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#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|>
|
#49102
|
Disparate Housewives
| 3.15
| 2.99
|
Gizzer
|
The housewives of Clematis Lane are a very disparate group. Each housewife was born under a different sign of the Chinese zodiac, prefers a different brand of household cleaner, went on a second honeymoon to a different European capital last year, and has a family member with a strange medical problem related to a different eponymous body part. Can you determine the name, zodiac sign, cleaner, honeymoon destination and afflicted family member's body part for each housewife?
Housewives: Alma, Blythe, Helen, Leslie, Roberta
Zodiac Years: Dragon, Horse, Ox, Pig, Rooster
Cleaners: Ajax, Bon Ami, Comet, Lysol, Vanish
Honeymoon Cities: Amsterdam, Brussels, London, Oslo, Paris
Body Parts: Achilles' Tendon, Adam's Apple, Bundle of His, Fallopian Tubes, Islets of Langerhans
1. The five housewives are: Roberta, the one born in the Year of the Dragon, the one who prefers to use Bon Ami, the one who travelled to Amsterdam and the one whose daughter ruptured an Achilles Tendon after being kicked in the ankle by a soccer mom just before the championship game.
2. Neither Blythe (who hasn't been to London) nor the housewife born in the Year of the Horse (who doesn't use Vanish) is the one with a brother whose pacemaker, installed to correct a defect with his Bundle of His, somehow triggers her automatic Lysol shower cleaner.
3. The housewife who went to Brussels has a son with hyperactive Islets of Langerhans, requiring him to constantly eat candy or risk lapsing into a diabetic coma.
4. Neither Leslie nor the housewife who uses Comet cleanser is the woman who was born in the Year of the Rooster and whose husband, ironically, can't crow about his exploits after suffering a crushed Adam's Apple while participating in a joust at the County Fair.
5. Helen (who wasn't born in the Year of the Pig) went to Paris for her second honeymoon.
6. Neither Leslie nor the housewife born in the Year of the Ox has the brother with a defective Bundle of His or the daughter with the ruptured Achilles Tendon.
7. The housewife born in the Year of the Dragon doesn't use Lysol or Ajax.
8. The housewife born in the Year of the Horse doesn't use Comet.
9. The housewife born in the Year of the Ox isn't the woman with a twin sister who had her Fallopian tubes removed after an ectopic pregnancy and now wants her sister to act as a surrogate.
10. Alma has never been to Oslo.
|
No hint available.
|
Leslie, Year of the Dragon, Vanish, London, Fallopian Tubes
Roberta, Year of the Ox, Comet, Brussels, Islets of Langerhans
Alma, Year of the Pig, Lysol, Amsterdam, Bundle of His
Helen, Year of the Horse, Ajax, Paris, Achilles Tendon
Blythe, Year of the Rooster, Bon Ami, Oslo, Adam's Apple
|
Logic-Grid
|
10/24/11
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The housewives of Clematis Lane are a very disparate group. Each housewife was born under a different sign of the Chinese zodiac, prefers a different brand of household cleaner, went on a second honeymoon to a different European capital last year, and has a family member with a strange medical problem related to a different eponymous body part. Can you determine the name, zodiac sign, cleaner, honeymoon destination and afflicted family member's body part for each housewife?
Housewives: Alma, Blythe, Helen, Leslie, Roberta
Zodiac Years: Dragon, Horse, Ox, Pig, Rooster
Cleaners: Ajax, Bon Ami, Comet, Lysol, Vanish
Honeymoon Cities: Amsterdam, Brussels, London, Oslo, Paris
Body Parts: Achilles' Tendon, Adam's Apple, Bundle of His, Fallopian Tubes, Islets of Langerhans
1. The five housewives are: Roberta, the one born in the Year of the Dragon, the one who prefers to use Bon Ami, the one who travelled to Amsterdam and the one whose daughter ruptured an Achilles Tendon after being kicked in the ankle by a soccer mom just before the championship game.
2. Neither Blythe (who hasn't been to London) nor the housewife born in the Year of the Horse (who doesn't use Vanish) is the one with a brother whose pacemaker, installed to correct a defect with his Bundle of His, somehow triggers her automatic Lysol shower cleaner.
3. The housewife who went to Brussels has a son with hyperactive Islets of Langerhans, requiring him to constantly eat candy or risk lapsing into a diabetic coma.
4. Neither Leslie nor the housewife who uses Comet cleanser is the woman who was born in the Year of the Rooster and whose husband, ironically, can't crow about his exploits after suffering a crushed Adam's Apple while participating in a joust at the County Fair.
5. Helen (who wasn't born in the Year of the Pig) went to Paris for her second honeymoon.
6. Neither Leslie nor the housewife born in the Year of the Ox has the brother with a defective Bundle of His or the daughter with the ruptured Achilles Tendon.
7. The housewife born in the Year of the Dragon doesn't use Lysol or Ajax.
8. The housewife born in the Year of the Horse doesn't use Comet.
9. The housewife born in the Year of the Ox isn't the woman with a twin sister who had her Fallopian tubes removed after an ectopic pregnancy and now wants her sister to act as a surrogate.
10. Alma has never been to Oslo.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Leslie, Year of the Dragon, Vanish, London, Fallopian Tubes
Roberta, Year of the Ox, Comet, Brussels, Islets of Langerhans
Alma, Year of the Pig, Lysol, Amsterdam, Bundle of His
Helen, Year of the Horse, Ajax, Paris, Achilles Tendon
Blythe, Year of the Rooster, Bon Ami, Oslo, Adam's Apple
<|im_start|>answer
Leslie, Year of the Dragon, Vanish, London, Fallopian Tubes
Roberta, Year of the Ox, Comet, Brussels, Islets of Langerhans
Alma, Year of the Pig, Lysol, Amsterdam, Bundle of His
Helen, Year of the Horse, Ajax, Paris, Achilles Tendon
Blythe, Year of the Rooster, Bon Ami, Oslo, Adam's Apple
<|im_end|>
|
#52159
|
The Opposite Gender
| 3.15
| 2.25
|
wimpykidfan37
|
Sam, Alex, Charlie, and Jordan are related. One of them is the opposite gender from the other three. Here are some facts:
1. Charlie's only son is either Sam or Alex.
2. Jordan's sister is either Alex or Charlie.
3. Jordan is either Sam's brother or Sam's only daughter.
Who is the opposite gender from the other three?
|
No hint available.
|
Charlie is the opposite gender.
If Jordan is Sam's only daughter, then Jordan cannot have a sister. Therefore, Jordan must be Sam's brother and a male.
If Jordan's sister is Alex, then fact 1 tells us that Sam is Charlie's only son. But since Jordan is Sam's brother, Sam cannot be Charlie's only son. Therefore, Charlie must be Jordan's sister.
Since Sam is Jordan and Charlie's sibling, Alex must be Charlie's son. Now we know that Alex and Jordan are male, while Charlie is female.
|
Logic
|
03/17/19
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Sam, Alex, Charlie, and Jordan are related. One of them is the opposite gender from the other three. Here are some facts:
1. Charlie's only son is either Sam or Alex.
2. Jordan's sister is either Alex or Charlie.
3. Jordan is either Sam's brother or Sam's only daughter.
Who is the opposite gender from the other three?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Charlie is the opposite gender.
If Jordan is Sam's only daughter, then Jordan cannot have a sister. Therefore, Jordan must be Sam's brother and a male.
If Jordan's sister is Alex, then fact 1 tells us that Sam is Charlie's only son. But since Jordan is Sam's brother, Sam cannot be Charlie's only son. Therefore, Charlie must be Jordan's sister.
Since Sam is Jordan and Charlie's sibling, Alex must be Charlie's son. Now we know that Alex and Jordan are male, while Charlie is female.
<|im_start|>answer
Charlie is the opposite gender.
If Jordan is Sam's only daughter, then Jordan cannot have a sister. Therefore, Jordan must be Sam's brother and a male.
If Jordan's sister is Alex, then fact 1 tells us that Sam is Charlie's only son. But since Jordan is Sam's brother, Sam cannot be Charlie's only son. Therefore, Charlie must be Jordan's sister.
Since Sam is Jordan and Charlie's sibling, Alex must be Charlie's son. Now we know that Alex and Jordan are male, while Charlie is female.
<|im_end|>
|
#14256
|
A Man and Two Doors
| 3.15
| 1.39
|
pennyisgifted
|
A man is trapped in a room. The room has only two possible exits: two doors. Through the first door there is a room constructed from magnifying glass. The blazing hot sun instantly fries anything or anyone that enters. Through the second door there is a fire-breathing dragon. How does the man escape?
|
No hint available.
|
He waits until night time and then goes through the first door.
|
Logic
|
08/10/03
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A man is trapped in a room. The room has only two possible exits: two doors. Through the first door there is a room constructed from magnifying glass. The blazing hot sun instantly fries anything or anyone that enters. Through the second door there is a fire-breathing dragon. How does the man escape?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
He waits until night time and then goes through the first door.
<|im_start|>answer
He waits until night time and then goes through the first door.
<|im_end|>
|
#25893
|
Entertaining the Kids
| 3.14
| 2.87
|
cinnamon30
|
The parents of five children decided to share responsibility for entertaining the kids (one of whom is Bruce) during the week between the end of day camp and the start of the school. Each parent took a different day of the week, Monday through Friday, to take the children on a different outing (including taking them horseback riding). They also each rented a movie (including Mulan) for the children to watch. For each day, determine who took care of the kids, that parent's child, the outing the parent supervised and the movie he or she rented.
1. The five parents were: the one who took the children bowling, the one who rented "Antz", Katie's parent, Mr. Bidwell and Mrs. Molinari.
2. The parent who rented "Finding Nemo" didn't take the kids bowling and isn't related to Katie.
3. Neither Mrs. Parker nor the parent who took the kids to miniature golf rented "Ice Age".
4. The children went roller skating the day before they saw "Monster's Inc.", which was the day before Mr. Sandoval entertained them.
5. The parent who took the kids skating didn't rent "Antz".
6. Mr. Sandoval wasn't the parent who rented "Finding Nemo" (which the children watched Thursday).
7. Mrs. Lee is Derek's mother.
8. Linda's parent, who isn't Mrs. Molinari and who didn't rent "Antz", entertained the kids on Friday.
9. Ryan's parent took care of the children the day after the parent who took the kids swimming.
|
No hint available.
|
Monday, Mrs. Parker, Katie, Skating, Mulan
Tuesday, Mrs. Lee, Derek, Bowling, Monster's Inc.
Wednesday, Mr. Sandoval, Bruce, Swimming, Antz
Thursday, Mrs. Molinari, Ryan, Golf, Finding Nemo
Friday, Mr. Bidwell, Linda, horseback riding, Ice Age
Finding Nemo is on Thursday (6). Thus, Mr. Sandoval didn't entertain the kids on Friday (4). Nor did he entertain on Monday or Tuesday (4) or Thursday (6), so he entertained on Wednesday. The kids went skating on Monday and saw Monster's Inc on Tuesday (4). Linda's parent entertained the kids on Friday (8). They didn't see Antz on Monday (5) or Friday (8), so they saw it on Wednesday. Mrs. Lee is Derek's mom (7) and must be mentioned in clue 1. Since Mr. Sandoval rented Antz, then Mrs. Lee had to take the kids bowling. Since we know either the kids name, parents name or outing for Monday, Wednesday and Friday, Mrs. Lee is either Tuesday or Thursday. Since Finding Nemo is Thursday (6), then Mrs. Lee is on Tuesday (2). Linda's parent has to be mentioned in clue 1 and is either Mrs. Molinari or Mr. Bidwell. It is Mr. Bidwell (8). Thursday's parent is also mentioned in clue 1. He or she is not Katie's parent (2), therefore has to be Mrs. Molinari. By elimination, Mrs. Parker is on Monday. By elimination from clue 1, Katie is Mrs. Parker child. Ice age was rented on Friday (3) and by elimination Mulan was rented on Monday. The kids went swimming on Wednesday and Ryan was on Thursday (9). By elimination, Bruce was on Wednesday. The kids played golf on Thursday (3) and went horseback riding on Friday.
|
Logic-Grid
|
09/13/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The parents of five children decided to share responsibility for entertaining the kids (one of whom is Bruce) during the week between the end of day camp and the start of the school. Each parent took a different day of the week, Monday through Friday, to take the children on a different outing (including taking them horseback riding). They also each rented a movie (including Mulan) for the children to watch. For each day, determine who took care of the kids, that parent's child, the outing the parent supervised and the movie he or she rented.
