana was always very compassionate and eager to help anyone in need. It is no surprise that he became a social worker (not in Dayton).
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Casey Smith married Anna and became a lawyer in Springfield.
Dana Kaufmann married Jane and became a social worker in Madison.
Jordan Thompson married Matthew and became a pediatrician in Dayton.
Kelsey Jones married Karen and became a disk jockey in Helena.
Drew Campos married David and became a news anchor in Lawton.
<|im_start|>answer
Casey Smith married Anna and became a lawyer in Springfield.
Dana Kaufmann married Jane and became a social worker in Madison.
Jordan Thompson married Matthew and became a pediatrician in Dayton.
Kelsey Jones married Karen and became a disk jockey in Helena.
Drew Campos married David and became a news anchor in Lawton.
<|im_end|>
|
#45350
|
Baggage Mishaps
| 3.15
| 3.31
|
caberet
|
Savannah got distracted when her shuttle arrived at Earth Central Airport. Now she's at Lost & Found with four other travelers all waiting to retrieve one lost piece of luggage of a different color (black, blue, green, red or yellow.) While filling out their baggage retrieval paperwork, they discovered an amazing coincidence. Each person had the last name of one other person's nationality and another's destination country (America, England, France, Panama or Zambia). Nobody had the same last name, nationality or destination country of anyone else in the group. Each person is traveling from his or her country of origin to only one other country. Use the following clues to determine each traveler's first name, last name (L), nationality (N), destination country (D) and baggage color. Because this is Logic Land, the unlikelihood of the travelers actually sharing the same airport is not of any concern in solving this puzzle.
1. Each traveler's last name, nationality and destination country are three different names.
2. Ms. Panama is neither the Zambian citizen nor the one going to England; Carmelita wants her suitcase to stand out, so she is not the person with the black bag. (All five travelers are mentioned in this clue.)
3. The person bound for France, who asked Echo where she bought her fragrant cup of coffee, sat next to Mr. England.
4. Echo is not the French citizen that helped Pierre with his paperwork.
5. Of the person with the lovely yellow suitcase and Savannah, one is traveling to Zambia and the other is the American citizen.
6. Pierre's destination country is the nationality of the owner of the black bag; the destination country of the owner of the black bag is Pierre's nationality.
7. The person surnamed America is not going to France and the person traveling to America has either a blue or green bag.
8. Juan, who does not have yellow luggage, does not have England as his last name.
9. The five travelers are the American, Echo, the blue suitcase owner, the one traveling to Panama and Ms. France.
|
Hint: We know that Echo is a woman from clue 3, so there are 3 women and 2 men. Pierre is Mr. England from clues 3 & 8. He must be Zambian since he cannot be any of the other people in clue 2. Since Pierre is Zambian, clue 6 tells us that the owner of the black luggage must be the one going to Zambia. In clue 5, Savannah must be the owner of the black bag since the person going to Zambia cannot have the yellow bag (clue 6), which makes the yellow bag's owner the American. Next look at clue 9 for information on the remaining two travelers.
See answer for complete step-by-step solution.
|
We know that there are 3 women, Carmelita, Savannah, and Echo (clue 3), and 2 men, Pierre and Juan. We know that Pierre is surnamed England, since clue 3 tells us that the person surnamed England is male, and clue 8 tells us that Juan, the only other male is not Mr. England. In clue 2, Pierre is not Ms. Panama, the traveler to England (clue 1 tells us that Mr. England is not traveling to England), Carmelita, or the owner of the black baggage (clue 6); leaving only the Zambian. Since Pierre is from Zambia, clue 6 tells us that the owner of the black luggage must be the one heading to Zambia. In clue 5, the person traveling to Zambia (who we now know has black baggage) must be Savannah and the American citizen has the yellow luggage. Savannah must be Ms. France to fit clue 9 since she is not the American (the 3rd person we have identified), Echo, the owner of the blue bag (Savannah has the black bag), or the traveler bound for Panama (she is heading to Zambia). Savannah's nationality cannot be French or Zambian (clue 1), English (clues 1 and 6 - Pierre cannot be heading to England because of his last name), or America (since Savannah is not American). The only remaining country is Panama. So Savannah is Panamanian and clue 6 tells us that Pierre must be heading to Panama.
We now have 3 people, Pierre, Savannah, and the American with the yellow bag. According to clue 9, the 2 remaining people are the owner of the blue bag and Echo. Juan is not the owner of the yellow bag (clue 8) so he must have the blue bag, leaving only Carmelita to be the American. Since Echo is not French (clue 4), she must be English and Juan is French (the only remaining option). We know that the person going to France is neither Echo from clue 3 nor Juan because he is French (clue 1), so the only remaining option is that Carmelita is heading to France. Clue 2 tells us that Carmelita is not Ms. Panama, so she must be Echo. Carmelita cannot be surnamed America (clue 1) so this is Juan's last name, leaving only Zambia as Carmelita's surname. Clue 2 tells us that Ms. Panama cannot be the one traveling to England so that must be Juan's destination. Echo is traveling to America, the only remaining option. From clue 7, Echo must have the green bag, since Juan has the blue bag, leaving the red bag to belong to Pierre.