1. The five parents were: the one who took the children bowling, the one who rented "Antz", Katie's parent, Mr. Bidwell and Mrs. Molinari.
2. The parent who rented "Finding Nemo" didn't take the kids bowling and isn't related to Katie.
3. Neither Mrs. Parker nor the parent who took the kids to miniature golf rented "Ice Age".
4. The children went roller skating the day before they saw "Monster's Inc.", which was the day before Mr. Sandoval entertained them.
5. The parent who took the kids skating didn't rent "Antz".
6. Mr. Sandoval wasn't the parent who rented "Finding Nemo" (which the children watched Thursday).
7. Mrs. Lee is Derek's mother.
8. Linda's parent, who isn't Mrs. Molinari and who didn't rent "Antz", entertained the kids on Friday.
9. Ryan's parent took care of the children the day after the parent who took the kids swimming.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Monday, Mrs. Parker, Katie, Skating, Mulan
Tuesday, Mrs. Lee, Derek, Bowling, Monster's Inc.
Wednesday, Mr. Sandoval, Bruce, Swimming, Antz
Thursday, Mrs. Molinari, Ryan, Golf, Finding Nemo
Friday, Mr. Bidwell, Linda, horseback riding, Ice Age
Finding Nemo is on Thursday (6). Thus, Mr. Sandoval didn't entertain the kids on Friday (4). Nor did he entertain on Monday or Tuesday (4) or Thursday (6), so he entertained on Wednesday. The kids went skating on Monday and saw Monster's Inc on Tuesday (4). Linda's parent entertained the kids on Friday (8). They didn't see Antz on Monday (5) or Friday (8), so they saw it on Wednesday. Mrs. Lee is Derek's mom (7) and must be mentioned in clue 1. Since Mr. Sandoval rented Antz, then Mrs. Lee had to take the kids bowling. Since we know either the kids name, parents name or outing for Monday, Wednesday and Friday, Mrs. Lee is either Tuesday or Thursday. Since Finding Nemo is Thursday (6), then Mrs. Lee is on Tuesday (2). Linda's parent has to be mentioned in clue 1 and is either Mrs. Molinari or Mr. Bidwell. It is Mr. Bidwell (8). Thursday's parent is also mentioned in clue 1. He or she is not Katie's parent (2), therefore has to be Mrs. Molinari. By elimination, Mrs. Parker is on Monday. By elimination from clue 1, Katie is Mrs. Parker child. Ice age was rented on Friday (3) and by elimination Mulan was rented on Monday. The kids went swimming on Wednesday and Ryan was on Thursday (9). By elimination, Bruce was on Wednesday. The kids played golf on Thursday (3) and went horseback riding on Friday.
<|im_start|>answer
Monday, Mrs. Parker, Katie, Skating, Mulan
Tuesday, Mrs. Lee, Derek, Bowling, Monster's Inc.
Wednesday, Mr. Sandoval, Bruce, Swimming, Antz
Thursday, Mrs. Molinari, Ryan, Golf, Finding Nemo
Friday, Mr. Bidwell, Linda, horseback riding, Ice Age
Finding Nemo is on Thursday (6). Thus, Mr. Sandoval didn't entertain the kids on Friday (4). Nor did he entertain on Monday or Tuesday (4) or Thursday (6), so he entertained on Wednesday. The kids went skating on Monday and saw Monster's Inc on Tuesday (4). Linda's parent entertained the kids on Friday (8). They didn't see Antz on Monday (5) or Friday (8), so they saw it on Wednesday. Mrs. Lee is Derek's mom (7) and must be mentioned in clue 1. Since Mr. Sandoval rented Antz, then Mrs. Lee had to take the kids bowling. Since we know either the kids name, parents name or outing for Monday, Wednesday and Friday, Mrs. Lee is either Tuesday or Thursday. Since Finding Nemo is Thursday (6), then Mrs. Lee is on Tuesday (2). Linda's parent has to be mentioned in clue 1 and is either Mrs. Molinari or Mr. Bidwell. It is Mr. Bidwell (8). Thursday's parent is also mentioned in clue 1. He or she is not Katie's parent (2), therefore has to be Mrs. Molinari. By elimination, Mrs. Parker is on Monday. By elimination from clue 1, Katie is Mrs. Parker child. Ice age was rented on Friday (3) and by elimination Mulan was rented on Monday. The kids went swimming on Wednesday and Ryan was on Thursday (9). By elimination, Bruce was on Wednesday. The kids played golf on Thursday (3) and went horseback riding on Friday.
<|im_end|>
|
#50881
|
2 and 2 = 5
| 3.13
| 3.32
|
dalfamnest
|
Two 2s can be combined in many ways to express different numbers. Here are some!
2-2=0
2/2 = 1
.2 + 2 = 2.2
(2^2)! = 24 (4! means 4x3x2x1) (2^2 is 2 to the power of 2)
**CHALLENGE!**
Can you write an expression that has the value of exactly 5, using:
* two, and only two, 2s, and
* any mathematical symbols or operations?
You may not use any other numbers. The symbols used would be known by most high school maths students.
The hint below lists the symbols that are used in this solution. Even with that information, it is a worthy challenge!
Of course, other solutions may be possible! Solvers should write these in the Comments section.
|
These operations or symbols are used, in some order:
* exponent (index or power)
* a minus (-) sign
* brackets
* square root
* a decimal point
|
The square root of point 2 to the power of minus 2.
sqrt ( (.2)^(-2) )
.2^(-2) is the same as 1/0.04, i.e. 25
[Point 2 is usually written as 0.2, but .2 is also correct.]
|
Math
|
08/11/16
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Two 2s can be combined in many ways to express different numbers. Here are some!
2-2=0
2/2 = 1
.2 + 2 = 2.2
(2^2)! = 24 (4! means 4x3x2x1) (2^2 is 2 to the power of 2)
**CHALLENGE!**
Can you write an expression that has the value of exactly 5, using:
* two, and only two, 2s, and
* any mathematical symbols or operations?
You may not use any other numbers. The symbols used would be known by most high school maths students.
The hint below lists the symbols that are used in this solution. Even with that information, it is a worthy challenge!
Of course, other solutions may be possible! Solvers should write these in the Comments section.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The square root of point 2 to the power of minus 2.
sqrt ( (.2)^(-2) )
.2^(-2) is the same as 1/0.04, i.e. 25
[Point 2 is usually written as 0.2, but .2 is also correct.]
<|im_start|>answer
The square root of point 2 to the power of minus 2.
sqrt ( (.2)^(-2) )
.2^(-2) is the same as 1/0.04, i.e. 25
[Point 2 is usually written as 0.2, but .2 is also correct.]
<|im_end|>
|
#27316
|
Book Reports - Who Read What?
| 3.13
| 1.64
|
Winner4600
|
Jessica, Matt, Chris, Ellen, and Tony are five students having the surnames Saunders, Alvarez, Mason, Tan, and Locke (not necessarily in that order) assigned to each read a different book and write a book report on them. But their teacher, unluckily, has forgotten which student is supposed to read which book! Help her figure out the students' full names, assigned books, and presentation dates from the clues below.
Students: Jessica, Matt, Chris, Ellen, Tony
Surnames: Saunders, Alvarez, Mason, Tan, Locke
Books: Pride and Prejudice, Jane Eyre, Gone With the Wind, War and Peace, Oliver Twist
Days: Monday, Tuesday, Wednesday, Thursday, Friday
1. Jessica, Chris, and the girl reading War and Peace plan to write their reports together on Monday night.
2. The 5 students are Matt, the girl presenting on Wednesday, the guy presenting on Tuesday, the kid reading Gone With the Wind, and Chris Saunders.
3. No person has the same first and last initials.
4. Miss Alvarez is presenting on Wednesday, while Pride and Prejudice is being presented on Monday.
5. Locke is mad he is the first to present, but Chris is happy because he is last.
6. Miss Tan wanted to read either Jane Eyre or War and Peace, but Tony and Ellen wound up reporting them instead.
|
P&P=Pride and Prejudice
GWTW=Gone With the Wind
|
Jessica Tan is reporting Gone With the Wind on Thursday.
Matt Locke is reporting Pride and Prejudice on Monday.
Chris Saunders is reporting Oliver Twist on Friday.
Ellen Alvarez is reporting War and Peace on Wednesday.
Tony Mason is reporting Jane Eyre on Tuesday.
|
Logic-Grid
|
12/05/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Jessica, Matt, Chris, Ellen, and Tony are five students having the surnames Saunders, Alvarez, Mason, Tan, and Locke (not necessarily in that order) assigned to each read a different book and write a book report on them. But their teacher, unluckily, has forgotten which student is supposed to read which book! Help her figure out the students' full names, assigned books, and presentation dates from the clues below.
Students: Jessica, Matt, Chris, Ellen, Tony
Surnames: Saunders, Alvarez, Mason, Tan, Locke
Books: Pride and Prejudice, Jane Eyre, Gone With the Wind, War and Peace, Oliver Twist
Days: Monday, Tuesday, Wednesday, Thursday, Friday
1. Jessica, Chris, and the girl reading War and Peace plan to write their reports together on Monday night.
2. The 5 students are Matt, the girl presenting on Wednesday, the guy presenting on Tuesday, the kid reading Gone With the Wind, and Chris Saunders.
3. No person has the same first and last initials.
4. Miss Alvarez is presenting on Wednesday, while Pride and Prejudice is being presented on Monday.
5. Locke is mad he is the first to present, but Chris is happy because he is last.
6. Miss Tan wanted to read either Jane Eyre or War and Peace, but Tony and Ellen wound up reporting them instead.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Jessica Tan is reporting Gone With the Wind on Thursday.
Matt Locke is reporting Pride and Prejudice on Monday.
Chris Saunders is reporting Oliver Twist on Friday.
Ellen Alvarez is reporting War and Peace on Wednesday.
Tony Mason is reporting Jane Eyre on Tuesday.
<|im_start|>answer
Jessica Tan is reporting Gone With the Wind on Thursday.
Matt Locke is reporting Pride and Prejudice on Monday.
Chris Saunders is reporting Oliver Twist on Friday.
Ellen Alvarez is reporting War and Peace on Wednesday.
Tony Mason is reporting Jane Eyre on Tuesday.
<|im_end|>
|
#23739
|
Day at the Pet Shop
| 3.13
| 2.03
|
Puppypaws129
|
Five People went to the pet shop on different days of the week. They each bought a different breed of dog and a different color dog bowl for them. There are three girls and two guys.
Girl's Names: Ashley, Camile, and Jenny
Guy's Names: Andrew and Brandon
Last Names: Anderson, White, Miller, Green, and Smith
Dog Breeds: St. Bernard, Pug, Golden Retriever, Australian Shepherd, and Bulldog
Bowl Colors: Pink, Purple, Green, Blue, and Yellow
Days: Monday, Tuesday, Wednesday, Thursday, and Friday
1. No one's first name starts with the same letter as their last name or the first letter of the breed of dog they bought.
2. Andrew's last name is Green, but it's not his favorite color, nor is it the color of his bowl.
3. The order in which they bought their dogs are as follows: The guy whose bowl is yellow, the one who bought the St. Bernard, the girl whose last name is White, the person with the pink bowl, and Brandon.
4. Camile bought her dog before Ashley (who has a blue bowl) but after the person with the yellow bowl.
5. Jenny and Camile both hate the color green and they spent all day at the park together on Wednesday.
6. The girl whose last name is Miller and the girl whose last name is Smith are, in some order, the one who bought the Australian Shepherd, and the one who bought their dog on Tuesday.
7. Each of the guys bought one of the two small dogs.
8. The girl whose last name is Miller bought her dog after the girl who bought the purple bowl.
|
If they hate a color then they didn't buy that color bowl.
The two small dogs are the Pug and the Bulldog.
If they spent the whole day at the park then they didn't have time to go to the pet shop that day.
|
Ashley: White, Golden Retriever, Blue, Wednesday
Camile: Smith, St. Bernard, Purple, Tuesday
Jenny: Miller, Australian Shepherd, Pink, Thursday
Andrew: Green, Bulldog, Yellow, Monday
Brandon: Anderson, Pug, Green, Friday
|
Logic-Grid
|
06/16/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five People went to the pet shop on different days of the week. They each bought a different breed of dog and a different color dog bowl for them. There are three girls and two guys.
Girl's Names: Ashley, Camile, and Jenny
Guy's Names: Andrew and Brandon
Last Names: Anderson, White, Miller, Green, and Smith
Dog Breeds: St. Bernard, Pug, Golden Retriever, Australian Shepherd, and Bulldog
Bowl Colors: Pink, Purple, Green, Blue, and Yellow
Days: Monday, Tuesday, Wednesday, Thursday, and Friday
1. No one's first name starts with the same letter as their last name or the first letter of the breed of dog they bought.
2. Andrew's last name is Green, but it's not his favorite color, nor is it the color of his bowl.
3. The order in which they bought their dogs are as follows: The guy whose bowl is yellow, the one who bought the St. Bernard, the girl whose last name is White, the person with the pink bowl, and Brandon.
4. Camile bought her dog before Ashley (who has a blue bowl) but after the person with the yellow bowl.
5. Jenny and Camile both hate the color green and they spent all day at the park together on Wednesday.
6. The girl whose last name is Miller and the girl whose last name is Smith are, in some order, the one who bought the Australian Shepherd, and the one who bought their dog on Tuesday.
7. Each of the guys bought one of the two small dogs.
8. The girl whose last name is Miller bought her dog after the girl who bought the purple bowl.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Ashley: White, Golden Retriever, Blue, Wednesday
Camile: Smith, St. Bernard, Purple, Tuesday
Jenny: Miller, Australian Shepherd, Pink, Thursday
Andrew: Green, Bulldog, Yellow, Monday
Brandon: Anderson, Pug, Green, Friday
<|im_start|>answer
Ashley: White, Golden Retriever, Blue, Wednesday
Camile: Smith, St. Bernard, Purple, Tuesday
Jenny: Miller, Australian Shepherd, Pink, Thursday
Andrew: Green, Bulldog, Yellow, Monday
Brandon: Anderson, Pug, Green, Friday
<|im_end|>
|
#49384
|
Aunt's Ol' Jalopy
| 3.13
| 1.68
|
firefox99
|
After visiting my Great Aunt Annie, I travelled home in her old jalopy. The car was old and battered, it had a leak from the petrol tank, and I was stuck in second gear.
This meant that I could only travel along at a steady 30 miles per hour and managed a paltry 20 miles per gallon of fuel.
At the start of the journey I had placed exactly 10 gallons of fuel into the tank. I knew though, that the fuel tank lost fuel at the rate of half a gallon per hour.
Just as I arrived home, the car stopped because it had run out of fuel and I had only just made it.
How far was it from my Great Aunt's to my home?
|
No hint available.
|
150 miles.
I was travelling at 30mph at a rate of 20mpg, so I was using 1.5 gallons every hour for the driving itself. I was also losing 0.5 gallon every hour, so in total, I was using 2 gallons every hour. Therefore to use all of the 10 gallons I started with, I travelled for 5 hours.
5 hours at 30mph is 150 miles.
|
Math
|
03/23/12
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
After visiting my Great Aunt Annie, I travelled home in her old jalopy. The car was old and battered, it had a leak from the petrol tank, and I was stuck in second gear.
This meant that I could only travel along at a steady 30 miles per hour and managed a paltry 20 miles per gallon of fuel.
At the start of the journey I had placed exactly 10 gallons of fuel into the tank. I knew though, that the fuel tank lost fuel at the rate of half a gallon per hour.
Just as I arrived home, the car stopped because it had run out of fuel and I had only just made it.
How far was it from my Great Aunt's to my home?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
150 miles.
I was travelling at 30mph at a rate of 20mpg, so I was using 1.5 gallons every hour for the driving itself. I was also losing 0.5 gallon every hour, so in total, I was using 2 gallons every hour. Therefore to use all of the 10 gallons I started with, I travelled for 5 hours.
5 hours at 30mph is 150 miles.
<|im_start|>answer
150 miles.
I was travelling at 30mph at a rate of 20mpg, so I was using 1.5 gallons every hour for the driving itself. I was also losing 0.5 gallon every hour, so in total, I was using 2 gallons every hour. Therefore to use all of the 10 gallons I started with, I travelled for 5 hours.
5 hours at 30mph is 150 miles.
<|im_end|>
|
#21287
|
Good Doggie
| 3.13
| 2.51
|
jpfrank1
|
Five dog owners have taken their puppies to doggie training school. In order to graduate, each puppy must perform at least one trick flawlessly for their master. The owners, 3 men (Jordan, Ethan and Michael) and 2 women (Haley and Alexis), are preparing their dogs (Merlin, Bogey, Eagle, Bailey and Daisy) for the final exam. Your job is to identify the owner of each dog, and each dog's age, breed, name and its trick. Note: unless stated otherwise, all references to ages are in dog years and the grid provides ages in dog years as well. Good Luck and Enjoy!!
1. No owner's first name shares an initial with either their dog's first name or the breed name.
2. Jordan's dog can speak (not real words, just dog words like Aarf).
3. The Yellow Lab performs a trick with two words.
4. The 1 year old dog is a mixed breed.
5. Daisy is a beagle.
6. Alexis's dog, who can't sit, is older than Haley's dog and younger than the dog that can play dead.
7. No matter how hard he tries, Merlin's owner can only get him to roll over.
8. Michael's dog is 14 years old--in human years.
9. Bogey sits and watches the 1 year old dog speak.
10. For his one year birthday today, Bailey got a date with the Maltipoo (witnesses say it was puppy love at first sight).
11. The Beagle's owner is very refined, so she prefers that you say her dog "politely requested" instead of begs.
12. The 18 month old German Shepherd is owned by a boy.
|
A Maltipoo is a mix of a Maltese and Poodle.
A Puffette is a mix of a Chinese Crested and a Pomeranian
1 human year = 7 dog years.
|
Jordan: 1 year old Puffette named
Bailey who speaks.
Haley: 6 month old Maltipoo named Bogey who sits.
Ethan: 18 month old German Shepherd name Merlin who rolls over.
Michael: 2 year old Yellow Lab named Eagle who Plays Dead.
Alexis: 8 month old Beagle named Daisy who Begs.
|
Logic-Grid
|
03/01/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five dog owners have taken their puppies to doggie training school. In order to graduate, each puppy must perform at least one trick flawlessly for their master. The owners, 3 men (Jordan, Ethan and Michael) and 2 women (Haley and Alexis), are preparing their dogs (Merlin, Bogey, Eagle, Bailey and Daisy) for the final exam. Your job is to identify the owner of each dog, and each dog's age, breed, name and its trick. Note: unless stated otherwise, all references to ages are in dog years and the grid provides ages in dog years as well. Good Luck and Enjoy!!
1. No owner's first name shares an initial with either their dog's first name or the breed name.
2. Jordan's dog can speak (not real words, just dog words like Aarf).
3. The Yellow Lab performs a trick with two words.
4. The 1 year old dog is a mixed breed.
5. Daisy is a beagle.
6. Alexis's dog, who can't sit, is older than Haley's dog and younger than the dog that can play dead.
7. No matter how hard he tries, Merlin's owner can only get him to roll over.
8. Michael's dog is 14 years old--in human years.
9. Bogey sits and watches the 1 year old dog speak.
10. For his one year birthday today, Bailey got a date with the Maltipoo (witnesses say it was puppy love at first sight).
11. The Beagle's owner is very refined, so she prefers that you say her dog "politely requested" instead of begs.
12. The 18 month old German Shepherd is owned by a boy.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Jordan: 1 year old Puffette named
Bailey who speaks.
Haley: 6 month old Maltipoo named Bogey who sits.
Ethan: 18 month old German Shepherd name Merlin who rolls over.
Michael: 2 year old Yellow Lab named Eagle who Plays Dead.
Alexis: 8 month old Beagle named Daisy who Begs.
<|im_start|>answer
Jordan: 1 year old Puffette named
Bailey who speaks.
Haley: 6 month old Maltipoo named Bogey who sits.
Ethan: 18 month old German Shepherd name Merlin who rolls over.
Michael: 2 year old Yellow Lab named Eagle who Plays Dead.
Alexis: 8 month old Beagle named Daisy who Begs.
<|im_end|>
|
#25010
|
The War of the Worlds - Part I
| 3.12
| 2.05
|
smarty_blondy
|
No place is a safe place, for in the caves of The World Beneath, the evil Lord Zyron has decided he will not rest until his terrific Master Plan is complete. If he succeeds in his conquest, all humanity will melt down into the darkness of The Underground, and the world, as we know it, will soon be transformed into a desert of dust and ashes! He wishes to assign three of his most trusted myrmidons to climb up to the surface and complete his terrific task, declare and lead The War of the Worlds.
But The World Beneath has many dreadful monsters, sorcerers and witches from which Lord Zyron must chose. Lurking in the archive of The Underground, he has found the files of five of his most loyal servants, partly consumed by fire. Can you find out the details about each of Lord Zyron's myrmidons from what's left of the files?
Myrmidons' names: Tamika, Vidomina, Axsis, Galthran, Xarfax;
Occupations: Death Knight, Demon, Black Witch, Alchemist, Vampire;
Experience: 629 years, 274 years, 56 years, 31 years, 9 years;
Area of Expertise: Wisdom, Fire Magic, Tactics, Mysticism, Scouting;
Magical Artifact: Cape of Wickedness, Helm of Chaos, Celestial Necklace, Shield of the Damned, Sorcerer's Stone.
1. Vidomina, the wisest of them all, and Xarfax, the possessor of the Sorcerer's Stone, are the only immortals, and so have more experience than the mortals.
2. The most inexperienced servant is the Demon, possessor of the Helm of Chaos.
3. The Black Witch was born and raised in the spirit of fire, and is therefore an expert in its magic.
4. The most experienced mortal, and possessor of the Shield of the Damned, is neither Tamika nor Vidomina, but the Death Knight.
5. Xarfax has been an expert in his area for 629 years, but not in Tactics or in Scouting.
6. The Alchemist is an expert in Mysticism.
7. The Vampire is well known for her long life; therefore she has become an expert in Wisdom.
8. Axsis has been an expert in his area for 9 years, but not in Scouting or Mysticism.
9. Tamika, the Fire expert, is possessor of the Cape of Wickedness.
|
No hint available.
|
1. Tamika is the Black Witch, expert in Fire Magic for 31 years now, and possessor of the Cape of Wickedness.
2. Xarfax is the Alchemist, expert in Mysticism for 629 years now, and possessor of the Sorcerer's Stone.
3. Galthran is the Death Knight, expert in Scouting for 56 years now, and possessor of the Shield of the Damned.
4. Vidomina is the Vampire, expert in Wisdom for 274 years now, and possessor of the Celestial Necklace.
5. Axsis is the Demon, expert in Tactics for 9 years now, and possessor of the Helm of Chaos
Thank you for completing Lord Zyron's task! After seeing the list with his top five humble myrmidons, he has chosen the most worthy three, and is now preparing his evil Master Plan in secret.
|
Logic-Grid
|
08/01/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
No place is a safe place, for in the caves of The World Beneath, the evil Lord Zyron has decided he will not rest until his terrific Master Plan is complete. If he succeeds in his conquest, all humanity will melt down into the darkness of The Underground, and the world, as we know it, will soon be transformed into a desert of dust and ashes! He wishes to assign three of his most trusted myrmidons to climb up to the surface and complete his terrific task, declare and lead The War of the Worlds.
But The World Beneath has many dreadful monsters, sorcerers and witches from which Lord Zyron must chose. Lurking in the archive of The Underground, he has found the files of five of his most loyal servants, partly consumed by fire. Can you find out the details about each of Lord Zyron's myrmidons from what's left of the files?
Myrmidons' names: Tamika, Vidomina, Axsis, Galthran, Xarfax;
Occupations: Death Knight, Demon, Black Witch, Alchemist, Vampire;
Experience: 629 years, 274 years, 56 years, 31 years, 9 years;
Area of Expertise: Wisdom, Fire Magic, Tactics, Mysticism, Scouting;
Magical Artifact: Cape of Wickedness, Helm of Chaos, Celestial Necklace, Shield of the Damned, Sorcerer's Stone.
1. Vidomina, the wisest of them all, and Xarfax, the possessor of the Sorcerer's Stone, are the only immortals, and so have more experience than the mortals.