First-Last-Nationality-Destination-Color
Carmelita-Zambia-America-France-Yellow
Echo-Panama-English-America-Green
Juan-America-French-England-Blue
Pierre-England-Zambia-Panama-Red
Savannah-France-Panama-Zambia-Black
|
Logic-Grid
|
09/25/09
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Savannah got distracted when her shuttle arrived at Earth Central Airport. Now she's at Lost & Found with four other travelers all waiting to retrieve one lost piece of luggage of a different color (black, blue, green, red or yellow.) While filling out their baggage retrieval paperwork, they discovered an amazing coincidence. Each person had the last name of one other person's nationality and another's destination country (America, England, France, Panama or Zambia). Nobody had the same last name, nationality or destination country of anyone else in the group. Each person is traveling from his or her country of origin to only one other country. Use the following clues to determine each traveler's first name, last name (L), nationality (N), destination country (D) and baggage color. Because this is Logic Land, the unlikelihood of the travelers actually sharing the same airport is not of any concern in solving this puzzle.
1. Each traveler's last name, nationality and destination country are three different names.
2. Ms. Panama is neither the Zambian citizen nor the one going to England; Carmelita wants her suitcase to stand out, so she is not the person with the black bag. (All five travelers are mentioned in this clue.)
3. The person bound for France, who asked Echo where she bought her fragrant cup of coffee, sat next to Mr. England.
4. Echo is not the French citizen that helped Pierre with his paperwork.
5. Of the person with the lovely yellow suitcase and Savannah, one is traveling to Zambia and the other is the American citizen.
6. Pierre's destination country is the nationality of the owner of the black bag; the destination country of the owner of the black bag is Pierre's nationality.
7. The person surnamed America is not going to France and the person traveling to America has either a blue or green bag.
8. Juan, who does not have yellow luggage, does not have England as his last name.
9. The five travelers are the American, Echo, the blue suitcase owner, the one traveling to Panama and Ms. France.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
We know that there are 3 women, Carmelita, Savannah, and Echo (clue 3), and 2 men, Pierre and Juan. We know that Pierre is surnamed England, since clue 3 tells us that the person surnamed England is male, and clue 8 tells us that Juan, the only other male is not Mr. England. In clue 2, Pierre is not Ms. Panama, the traveler to England (clue 1 tells us that Mr. England is not traveling to England), Carmelita, or the owner of the black baggage (clue 6); leaving only the Zambian. Since Pierre is from Zambia, clue 6 tells us that the owner of the black luggage must be the one heading to Zambia. In clue 5, the person traveling to Zambia (who we now know has black baggage) must be Savannah and the American citizen has the yellow luggage. Savannah must be Ms. France to fit clue 9 since she is not the American (the 3rd person we have identified), Echo, the owner of the blue bag (Savannah has the black bag), or the traveler bound for Panama (she is heading to Zambia). Savannah's nationality cannot be French or Zambian (clue 1), English (clues 1 and 6 - Pierre cannot be heading to England because of his last name), or America (since Savannah is not American). The only remaining country is Panama. So Savannah is Panamanian and clue 6 tells us that Pierre must be heading to Panama.
We now have 3 people, Pierre, Savannah, and the American with the yellow bag. According to clue 9, the 2 remaining people are the owner of the blue bag and Echo. Juan is not the owner of the yellow bag (clue 8) so he must have the blue bag, leaving only Carmelita to be the American. Since Echo is not French (clue 4), she must be English and Juan is French (the only remaining option). We know that the person going to France is neither Echo from clue 3 nor Juan because he is French (clue 1), so the only remaining option is that Carmelita is heading to France. Clue 2 tells us that Carmelita is not Ms. Panama, so she must be Echo. Carmelita cannot be surnamed America (clue 1) so this is Juan's last name, leaving only Zambia as Carmelita's surname. Clue 2 tells us that Ms. Panama cannot be the one traveling to England so that must be Juan's destination. Echo is traveling to America, the only remaining option. From clue 7, Echo must have the green bag, since Juan has the blue bag, leaving the red bag to belong to Pierre.
First-Last-Nationality-Destination-Color
Carmelita-Zambia-America-France-Yellow
Echo-Panama-English-America-Green
Juan-America-French-England-Blue
Pierre-England-Zambia-Panama-Red
Savannah-France-Panama-Zambia-Black
<|im_start|>answer
We know that there are 3 women, Carmelita, Savannah, and Echo (clue 3), and 2 men, Pierre and Juan. We know that Pierre is surnamed England, since clue 3 tells us that the person surnamed England is male, and clue 8 tells us that Juan, the only other male is not Mr. England. In clue 2, Pierre is not Ms. Panama, the traveler to England (clue 1 tells us that Mr. England is not traveling to England), Carmelita, or the owner of the black baggage (clue 6); leaving only the Zambian. Since Pierre is from Zambia, clue 6 tells us that the owner of the black luggage must be the one heading to Zambia. In clue 5, the person traveling to Zambia (who we now know has black baggage) must be Savannah and the American citizen has the yellow luggage. Savannah must be Ms. France to fit clue 9 since she is not the American (the 3rd person we have identified), Echo, the owner of the blue bag (Savannah has the black bag), or the traveler bound for Panama (she is heading to Zambia). Savannah's nationality cannot be French or Zambian (clue 1), English (clues 1 and 6 - Pierre cannot be heading to England because of his last name), or America (since Savannah is not American). The only remaining country is Panama. So Savannah is Panamanian and clue 6 tells us that Pierre must be heading to Panama.