2. The most inexperienced servant is the Demon, possessor of the Helm of Chaos.
3. The Black Witch was born and raised in the spirit of fire, and is therefore an expert in its magic.
4. The most experienced mortal, and possessor of the Shield of the Damned, is neither Tamika nor Vidomina, but the Death Knight.
5. Xarfax has been an expert in his area for 629 years, but not in Tactics or in Scouting.
6. The Alchemist is an expert in Mysticism.
7. The Vampire is well known for her long life; therefore she has become an expert in Wisdom.
8. Axsis has been an expert in his area for 9 years, but not in Scouting or Mysticism.
9. Tamika, the Fire expert, is possessor of the Cape of Wickedness.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
1. Tamika is the Black Witch, expert in Fire Magic for 31 years now, and possessor of the Cape of Wickedness.
2. Xarfax is the Alchemist, expert in Mysticism for 629 years now, and possessor of the Sorcerer's Stone.
3. Galthran is the Death Knight, expert in Scouting for 56 years now, and possessor of the Shield of the Damned.
4. Vidomina is the Vampire, expert in Wisdom for 274 years now, and possessor of the Celestial Necklace.
5. Axsis is the Demon, expert in Tactics for 9 years now, and possessor of the Helm of Chaos
Thank you for completing Lord Zyron's task! After seeing the list with his top five humble myrmidons, he has chosen the most worthy three, and is now preparing his evil Master Plan in secret.
<|im_start|>answer
1. Tamika is the Black Witch, expert in Fire Magic for 31 years now, and possessor of the Cape of Wickedness.
2. Xarfax is the Alchemist, expert in Mysticism for 629 years now, and possessor of the Sorcerer's Stone.
3. Galthran is the Death Knight, expert in Scouting for 56 years now, and possessor of the Shield of the Damned.
4. Vidomina is the Vampire, expert in Wisdom for 274 years now, and possessor of the Celestial Necklace.
5. Axsis is the Demon, expert in Tactics for 9 years now, and possessor of the Helm of Chaos
Thank you for completing Lord Zyron's task! After seeing the list with his top five humble myrmidons, he has chosen the most worthy three, and is now preparing his evil Master Plan in secret.
<|im_end|>
|
#1416
|
The King and the Poison
| 3.12
| 2.81
|
Yanivster
|
In a far away land, it was known that if you drank poison, the only way to save yourself is to drink a stronger poison, which neutralizes the weaker poison. The king that ruled the land wanted to make sure that he possessed the strongest poison in the kingdom, in order to ensure his survival, in any situation. So the king called the kingdom's pharmacist and the kingdom's treasurer, he gave each a week to make the strongest poison. Then, each would drink the other one's poison, then his own, and the one that will survive, will be the one that had the stronger poison.
The pharmacist went straight to work, but the treasurer knew he had no chance, for the pharmacist was much more experienced in this field, so instead, he made up a plan to survive and make sure the pharmacist dies. On the last day the pharmacist suddenly realized that the treasurer would know he had no chance, so he must have a plan. After a little thought, the pharmacist realized what the treasurer's plan must be, and he concocted a counter plan, to make sure he survives and the treasurer dies. When the time came, the king summoned both of them. They drank the poisons as planned, and the treasurer died, the pharmacist survived, and the king didn't get what he wanted.
What exactly happened there?
|
No hint available.
|
The treasurer's plan was to drink a weak poison prior to the meeting with the king, and then he would drink the pharmacist's strong poison, which would neutralize the weak poison. As his own poison he would bring water, which will have no effect on him, but the pharmacist who would drink the water, and then his poison would surely die. When the pharmacist figured out this plan, he decided to bring water as well. So the treasurer who drank poison earlier, drank the pharmacist's water, then his own water, and died of the poison he drank before. The pharmacist would drink only water, so nothing will happen to him. And because both of them brought the king water, he didn't get a strong poison like he wanted.
|
Logic
|
11/15/01
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
In a far away land, it was known that if you drank poison, the only way to save yourself is to drink a stronger poison, which neutralizes the weaker poison. The king that ruled the land wanted to make sure that he possessed the strongest poison in the kingdom, in order to ensure his survival, in any situation. So the king called the kingdom's pharmacist and the kingdom's treasurer, he gave each a week to make the strongest poison. Then, each would drink the other one's poison, then his own, and the one that will survive, will be the one that had the stronger poison.
The pharmacist went straight to work, but the treasurer knew he had no chance, for the pharmacist was much more experienced in this field, so instead, he made up a plan to survive and make sure the pharmacist dies. On the last day the pharmacist suddenly realized that the treasurer would know he had no chance, so he must have a plan. After a little thought, the pharmacist realized what the treasurer's plan must be, and he concocted a counter plan, to make sure he survives and the treasurer dies. When the time came, the king summoned both of them. They drank the poisons as planned, and the treasurer died, the pharmacist survived, and the king didn't get what he wanted.
What exactly happened there?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The treasurer's plan was to drink a weak poison prior to the meeting with the king, and then he would drink the pharmacist's strong poison, which would neutralize the weak poison. As his own poison he would bring water, which will have no effect on him, but the pharmacist who would drink the water, and then his poison would surely die. When the pharmacist figured out this plan, he decided to bring water as well. So the treasurer who drank poison earlier, drank the pharmacist's water, then his own water, and died of the poison he drank before. The pharmacist would drink only water, so nothing will happen to him. And because both of them brought the king water, he didn't get a strong poison like he wanted.
<|im_start|>answer
The treasurer's plan was to drink a weak poison prior to the meeting with the king, and then he would drink the pharmacist's strong poison, which would neutralize the weak poison. As his own poison he would bring water, which will have no effect on him, but the pharmacist who would drink the water, and then his poison would surely die. When the pharmacist figured out this plan, he decided to bring water as well. So the treasurer who drank poison earlier, drank the pharmacist's water, then his own water, and died of the poison he drank before. The pharmacist would drink only water, so nothing will happen to him. And because both of them brought the king water, he didn't get a strong poison like he wanted.
<|im_end|>
|
#19969
|
Reindeer Rescue
| 3.12
| 2.76
|
lorial
|
Whilst delivering Christmas presents, Santa became stuck in different chimneys and became very behind schedule. At what time was Santa rescued from each chimney, which child was he delivering what present to and which reindeer hauled him out?
Santa was not delivering the Train Set to Craig.
Rudolph hauled Santa out of one chimney exactly 1 hour before Santa was rescued from Diana's chimney.
Building Blocks were delivered to Ryan after 1:30a.m. but before 4:00a.m.
Blitzen hauled Santa out of one chimney exactly half an hour after Donner hauled him out of another.
Comet helped Santa when he was stuck in Jerry's chimney: this was not the last chimney that he was stuck in that morning.
The Teddy Bear was delivered directly before the Doll, but not to Diana and wasn't with Santa when Rudolph pulled him out.
Prancer did not help Santa when he was stuck in the chimney with Drums.
No reindeer helped Santa out of a chimney with a toy having the same initial as the reindeer's name.
Times: 1:00a.m, 1:30a.m, 2:00a.m, 2:30a.m, 4:00a.m.
Reindeer: Blitzen, Comet, Donner, Prancer, Rudolph
Child: Craig, Diana, Jerry, Ryan, Sadie
Toy: Building Blocks, Doll, Drums, Teddy Bear, Train Set
|
No hint available.
|
Reindeer / Child / Time / Toy
Blitzen / Diana / 2:30a.m / Drums
Comet / Jerry / 1:00a.m / Teddy Bear
Donner / Ryan / 2:00a.m / Building Blocks
Prancer / Sadie / 4:00a.m / Train Set
Rudolph / Craig / 1:30a.m / Doll
|
Logic-Grid
|
12/20/04
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Whilst delivering Christmas presents, Santa became stuck in different chimneys and became very behind schedule. At what time was Santa rescued from each chimney, which child was he delivering what present to and which reindeer hauled him out?
Santa was not delivering the Train Set to Craig.
Rudolph hauled Santa out of one chimney exactly 1 hour before Santa was rescued from Diana's chimney.
Building Blocks were delivered to Ryan after 1:30a.m. but before 4:00a.m.
Blitzen hauled Santa out of one chimney exactly half an hour after Donner hauled him out of another.
Comet helped Santa when he was stuck in Jerry's chimney: this was not the last chimney that he was stuck in that morning.
The Teddy Bear was delivered directly before the Doll, but not to Diana and wasn't with Santa when Rudolph pulled him out.
Prancer did not help Santa when he was stuck in the chimney with Drums.
No reindeer helped Santa out of a chimney with a toy having the same initial as the reindeer's name.
Times: 1:00a.m, 1:30a.m, 2:00a.m, 2:30a.m, 4:00a.m.
Reindeer: Blitzen, Comet, Donner, Prancer, Rudolph
Child: Craig, Diana, Jerry, Ryan, Sadie
Toy: Building Blocks, Doll, Drums, Teddy Bear, Train Set
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Reindeer / Child / Time / Toy
Blitzen / Diana / 2:30a.m / Drums
Comet / Jerry / 1:00a.m / Teddy Bear
Donner / Ryan / 2:00a.m / Building Blocks
Prancer / Sadie / 4:00a.m / Train Set
Rudolph / Craig / 1:30a.m / Doll
<|im_start|>answer
Reindeer / Child / Time / Toy
Blitzen / Diana / 2:30a.m / Drums
Comet / Jerry / 1:00a.m / Teddy Bear
Donner / Ryan / 2:00a.m / Building Blocks
Prancer / Sadie / 4:00a.m / Train Set
Rudolph / Craig / 1:30a.m / Doll
<|im_end|>
|
#27053
|
Apple Pickers #2
| 3.12
| 2.23
|
ilovehimalways
|
Since Jeremy and his friends now had more apples than they could possibly eat, they needed to find ways to use them up. So each friend hit the cookbooks and started busily baking (it's remarkable how many yummy recipes there are for apples!). As it happens, each friend did such a good job making one recipe, that it was forever after their specialty. Fortunately for them, each one had a different specialty. Determine the name of each friend's special recipe, the type of apples and special ingredient each dish used, and the number of apples each recipe used.
1. The recipes, in no particular order, were the recipe using cinnamon, the recipe using three apples, the apple tarts, the recipe using Macoun apples, and the apple crisp.
2. The recipe using the Cortland apples used one apple more than the apple bread but one apple less than the recipe using the raisins.
3. The muffins used one more apple than the recipe with the walnuts but two less apples than the recipe using the Red Delicious apples.
4. The nutmeg was used in the apple crisp, which used more than two apples but less than the apple pie used. The apple pie used more apples than the treat with the raisins.
5. The apple muffins, which weren't made with Macoun apples, used pecans.
6. The Empire apples weren't used in the apple crisp. The recipe using the McIntosh apples used the most apples.
|
There were four Empire apples used with the raisins.
|
Apple Bread-Macoun-walnuts-2
Apple Crisp-Red Delicious-nutmeg-5
Apple Muffins-Cortland-pecans-3
Apple Pie-McIntosh-cinnamon-6
Apple Tarts-Empire-raisins-4
|
Logic-Grid
|
11/20/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Since Jeremy and his friends now had more apples than they could possibly eat, they needed to find ways to use them up. So each friend hit the cookbooks and started busily baking (it's remarkable how many yummy recipes there are for apples!). As it happens, each friend did such a good job making one recipe, that it was forever after their specialty. Fortunately for them, each one had a different specialty. Determine the name of each friend's special recipe, the type of apples and special ingredient each dish used, and the number of apples each recipe used.
1. The recipes, in no particular order, were the recipe using cinnamon, the recipe using three apples, the apple tarts, the recipe using Macoun apples, and the apple crisp.
2. The recipe using the Cortland apples used one apple more than the apple bread but one apple less than the recipe using the raisins.
3. The muffins used one more apple than the recipe with the walnuts but two less apples than the recipe using the Red Delicious apples.
4. The nutmeg was used in the apple crisp, which used more than two apples but less than the apple pie used. The apple pie used more apples than the treat with the raisins.
5. The apple muffins, which weren't made with Macoun apples, used pecans.
6. The Empire apples weren't used in the apple crisp. The recipe using the McIntosh apples used the most apples.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Apple Bread-Macoun-walnuts-2
Apple Crisp-Red Delicious-nutmeg-5
Apple Muffins-Cortland-pecans-3
Apple Pie-McIntosh-cinnamon-6
Apple Tarts-Empire-raisins-4
<|im_start|>answer
Apple Bread-Macoun-walnuts-2
Apple Crisp-Red Delicious-nutmeg-5
Apple Muffins-Cortland-pecans-3
Apple Pie-McIntosh-cinnamon-6
Apple Tarts-Empire-raisins-4
<|im_end|>
|
#26234
|
Night Light
| 3.12
| 2.76
|
dcf525
|
Many fears disappear when we become adults, but some fears are never outgrown. Five friends recently discovered that they were all, to some extent, afraid of the dark. None sleep in total darkness; each prefer to have a different light on all night. With further discussion, each also admitted that he or she performs a different nightly routine before retiring. Can you discover each person's full name, the light he or she keeps on at night, and each person's habitual practice before bedtime?
Friends: Donald, Gretchen, John, Dawn, Stephanie
Last names: Upgraff, Foster, Weatherton, Buchanan, Young
Routines: Closes closet door, checks locks, put a phone by the bed, pulls down the shades, and looks under the bed
Lights: Desk lamp, hall light, night-light, overhead light, computer screen
1. Either Donald or Stephanie admitted with some embarrassment that he or she always checks under the bed before getting in it.
2. The person who double checks all the house locks sleeps with either the Winnie-the-Pooh night-light or a desk lamp on.
3. The five people are: Gretchen, Dawn, Buchanan, the person who sleeps with his or her computer screen lit, and the person who always keeps a phone near the bed for security.
4. Weatherton (who isn't Dawn) and the person who sleeps with a night-light are members of the opposite sex.
5. Neither John nor Stephanie sleeps with the hall light on.
6. Dawn isn't the person who pulls down the shades at night.
7. The person who sleeps with the overhead light on (who is surnamed either Foster or Young) doesn't find it necessary to keep a phone by the bed.
8. Mr. Upgraff routinely closes the door to his closet, lest the creepy things that lurk within emerge while he sleeps.
9. Buchanan doesn't sleep with the Winnie-the-Pooh night-light.
10. Young sleeps with either a desk light or the overhead light lit.
|
John and Donald are male; Gretchen, Dawn and Stepanie are female.
|
Donald Weatherton, hall light, phone
Gretchen Young, overhead light, shades
John Upgraff, computer screen, closet
Dawn Foster, night-light, locks
Stephanie Buchanan, desk lamp, checks under bed
|
Logic-Grid
|
10/06/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Many fears disappear when we become adults, but some fears are never outgrown. Five friends recently discovered that they were all, to some extent, afraid of the dark. None sleep in total darkness; each prefer to have a different light on all night. With further discussion, each also admitted that he or she performs a different nightly routine before retiring. Can you discover each person's full name, the light he or she keeps on at night, and each person's habitual practice before bedtime?
Friends: Donald, Gretchen, John, Dawn, Stephanie
Last names: Upgraff, Foster, Weatherton, Buchanan, Young
Routines: Closes closet door, checks locks, put a phone by the bed, pulls down the shades, and looks under the bed
Lights: Desk lamp, hall light, night-light, overhead light, computer screen
1. Either Donald or Stephanie admitted with some embarrassment that he or she always checks under the bed before getting in it.
2. The person who double checks all the house locks sleeps with either the Winnie-the-Pooh night-light or a desk lamp on.
3. The five people are: Gretchen, Dawn, Buchanan, the person who sleeps with his or her computer screen lit, and the person who always keeps a phone near the bed for security.
4. Weatherton (who isn't Dawn) and the person who sleeps with a night-light are members of the opposite sex.
5. Neither John nor Stephanie sleeps with the hall light on.
6. Dawn isn't the person who pulls down the shades at night.
7. The person who sleeps with the overhead light on (who is surnamed either Foster or Young) doesn't find it necessary to keep a phone by the bed.
8. Mr. Upgraff routinely closes the door to his closet, lest the creepy things that lurk within emerge while he sleeps.
9. Buchanan doesn't sleep with the Winnie-the-Pooh night-light.
10. Young sleeps with either a desk light or the overhead light lit.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Donald Weatherton, hall light, phone
Gretchen Young, overhead light, shades
John Upgraff, computer screen, closet
Dawn Foster, night-light, locks
Stephanie Buchanan, desk lamp, checks under bed
<|im_start|>answer
Donald Weatherton, hall light, phone
Gretchen Young, overhead light, shades
John Upgraff, computer screen, closet
Dawn Foster, night-light, locks
Stephanie Buchanan, desk lamp, checks under bed
<|im_end|>
|
#24178
|
A Day of Shopping
| 3.12
| 2.9
|
ragsdaleam
|
The Springview Mall had its annual Big Sale last Friday. Five girls skipped school to go shopping together. Each of the girls bought one item on sale for less than the regular price. Find out each girl's last name, item bought, the sale price she paid, and what the regular price of her item was.
1. Beth Jones didn't buy the shoes. The girl who bought the skirt spent half of the regular price. Terry spent $25 on her item.
2. Sarah was not the girl who spent $35 on an item that was regularly priced at $45. Miss Turner, whose first name isn't Jennifer, didn't buy the jeans.
3. Molly spent more money than the girl who bought the necklace, but her item's regular price was $10 less than Miss Smith's.
4. The person who bought the jeans had a regular price that was higher than Miss Anderson, but lower than the girl who bought the purse.
5. Sarah's last name wasn't Smith. Miss Welch didn't spend $40, but the regular price of her item was $15 more than the sale price. The person who bought the necklace spent $30, but it wasn't Sarah.
6. The five girls were Molly, the girl who spent $50, the person who bought the jeans, the girl whose item regularly cost $60, and Miss Anderson.
|
Create a table based on the 6th clue. Work with it and the grid.
|
Beth Jones, necklace, $30, $60
Jennifer Smith, jeans, $40, $55
Molly Turner, shoes, $35, $45
Sarah Welch purse $50, $65
Terry Anderson, skirt, $25, $50
|
Logic-Grid
|
07/01/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The Springview Mall had its annual Big Sale last Friday. Five girls skipped school to go shopping together. Each of the girls bought one item on sale for less than the regular price. Find out each girl's last name, item bought, the sale price she paid, and what the regular price of her item was.
1. Beth Jones didn't buy the shoes. The girl who bought the skirt spent half of the regular price. Terry spent $25 on her item.
2. Sarah was not the girl who spent $35 on an item that was regularly priced at $45. Miss Turner, whose first name isn't Jennifer, didn't buy the jeans.
3. Molly spent more money than the girl who bought the necklace, but her item's regular price was $10 less than Miss Smith's.
4. The person who bought the jeans had a regular price that was higher than Miss Anderson, but lower than the girl who bought the purse.
5. Sarah's last name wasn't Smith. Miss Welch didn't spend $40, but the regular price of her item was $15 more than the sale price. The person who bought the necklace spent $30, but it wasn't Sarah.
6. The five girls were Molly, the girl who spent $50, the person who bought the jeans, the girl whose item regularly cost $60, and Miss Anderson.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Beth Jones, necklace, $30, $60
Jennifer Smith, jeans, $40, $55
Molly Turner, shoes, $35, $45
Sarah Welch purse $50, $65
Terry Anderson, skirt, $25, $50
<|im_start|>answer
Beth Jones, necklace, $30, $60
Jennifer Smith, jeans, $40, $55
Molly Turner, shoes, $35, $45
Sarah Welch purse $50, $65
Terry Anderson, skirt, $25, $50
<|im_end|>
|
#39889
|
Hospital Hullabaloo
| 3.11
| 2.32
|
psychogrrl
|
Oh no!! The charge nurse accidentally shredded the patient assignment list for the nurses at General Hospital. Use the clues to determine each nurse's first and last name, their patient's first name, age, and health condition.
Nurse first names: Molly, James, John, Linda, Rose
Nurse last names: Smith, Ash, Silva, Jacks, Jones
Patient ages: 68, 15, 28, 31, 45
Patient conditions: broken leg, heart attack, coma, pneumonia, cancer.
Patient names: Mark, Emily, Liz, Andrew, Mindy
Emily is 31 years old.
The five nurses are: Miss Ash, the one caring for the coma patient, Rose, the man taking care of the 68 year old patient, and James Silva.
The five patients are: the 45 year old female cardiac patient, the cancer patient, Mindy, the 15 year old coma patient, and the female pneumonia patient who graduated high school about 12 years ago.
Liz is younger than Mr. Jones' cancer patient but older than Andrew.
Miss Ash's patient has pneumonia.
Smith's patient, Mindy, is younger than the cardiac patient, but older than Molly's pediatric patient.
|
Average age for graduating high school is 18.
Cardiac refers to the heart.
|
Molly Jacks is taking care of 15 year old coma patient, Andrew.
James Silva is taking care of 45 year old heart attack patient, Liz.
John Jones is taking care of 68 year old cancer patient, Mark.
Linda Ash is taking care of 31 year old pneumonia patient, Emily.
Rose Smith is taking care of 28 year old broken leg patient, Mindy.
|
Logic-Grid
|
01/02/08
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Oh no!! The charge nurse accidentally shredded the patient assignment list for the nurses at General Hospital. Use the clues to determine each nurse's first and last name, their patient's first name, age, and health condition.
Nurse first names: Molly, James, John, Linda, Rose
Nurse last names: Smith, Ash, Silva, Jacks, Jones
Patient ages: 68, 15, 28, 31, 45
Patient conditions: broken leg, heart attack, coma, pneumonia, cancer.
Patient names: Mark, Emily, Liz, Andrew, Mindy
Emily is 31 years old.
The five nurses are: Miss Ash, the one caring for the coma patient, Rose, the man taking care of the 68 year old patient, and James Silva.
The five patients are: the 45 year old female cardiac patient, the cancer patient, Mindy, the 15 year old coma patient, and the female pneumonia patient who graduated high school about 12 years ago.
Liz is younger than Mr. Jones' cancer patient but older than Andrew.
Miss Ash's patient has pneumonia.
Smith's patient, Mindy, is younger than the cardiac patient, but older than Molly's pediatric patient.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Molly Jacks is taking care of 15 year old coma patient, Andrew.
James Silva is taking care of 45 year old heart attack patient, Liz.
John Jones is taking care of 68 year old cancer patient, Mark.
Linda Ash is taking care of 31 year old pneumonia patient, Emily.
Rose Smith is taking care of 28 year old broken leg patient, Mindy.
<|im_start|>answer
Molly Jacks is taking care of 15 year old coma patient, Andrew.
James Silva is taking care of 45 year old heart attack patient, Liz.
John Jones is taking care of 68 year old cancer patient, Mark.
Linda Ash is taking care of 31 year old pneumonia patient, Emily.
Rose Smith is taking care of 28 year old broken leg patient, Mindy.
<|im_end|>
|
#28190
|
Runaways
| 3.11
| 1.78
|
harmonize9
|
Oh no! All of the dogs on Lexington Avenue have run away from home. The owners quickly made police reports and luckily all the dogs were found. But the poor officers mixed up the paper work and can't figure out who owns which dog, where they were found, and in what order. They are in great need of help. Can you figure it out?
Owners: Sam, Bailey, Chase, Joel, Paige
Dogs: Spot, Wiggles, Butch, Roscoe, Heinz
Locations: Park, Neighbor, Pound, Parking lot, Restaurant
Order: First, Second, Third, Fourth, Fifth
1. Heinz's owner knew exactly where to find his dog, in front of the restaurant where he discovered Heinz as a puppy. That's why Heinz was safe in bed first.
2. The 5 dogs are: Wiggles, Joel's dog, the dog in the parking lot, Chase's dog, and the last dog found.
3. Only one owner shares the same initials as his/her dog.
4. Butch was found before the dog in the pound but after Sam's dog.
5. Chase found his dog after Paige.
6. Spot was found 2nd.
7. Paige was so happy when her neighbor brought Wiggles home.
|
No hint available.
|
1) Sam, Spot, Parking Lot, 2nd
2) Bailey, Roscoe, Pound, 5th
3) Chase, Butch, Park, 4th
4) Joel, Heinz, Restaurant, 1st
5) Paige, Wiggles, Neighbor, 3rd
|
Logic-Grid
|
01/21/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Oh no! All of the dogs on Lexington Avenue have run away from home. The owners quickly made police reports and luckily all the dogs were found. But the poor officers mixed up the paper work and can't figure out who owns which dog, where they were found, and in what order. They are in great need of help. Can you figure it out?