We now have 3 people, Pierre, Savannah, and the American with the yellow bag. According to clue 9, the 2 remaining people are the owner of the blue bag and Echo. Juan is not the owner of the yellow bag (clue 8) so he must have the blue bag, leaving only Carmelita to be the American. Since Echo is not French (clue 4), she must be English and Juan is French (the only remaining option). We know that the person going to France is neither Echo from clue 3 nor Juan because he is French (clue 1), so the only remaining option is that Carmelita is heading to France. Clue 2 tells us that Carmelita is not Ms. Panama, so she must be Echo. Carmelita cannot be surnamed America (clue 1) so this is Juan's last name, leaving only Zambia as Carmelita's surname. Clue 2 tells us that Ms. Panama cannot be the one traveling to England so that must be Juan's destination. Echo is traveling to America, the only remaining option. From clue 7, Echo must have the green bag, since Juan has the blue bag, leaving the red bag to belong to Pierre.
First-Last-Nationality-Destination-Color
Carmelita-Zambia-America-France-Yellow
Echo-Panama-English-America-Green
Juan-America-French-England-Blue
Pierre-England-Zambia-Panama-Red
Savannah-France-Panama-Zambia-Black
<|im_end|>
|
#28001
|
Giving to the Greater Good
| 3.15
| 2.2
|
aprilsprings29
|
Five people chose to donate to five different charitable organizations: Support the Troops, Breast Cancer, Red Cross, UNICEF and AIDS. They each donated a different amount of money and have different careers. Can you discern their first and last name, charity, donation amount, and their career?
1. The surgeon donated three times more than Ms. Maxwell.
2. $90,000 was donated to Breast Cancer, but not from the governor or the surgeon.
3. UNICEF received $30,000
4. Mr. Gage's wife has been pressuring him to find a job.
5. Donna donated to Support the Troops.
6. The five donators are: The news reporter, Mrs.Vallay, the guy who donated $30,000, Julia Maxwell, and the attorney who contributed no less than $50,000.
7. Chad is not the attorney, but he received a pink ribbon for contributing to the Breast Cancer charity.
8. Tom contributed half as much as the surgeon, but more than the woman who donated to the Red Cross.
9. Donna and her husband, Mr. Rackley, have a nephew fighting in the war overseas.
|
Support = Support the Troops
|
Michelle Vallay - $60,000 - AIDS - Surgeon
Julia Maxwell - $20,000- Red Cross - Governor
Chad Williams - $90,000- Breast Cancer - News Reporter
Tom Gage - $30,000-UNICEF - Unemployed
Donna Rackley - $80,000 - Support the Troops- Attorney
|
Logic-Grid
|
01/09/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five people chose to donate to five different charitable organizations: Support the Troops, Breast Cancer, Red Cross, UNICEF and AIDS. They each donated a different amount of money and have different careers. Can you discern their first and last name, charity, donation amount, and their career?
1. The surgeon donated three times more than Ms. Maxwell.
2. $90,000 was donated to Breast Cancer, but not from the governor or the surgeon.
3. UNICEF received $30,000
4. Mr. Gage's wife has been pressuring him to find a job.
5. Donna donated to Support the Troops.
6. The five donators are: The news reporter, Mrs.Vallay, the guy who donated $30,000, Julia Maxwell, and the attorney who contributed no less than $50,000.
7. Chad is not the attorney, but he received a pink ribbon for contributing to the Breast Cancer charity.
8. Tom contributed half as much as the surgeon, but more than the woman who donated to the Red Cross.
9. Donna and her husband, Mr. Rackley, have a nephew fighting in the war overseas.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Michelle Vallay - $60,000 - AIDS - Surgeon
Julia Maxwell - $20,000- Red Cross - Governor
Chad Williams - $90,000- Breast Cancer - News Reporter
Tom Gage - $30,000-UNICEF - Unemployed
Donna Rackley - $80,000 - Support the Troops- Attorney
<|im_start|>answer
Michelle Vallay - $60,000 - AIDS - Surgeon
Julia Maxwell - $20,000- Red Cross - Governor
Chad Williams - $90,000- Breast Cancer - News Reporter
Tom Gage - $30,000-UNICEF - Unemployed
Donna Rackley - $80,000 - Support the Troops- Attorney
<|im_end|>
|
End of preview. Expand
in Data Studio
No dataset card yet
- Downloads last month
- 2