Owners: Sam, Bailey, Chase, Joel, Paige
Dogs: Spot, Wiggles, Butch, Roscoe, Heinz
Locations: Park, Neighbor, Pound, Parking lot, Restaurant
Order: First, Second, Third, Fourth, Fifth
1. Heinz's owner knew exactly where to find his dog, in front of the restaurant where he discovered Heinz as a puppy. That's why Heinz was safe in bed first.
2. The 5 dogs are: Wiggles, Joel's dog, the dog in the parking lot, Chase's dog, and the last dog found.
3. Only one owner shares the same initials as his/her dog.
4. Butch was found before the dog in the pound but after Sam's dog.
5. Chase found his dog after Paige.
6. Spot was found 2nd.
7. Paige was so happy when her neighbor brought Wiggles home.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
1) Sam, Spot, Parking Lot, 2nd
2) Bailey, Roscoe, Pound, 5th
3) Chase, Butch, Park, 4th
4) Joel, Heinz, Restaurant, 1st
5) Paige, Wiggles, Neighbor, 3rd
<|im_start|>answer
1) Sam, Spot, Parking Lot, 2nd
2) Bailey, Roscoe, Pound, 5th
3) Chase, Butch, Park, 4th
4) Joel, Heinz, Restaurant, 1st
5) Paige, Wiggles, Neighbor, 3rd
<|im_end|>
|
#38852
|
Most Romantic
| 3.11
| 2.01
|
jppbl
|
Last night during their weekly poker game, five men (Brad, John, Mitch, Paul, and Ron) were bragging about how romantic they were. In order to decide who was the best husband, they planned to take their wives on a special date this Friday night, including dinner, flowers, and a movie. Can you figure out the name of each wife, where the couple went for dinner, the flowers she received, and the movie they saw?
The wives are: Belinda, Jessica, Monica, Penelope, and Robyn
The flowers are: Daisies, Pansies, Roses, Sunflowers, and Tulips
The restaurants are: Bella Notte (Italian), Cowhide (Steak), Juan's (Mexican), OoLaLa (French), and Wok In and Out (Chinese)
The movies are: Gone in 20 Seconds (a movie about car thieves), Lonely Canary (a western), The Journal (a romance), Pretty Lady (a romantic comedy), and Shriek (a horror movie).
1. John, who didn't take out Belinda (who went to Bella Notte, but not with Ron or Mitch), had to turn on all the lights and check under the bed for killers before his wife would come inside the house and put the tulips in a vase.
2. The couple that dined at Cowhide did not see "The Journal" or "Gone in 20 Seconds".
3. Penelope, who didn't get pansies, loved the car movie her husband took her to (he wasn't Paul, who gave roses to his "Pretty Lady").
4. Robyn did not get roses, but she found a romantic message in her eggroll, which wasn't from Ron.
5. The couple that went to Juan's enjoyed the daisies, but they did not see "The Journal".
6. Monica got sunflowers from her husband.
7. Mitch and his wife filled up on tacos before their movie.
8. Jessica, who was not married to Brad (who gave pansies to his wife), went to OoLaLa.
9. Robyn's husband wanted to see "Shriek", the new slasher film, but she insisted on a more romantic movie.
|
No hint available.
|
Brad, Robyn, Pansies, Wok In and Out, "The Journal"
John, Jessica, Tulips, OoLaLa, "Shriek"
Mitch, Penelope, Daisies, Juan's, "Gone in 20 Seconds"
Paul, Belinda, Roses, Bella Notte, "Pretty Lady"
Ron, Monica, Sunflowers, Cowhide, "Lonely Canary"
|
Logic-Grid
|
10/20/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Last night during their weekly poker game, five men (Brad, John, Mitch, Paul, and Ron) were bragging about how romantic they were. In order to decide who was the best husband, they planned to take their wives on a special date this Friday night, including dinner, flowers, and a movie. Can you figure out the name of each wife, where the couple went for dinner, the flowers she received, and the movie they saw?
The wives are: Belinda, Jessica, Monica, Penelope, and Robyn
The flowers are: Daisies, Pansies, Roses, Sunflowers, and Tulips
The restaurants are: Bella Notte (Italian), Cowhide (Steak), Juan's (Mexican), OoLaLa (French), and Wok In and Out (Chinese)
The movies are: Gone in 20 Seconds (a movie about car thieves), Lonely Canary (a western), The Journal (a romance), Pretty Lady (a romantic comedy), and Shriek (a horror movie).
1. John, who didn't take out Belinda (who went to Bella Notte, but not with Ron or Mitch), had to turn on all the lights and check under the bed for killers before his wife would come inside the house and put the tulips in a vase.
2. The couple that dined at Cowhide did not see "The Journal" or "Gone in 20 Seconds".
3. Penelope, who didn't get pansies, loved the car movie her husband took her to (he wasn't Paul, who gave roses to his "Pretty Lady").
4. Robyn did not get roses, but she found a romantic message in her eggroll, which wasn't from Ron.
5. The couple that went to Juan's enjoyed the daisies, but they did not see "The Journal".
6. Monica got sunflowers from her husband.
7. Mitch and his wife filled up on tacos before their movie.
8. Jessica, who was not married to Brad (who gave pansies to his wife), went to OoLaLa.
9. Robyn's husband wanted to see "Shriek", the new slasher film, but she insisted on a more romantic movie.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Brad, Robyn, Pansies, Wok In and Out, "The Journal"
John, Jessica, Tulips, OoLaLa, "Shriek"
Mitch, Penelope, Daisies, Juan's, "Gone in 20 Seconds"
Paul, Belinda, Roses, Bella Notte, "Pretty Lady"
Ron, Monica, Sunflowers, Cowhide, "Lonely Canary"
<|im_start|>answer
Brad, Robyn, Pansies, Wok In and Out, "The Journal"
John, Jessica, Tulips, OoLaLa, "Shriek"
Mitch, Penelope, Daisies, Juan's, "Gone in 20 Seconds"
Paul, Belinda, Roses, Bella Notte, "Pretty Lady"
Ron, Monica, Sunflowers, Cowhide, "Lonely Canary"
<|im_end|>
|
#52441
|
Cats Have 9 Squares
| 3.11
| 1.92
|
Rove_Tarts
|
9 cats Andar, Balak, Collo, Erec, Indan, Kyft, Meva, Qupuwu, & Yitsim are positioned in a 3 by 3 grid; you know 3 things about them:
1. Balak, the leader, always sits in the top left.
2. Erec, the kitten, never sits in the top row.
3. None of the adjacent cats (even diagonal) share a single letter.
Where are they positioned?
|
Meva is in a corner.
|
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
Steps:
1. Qupuwu is the only one to share no letters, therefore they must be in the middle.
2. The only 2 to not share a letter with Balak are Yitsim & Erec; Erec cannot be in the top row, so Erec is below Balak & Yitsim is beside.
Balak; Yitsim; ????
Erec; Qupuwu; ????
????; ????; ????
3. Since there are 4 "A" names, they must go in the corners. The remaining "A" names are Andar, Indan, & Meva. For the corner next to Yitsim only Andar can go there because of Indan's "I" and Meva's "M".
4. The remaining name to not share a letter with Yitsim is Collo, so they go below Andar.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
????; ????; ????
5. Kyft must go in the center of the last row because of the previously mentioned 4 "A"s.
6. Meva & Erec can not be next to each other so Indan is below Erec & Meva is below Collo.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
|
Logic
|
08/14/20
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
9 cats Andar, Balak, Collo, Erec, Indan, Kyft, Meva, Qupuwu, & Yitsim are positioned in a 3 by 3 grid; you know 3 things about them:
1. Balak, the leader, always sits in the top left.
2. Erec, the kitten, never sits in the top row.
3. None of the adjacent cats (even diagonal) share a single letter.
Where are they positioned?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
Steps:
1. Qupuwu is the only one to share no letters, therefore they must be in the middle.
2. The only 2 to not share a letter with Balak are Yitsim & Erec; Erec cannot be in the top row, so Erec is below Balak & Yitsim is beside.
Balak; Yitsim; ????
Erec; Qupuwu; ????
????; ????; ????
3. Since there are 4 "A" names, they must go in the corners. The remaining "A" names are Andar, Indan, & Meva. For the corner next to Yitsim only Andar can go there because of Indan's "I" and Meva's "M".
4. The remaining name to not share a letter with Yitsim is Collo, so they go below Andar.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
????; ????; ????
5. Kyft must go in the center of the last row because of the previously mentioned 4 "A"s.
6. Meva & Erec can not be next to each other so Indan is below Erec & Meva is below Collo.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
<|im_start|>answer
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
Steps:
1. Qupuwu is the only one to share no letters, therefore they must be in the middle.
2. The only 2 to not share a letter with Balak are Yitsim & Erec; Erec cannot be in the top row, so Erec is below Balak & Yitsim is beside.
Balak; Yitsim; ????
Erec; Qupuwu; ????
????; ????; ????
3. Since there are 4 "A" names, they must go in the corners. The remaining "A" names are Andar, Indan, & Meva. For the corner next to Yitsim only Andar can go there because of Indan's "I" and Meva's "M".
4. The remaining name to not share a letter with Yitsim is Collo, so they go below Andar.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
????; ????; ????
5. Kyft must go in the center of the last row because of the previously mentioned 4 "A"s.
6. Meva & Erec can not be next to each other so Indan is below Erec & Meva is below Collo.
Balak; Yitsim; Andar
Erec; Qupuwu; Collo
Indan; Kyft; Meva
<|im_end|>
|
#27020
|
Thanksgiving Calamity
| 3.11
| 2.99
|
Splatt
|
It was an odd holiday, yessiree... The Sewtnof siblings planned a potluck Thanksgiving dinner at one of their houses, however, none could cook well. Each planned to make two items. Four of them had dramas causing them to be late. All in all, it was the start of a rough holiday and everyone was in a sour mood, but once they discovered what their meal would be, they giggled at life's irony and got over themselves.
Each ruined one of their recipes and successfully prepared one. Determine what the Sewtnofs finally ended up with for dinner, who made what, who ruined what, why each was late (or on time), and where each was in the age lineup.
Siblings: Johanna, Emily, Jacob, Ali, Rosie
Age range: Oldest, 24, 21, 19, 17
Recipes attempted: Turkey, Pumpkin Pie, Buns, Gravy,
Stuffing, Green Salad, Green Beans, Cranberry Sauce, Apple Pie, Mashed Potatoes
Calamities: Overslept, Ran out of gas/petrol, Had to run to store for one last ingredient, Argument with boyfriend
1. Johanna did not burn her buns because she didn't bake any. She did bake a pie, however.
2. Jacob turned off the oven and left his bird half cooked at home, hoping to be not too late. His other item required no heat to prepare, thankfully.
3. You might think the Sewtnof parents would stop having kids once they had a boy, but no, they went on to have one more child.
4. Being the host doesn't automatically ensure timeliness; also, the gardener was a very early riser, allowing her plenty of time to ruin one item, & successfully prepare another on time.
5. Sad she burnt her buns, Emily's sister was extra careful to make sure her cranberry sauce turned out okay.
6. The sister who didn't make stuffing hosted the dinner, because she's the only one with a big enough table. Johanna, her younger sister, was not the host.
7. What a day for Ali's little sister! Not only did her stuffing take forever to come out right, but she had to run to the store at the last minute to ensure her pie had fruit in it!
8. Rosie, who was not the youngest, was not the family gardener who grew main ingredients for both of her food attempts.
9. When the first arrival showed with pumpkin pie, the host was still in the shower because she had overslept.
10. The middle child was late because her boyfriend argued that he didn't feel like driving.
11. Jacob did not stop at the store; Ali didn't attempt to cook green beans, but the person who did, also ruined her gravy.
12. The person who attempted cranberry sauce did not grow the cranberries.
13. The gardener grows root vegetables and squash, but not fruit.
14. Emily is older and younger than at least one other sibling, and Ali is not the middle child.
15. The one who overslept is older than Emily, and the teenagers' names both start with the same letter.
16. The five are the person whose gravy was too salty to bring, Emily who did not have any arguments, Jacob, the host, and the person whose stuffing was delicious.
|
Jacob is the only male. Don't assume that one food grid is all ruined items. Potatoes are root vegetables and pumpkins are squash.
|
The strange Thanksgiving dinner consisted of: Stuffing, Green Beans, Cranberry Sauce, Pumpkin Pie, and Salad
Johanna made stuffing, ruined apple pie, store, 17
Emily made pumpkin pie, ruined potatoes, was on time because she's an early riser (gardener), 24
Jacob ruined turkey, made salad, ran out of gas/petrol, 19
Ali ruined buns, made cranberry sauce, overslept (host), oldest
Rosie ruined gravy, made green beans, argued with her boyfriend, 21
|
Logic-Grid
|
11/18/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
It was an odd holiday, yessiree... The Sewtnof siblings planned a potluck Thanksgiving dinner at one of their houses, however, none could cook well. Each planned to make two items. Four of them had dramas causing them to be late. All in all, it was the start of a rough holiday and everyone was in a sour mood, but once they discovered what their meal would be, they giggled at life's irony and got over themselves.
Each ruined one of their recipes and successfully prepared one. Determine what the Sewtnofs finally ended up with for dinner, who made what, who ruined what, why each was late (or on time), and where each was in the age lineup.
Siblings: Johanna, Emily, Jacob, Ali, Rosie
Age range: Oldest, 24, 21, 19, 17
Recipes attempted: Turkey, Pumpkin Pie, Buns, Gravy,
Stuffing, Green Salad, Green Beans, Cranberry Sauce, Apple Pie, Mashed Potatoes
Calamities: Overslept, Ran out of gas/petrol, Had to run to store for one last ingredient, Argument with boyfriend
1. Johanna did not burn her buns because she didn't bake any. She did bake a pie, however.
2. Jacob turned off the oven and left his bird half cooked at home, hoping to be not too late. His other item required no heat to prepare, thankfully.
3. You might think the Sewtnof parents would stop having kids once they had a boy, but no, they went on to have one more child.
4. Being the host doesn't automatically ensure timeliness; also, the gardener was a very early riser, allowing her plenty of time to ruin one item, & successfully prepare another on time.
5. Sad she burnt her buns, Emily's sister was extra careful to make sure her cranberry sauce turned out okay.
6. The sister who didn't make stuffing hosted the dinner, because she's the only one with a big enough table. Johanna, her younger sister, was not the host.
7. What a day for Ali's little sister! Not only did her stuffing take forever to come out right, but she had to run to the store at the last minute to ensure her pie had fruit in it!
8. Rosie, who was not the youngest, was not the family gardener who grew main ingredients for both of her food attempts.
9. When the first arrival showed with pumpkin pie, the host was still in the shower because she had overslept.
10. The middle child was late because her boyfriend argued that he didn't feel like driving.
11. Jacob did not stop at the store; Ali didn't attempt to cook green beans, but the person who did, also ruined her gravy.
12. The person who attempted cranberry sauce did not grow the cranberries.
13. The gardener grows root vegetables and squash, but not fruit.
14. Emily is older and younger than at least one other sibling, and Ali is not the middle child.
15. The one who overslept is older than Emily, and the teenagers' names both start with the same letter.
16. The five are the person whose gravy was too salty to bring, Emily who did not have any arguments, Jacob, the host, and the person whose stuffing was delicious.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The strange Thanksgiving dinner consisted of: Stuffing, Green Beans, Cranberry Sauce, Pumpkin Pie, and Salad
Johanna made stuffing, ruined apple pie, store, 17
Emily made pumpkin pie, ruined potatoes, was on time because she's an early riser (gardener), 24
Jacob ruined turkey, made salad, ran out of gas/petrol, 19
Ali ruined buns, made cranberry sauce, overslept (host), oldest
Rosie ruined gravy, made green beans, argued with her boyfriend, 21
<|im_start|>answer
The strange Thanksgiving dinner consisted of: Stuffing, Green Beans, Cranberry Sauce, Pumpkin Pie, and Salad
Johanna made stuffing, ruined apple pie, store, 17
Emily made pumpkin pie, ruined potatoes, was on time because she's an early riser (gardener), 24
Jacob ruined turkey, made salad, ran out of gas/petrol, 19
Ali ruined buns, made cranberry sauce, overslept (host), oldest
Rosie ruined gravy, made green beans, argued with her boyfriend, 21
<|im_end|>
|
#38905
|
Hatching Dragons
| 3.11
| 2.32
|
dreamlvr1432
|
In Tyria, 5 dragon eggs are about to hatch, and people from all over the land have gathered for the big event. After hatching, each dragon sought out a human companion from the crowd, with whom they would form a lifelong bond. No 2 dragons are the same color, and each human chosen lives in a different village. From the clues below, can you determine the name, color and hatching order of each dragon, as well as the name and village of their chosen companions?
1) The dragon that will reside in Cranston hatched before Krale and after the one that bonded with Ahren.
2) Evan (who is not from Greystone) was not chosen by Zuria, nor was he chosen by the green dragon.
3) Azazeal (who did not hatch 4th) hatched before the red dragon, but after the bronze (who did not choose Raven).
4) No dragon chose a human whose name begins with the same letter as their own. On the same note, no dragon's name begins with the same letter as their color.
5) The dragons hatched in the following order: Bael, the one whose companion is from Cairn, the blue dragon, the purple dragon, and the one who chose Jaron.
6) Jaabel did not choose Brandon (who isn't from Summerhaven), or Raven (who isn't from Shadowbrook).
7) Raven of Summerhaven was honored to have been chosen by Azazeal.
8) Jaabel hatched before the dragon that bonded with Brandon and after the one that will go to Shadowbrook with Ahren.
|
No hint available.
|
Answers are listed in order of hatching:
1) Bael, green, Ahren, Shadowbrook
2) Jaabel, bronze, Evan, Cairn
3) Azazeal, blue, Raven, Summerhaven
4) Zuria, purple, Brandon, Cranston
5) Krale, red, Jaron, Greystone
|
Logic-Grid
|
10/24/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
In Tyria, 5 dragon eggs are about to hatch, and people from all over the land have gathered for the big event. After hatching, each dragon sought out a human companion from the crowd, with whom they would form a lifelong bond. No 2 dragons are the same color, and each human chosen lives in a different village. From the clues below, can you determine the name, color and hatching order of each dragon, as well as the name and village of their chosen companions?
1) The dragon that will reside in Cranston hatched before Krale and after the one that bonded with Ahren.
2) Evan (who is not from Greystone) was not chosen by Zuria, nor was he chosen by the green dragon.
3) Azazeal (who did not hatch 4th) hatched before the red dragon, but after the bronze (who did not choose Raven).
4) No dragon chose a human whose name begins with the same letter as their own. On the same note, no dragon's name begins with the same letter as their color.
5) The dragons hatched in the following order: Bael, the one whose companion is from Cairn, the blue dragon, the purple dragon, and the one who chose Jaron.
6) Jaabel did not choose Brandon (who isn't from Summerhaven), or Raven (who isn't from Shadowbrook).
7) Raven of Summerhaven was honored to have been chosen by Azazeal.
8) Jaabel hatched before the dragon that bonded with Brandon and after the one that will go to Shadowbrook with Ahren.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Answers are listed in order of hatching:
1) Bael, green, Ahren, Shadowbrook
2) Jaabel, bronze, Evan, Cairn
3) Azazeal, blue, Raven, Summerhaven
4) Zuria, purple, Brandon, Cranston
5) Krale, red, Jaron, Greystone
<|im_start|>answer
Answers are listed in order of hatching:
1) Bael, green, Ahren, Shadowbrook
2) Jaabel, bronze, Evan, Cairn
3) Azazeal, blue, Raven, Summerhaven
4) Zuria, purple, Brandon, Cranston
5) Krale, red, Jaron, Greystone
<|im_end|>
|
#26603
|
A Trip to the Zoo
| 3.1
| 2.09
|
Rob2003
|
One day, five mothers each brought their only child to the zoo. The children had a glorious time together watching the different animals and eating their favorite snacks. The kids were so good, at the end of the day each mother let her child get one item from the souvenir shop as they were leaving the zoo. Can you determine the full name of each child, each child's favorite snack and animal, and the souvenir each brought home?
1. Julia, who loves cotton candy, didn't like the elephants. Mary didn't get a caramel apple. The child who got the stuffed animal liked the giraffes best.
2. Alan Rivera, the girl who liked the lions, and the child who got the activity set didn't want to leave the zoo.
3. Neither of the boys got fried dough, but one got nachos and the other one liked the monkeys best. Tom didn't get a poster.
4. The Gomez child almost got a coloring book with Mary but finally decided on a poster.
5. Tom, whose last name isn't Lozada, got a toy gun but didn't get a caramel apple. The Rodriguez child had fried dough.
6. Beth, who didn't like the giraffes or the elephants best, got an activity set.
|
No hint available.
|
Alan Rivera: nachos, giraffes, stuffed animal
Beth Lozada: caramel apple, seals, activity set
Julia Gomez: cotton candy, lions, poster
Mary Rodriguez: fried dough, elephants, coloring book
Tom Gonzalez: popcorn, monkeys, toy gun
|
Logic-Grid
|
10/29/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
One day, five mothers each brought their only child to the zoo. The children had a glorious time together watching the different animals and eating their favorite snacks. The kids were so good, at the end of the day each mother let her child get one item from the souvenir shop as they were leaving the zoo. Can you determine the full name of each child, each child's favorite snack and animal, and the souvenir each brought home?
1. Julia, who loves cotton candy, didn't like the elephants. Mary didn't get a caramel apple. The child who got the stuffed animal liked the giraffes best.
2. Alan Rivera, the girl who liked the lions, and the child who got the activity set didn't want to leave the zoo.
3. Neither of the boys got fried dough, but one got nachos and the other one liked the monkeys best. Tom didn't get a poster.
4. The Gomez child almost got a coloring book with Mary but finally decided on a poster.
5. Tom, whose last name isn't Lozada, got a toy gun but didn't get a caramel apple. The Rodriguez child had fried dough.
6. Beth, who didn't like the giraffes or the elephants best, got an activity set.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Alan Rivera: nachos, giraffes, stuffed animal
Beth Lozada: caramel apple, seals, activity set
Julia Gomez: cotton candy, lions, poster
Mary Rodriguez: fried dough, elephants, coloring book
Tom Gonzalez: popcorn, monkeys, toy gun
<|im_start|>answer
Alan Rivera: nachos, giraffes, stuffed animal
Beth Lozada: caramel apple, seals, activity set
Julia Gomez: cotton candy, lions, poster
Mary Rodriguez: fried dough, elephants, coloring book
Tom Gonzalez: popcorn, monkeys, toy gun
<|im_end|>
|
#52606
|
Different Equals
| 3.1
| 1.28
|
Rove_Tarts
|
Can you share 1/4 of a pie, 1/3 of a pie, 1/2 of a pie, 2/3 of a pie, 3/4 of a pie, and a whole pie so that two people have the same amount of pie without making any cuts?
If so, how?
|
No hint available.
|
Yes; 1/3 + 2/3 + 1/4 + 1/2 = 1 + 3/4
(Alternately 1/3 + 2/3 + 3/4 = 1 + 1/4 + 1/2)
|
Math
|
02/16/21
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Can you share 1/4 of a pie, 1/3 of a pie, 1/2 of a pie, 2/3 of a pie, 3/4 of a pie, and a whole pie so that two people have the same amount of pie without making any cuts?
If so, how?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Yes; 1/3 + 2/3 + 1/4 + 1/2 = 1 + 3/4
(Alternately 1/3 + 2/3 + 3/4 = 1 + 1/4 + 1/2)
<|im_start|>answer
Yes; 1/3 + 2/3 + 1/4 + 1/2 = 1 + 3/4
(Alternately 1/3 + 2/3 + 3/4 = 1 + 1/4 + 1/2)
<|im_end|>
|
#32443
|
The Scrapbookers
| 3.1
| 2.27
|
jenb2144
|
Five avid scrapbookers from Forest Hill get together every weekend to swap page ideas and discuss the progress that they have made on their scrapbooks during the week. Each scrapbooker lives on a different street, scrapbooks on a different night of the week and completed a different number of pages . Using the clues below, determine the first and last names of each scrapbooker, what street they live on, on which day they scrapbook and how many pages they have completed this week.
1. Gordon finished one less page than the person who lives on Oak, but he finished 2 more pages than the person whose last name is Black.
2. The girl who lives on Oak finished 4 pages.
3. The person whose last name is Green scrapbooks on Thursdays.
4. One person finished 2 pages on Monday.
5. The person who scrapbooks on Tuesdays lives on Pine.
6. Gordon, whose last name isn't Green, doesn't live on Evergreen.
7. Mr. White doesn't scrapbook on Tuesdays.
8. Barbara doesn't live on Elm Street.
9. The person who lives on Pine did 5 pages, but not on Thursday.
10. Hank lives on Maple, but he doesn't scrapbook on Wednesdays.
11. Jason scrapbooks on Fridays.
12. The five friends are, in no particular order, Alicia Brown, the person who lives on Maple, the person whose last names is Gray, the person who scrapbooks on Thursdays, and the guy who finished one page.
|
No hint available.
|
Alicia Brown lives on Pine Street and scrapbooked 5 pages on Tuesday.
Barbara Green lives on Oak Street and scrapbooked 4 pages on Thursday.
Gordon Gray lives on Elm Street and scrapbooked 3 pages on Wednesday.
Hank White lives on Maple Street and scrapbooked 2 pages on Monday.
Jason Black lives on Evergreen and scrapbooked 1 page on Friday.
|
Logic-Grid
|
08/14/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five avid scrapbookers from Forest Hill get together every weekend to swap page ideas and discuss the progress that they have made on their scrapbooks during the week. Each scrapbooker lives on a different street, scrapbooks on a different night of the week and completed a different number of pages . Using the clues below, determine the first and last names of each scrapbooker, what street they live on, on which day they scrapbook and how many pages they have completed this week.
1. Gordon finished one less page than the person who lives on Oak, but he finished 2 more pages than the person whose last name is Black.
2. The girl who lives on Oak finished 4 pages.
3. The person whose last name is Green scrapbooks on Thursdays.
4. One person finished 2 pages on Monday.
5. The person who scrapbooks on Tuesdays lives on Pine.
6. Gordon, whose last name isn't Green, doesn't live on Evergreen.
7. Mr. White doesn't scrapbook on Tuesdays.
8. Barbara doesn't live on Elm Street.
9. The person who lives on Pine did 5 pages, but not on Thursday.
10. Hank lives on Maple, but he doesn't scrapbook on Wednesdays.
11. Jason scrapbooks on Fridays.
12. The five friends are, in no particular order, Alicia Brown, the person who lives on Maple, the person whose last names is Gray, the person who scrapbooks on Thursdays, and the guy who finished one page.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Alicia Brown lives on Pine Street and scrapbooked 5 pages on Tuesday.
Barbara Green lives on Oak Street and scrapbooked 4 pages on Thursday.
Gordon Gray lives on Elm Street and scrapbooked 3 pages on Wednesday.
Hank White lives on Maple Street and scrapbooked 2 pages on Monday.
Jason Black lives on Evergreen and scrapbooked 1 page on Friday.
<|im_start|>answer
Alicia Brown lives on Pine Street and scrapbooked 5 pages on Tuesday.
Barbara Green lives on Oak Street and scrapbooked 4 pages on Thursday.
Gordon Gray lives on Elm Street and scrapbooked 3 pages on Wednesday.
Hank White lives on Maple Street and scrapbooked 2 pages on Monday.
Jason Black lives on Evergreen and scrapbooked 1 page on Friday.
<|im_end|>
|
#52014
|
Who Robbed the Bank?
| 3.1
| 1.46
|
wimpykidfan37
|
The angry chief of police did roar,
"Who robbed the bank out of you four?"
When Al was asked, he said right then,
"The thief was Ben! The thief was Ben!"
Ben said to the policin' man,
"The thief was Dan! The thief was Dan!"
When Carl was questioned, he exclaimed,
"I'm not the one who should be blamed!"
When Dan was questioned, he replied,
"When Ben said it was me, he lied!"
If three of four suspects speak true,
And one speaks false, then who oh who?
And what if only one was frank?
But most of all, who robbed the bank?
|
No hint available.
|
If only one is lying, Ben robbed the bank.
If only one is telling the truth, Carl robbed the bank.
Since Dan's statement was that Ben was lying, exactly one of these two must be telling the truth and the other must be lying. If Ben is telling the truth and Dan is lying, Dan must be the thief, which means that Al is lying and Carl is telling the truth. But now we have two truthtellers and two liars. So this cannot be right.
Therefore, if there is only one liar, it must be Ben. Al can only be telling the truth if Ben was the robber. If there is only one truthteller, it must be Dan. Carl can only be lying if Carl was the robber.
|
Logic
|
11/19/18
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The angry chief of police did roar,
"Who robbed the bank out of you four?"
When Al was asked, he said right then,
"The thief was Ben! The thief was Ben!"
Ben said to the policin' man,
"The thief was Dan! The thief was Dan!"
When Carl was questioned, he exclaimed,
"I'm not the one who should be blamed!"
When Dan was questioned, he replied,
"When Ben said it was me, he lied!"
If three of four suspects speak true,
And one speaks false, then who oh who?
And what if only one was frank?
But most of all, who robbed the bank?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
If only one is lying, Ben robbed the bank.
If only one is telling the truth, Carl robbed the bank.
Since Dan's statement was that Ben was lying, exactly one of these two must be telling the truth and the other must be lying. If Ben is telling the truth and Dan is lying, Dan must be the thief, which means that Al is lying and Carl is telling the truth. But now we have two truthtellers and two liars. So this cannot be right.
Therefore, if there is only one liar, it must be Ben. Al can only be telling the truth if Ben was the robber. If there is only one truthteller, it must be Dan. Carl can only be lying if Carl was the robber.
<|im_start|>answer
If only one is lying, Ben robbed the bank.
If only one is telling the truth, Carl robbed the bank.
Since Dan's statement was that Ben was lying, exactly one of these two must be telling the truth and the other must be lying. If Ben is telling the truth and Dan is lying, Dan must be the thief, which means that Al is lying and Carl is telling the truth. But now we have two truthtellers and two liars. So this cannot be right.
Therefore, if there is only one liar, it must be Ben. Al can only be telling the truth if Ben was the robber. If there is only one truthteller, it must be Dan. Carl can only be lying if Carl was the robber.
<|im_end|>
|
#35800
|
Diet Time
| 3.1
| 1.93
|
Alegna
|
Springtime is upon us, and that means that swimsuit weather is coming up quickly! April and four of her friends have all decided to go on a diet to see if they can lose a few unwanted pounds before they have to start trying on swimsuits. Each of the five friends has decided to give up their favorite snack food and to start exercising in order to lose weight. Each person wants to lose a different amount of weight. From the clues given, you will have to figure out how many pounds each person wants to lose, the snack food they are giving up, and the type of exercise they are adding in.
Friends: Mable, Bob, Mike, April, and Sarah
Snacks: Chocolate, Potato Chips, Ice Cream, Candy, and Pizza
Number of Pounds to Lose: 13, 20, 24, 27, and 34
Exercise: Treadmill, Yoga, Karate, Walking, and Boxing
1. Sarah is trying to lose more pounds than the one who has given up candy, but fewer pounds then the one who has begun using the treadmill.
2. Mable is trying to lose exactly 14 pounds fewer than the person walking.
3. Bob (who is not the one taking Yoga) has stopped eating his afternoon bowl of ice cream. Bob is trying to lose exactly 7 pounds fewer than the boxer.
4. Mike is trying to lose exactly 7 pounds fewer than the one who has given up Potato Chips.
5. The woman who has given up chocolate isn't the one trying to lose 27 pounds.
6. April knows that potato chips are a small sacrifice to make as she is trying to get into a bikini.
7. The woman boxer has decided to give up candy to reach her goal.
|
No hint available.
|
They all reached their goal!
Mable gave up candy and started boxing to lose 20 pounds.
Bob gave up ice cream and took karate to lose 13 pounds.
Mike gave up pizza and started using the treadmill to lose 27 pounds.
April gave up potato chips and started walking to lose 34 pounds.
Sarah gave up chocolate and started doing yoga to lose 24 pounds.
|
Logic-Grid
|
03/21/07
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Springtime is upon us, and that means that swimsuit weather is coming up quickly! April and four of her friends have all decided to go on a diet to see if they can lose a few unwanted pounds before they have to start trying on swimsuits. Each of the five friends has decided to give up their favorite snack food and to start exercising in order to lose weight. Each person wants to lose a different amount of weight. From the clues given, you will have to figure out how many pounds each person wants to lose, the snack food they are giving up, and the type of exercise they are adding in.
Friends: Mable, Bob, Mike, April, and Sarah
Snacks: Chocolate, Potato Chips, Ice Cream, Candy, and Pizza
Number of Pounds to Lose: 13, 20, 24, 27, and 34
Exercise: Treadmill, Yoga, Karate, Walking, and Boxing
1. Sarah is trying to lose more pounds than the one who has given up candy, but fewer pounds then the one who has begun using the treadmill.
2. Mable is trying to lose exactly 14 pounds fewer than the person walking.
3. Bob (who is not the one taking Yoga) has stopped eating his afternoon bowl of ice cream. Bob is trying to lose exactly 7 pounds fewer than the boxer.
4. Mike is trying to lose exactly 7 pounds fewer than the one who has given up Potato Chips.
5. The woman who has given up chocolate isn't the one trying to lose 27 pounds.
6. April knows that potato chips are a small sacrifice to make as she is trying to get into a bikini.
7. The woman boxer has decided to give up candy to reach her goal.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
They all reached their goal!
Mable gave up candy and started boxing to lose 20 pounds.
Bob gave up ice cream and took karate to lose 13 pounds.
Mike gave up pizza and started using the treadmill to lose 27 pounds.
April gave up potato chips and started walking to lose 34 pounds.
Sarah gave up chocolate and started doing yoga to lose 24 pounds.
<|im_start|>answer
They all reached their goal!
Mable gave up candy and started boxing to lose 20 pounds.
Bob gave up ice cream and took karate to lose 13 pounds.
Mike gave up pizza and started using the treadmill to lose 27 pounds.
April gave up potato chips and started walking to lose 34 pounds.
Sarah gave up chocolate and started doing yoga to lose 24 pounds.
<|im_end|>
|
#52344
|
The Froopaloop Island Ferry
| 3.09
| 2.09
|
wimpykidfan37
|
Every two hours, a ferry leaves Froopaloop Island and heads due east to the mainland, taking exactly one hour. Then it leaves the mainland and heads due west back to the island, again taking exactly one hour. Then it repeats.
Instead of taking the ferry to Froopaloop Island, Heather prefers to do something very risky: she dons her gorgeous white bikini and swims to the island. (The inhabitants of the island don't know what she looks like with clothes on.)
One day, Heather left the mainland terminal at exactly the same time the ferry left the island terminal. Exactly 50 minutes later, the ferry passed her.
Assuming both Heather and the ferry travel at a constant speed, and ignoring the time the ferry spends at the mainland terminal, how much time passed between the ferry passing Heather in the opposite direction and passing her in the same direction?
|
Fifty minutes after leaving the island terminal, the ferry will go in the opposite direction of Heather.
|
Twenty-five minutes passed.
When the ferry first passes Heather, it still has 10 minutes to reach the mainland, which means it can travel the same distance in 10 minutes that Heather can in 50 minutes, and therefore is 5 times as fast.
If the distance between the two terminals is x, and the distance Heather has travelled when the ferry passes her the second time is y, then the distance the ferry would have travelled at that time is x+y. Therefore, x+y=5x, which means that y=4x. Since x takes 60 minutes for the ferry, y must take 15 minutes, and x+y must take 75 minutes.
Therefore, the time between Heather leaving the mainland and the ferry passing her for the second time is 75 minutes, and the time between the first and second times the ferry passed her is 75-50, or 25, minutes.
|
Math
|
01/19/20
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Every two hours, a ferry leaves Froopaloop Island and heads due east to the mainland, taking exactly one hour. Then it leaves the mainland and heads due west back to the island, again taking exactly one hour. Then it repeats.
Instead of taking the ferry to Froopaloop Island, Heather prefers to do something very risky: she dons her gorgeous white bikini and swims to the island. (The inhabitants of the island don't know what she looks like with clothes on.)
One day, Heather left the mainland terminal at exactly the same time the ferry left the island terminal. Exactly 50 minutes later, the ferry passed her.
Assuming both Heather and the ferry travel at a constant speed, and ignoring the time the ferry spends at the mainland terminal, how much time passed between the ferry passing Heather in the opposite direction and passing her in the same direction?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Twenty-five minutes passed.
When the ferry first passes Heather, it still has 10 minutes to reach the mainland, which means it can travel the same distance in 10 minutes that Heather can in 50 minutes, and therefore is 5 times as fast.
If the distance between the two terminals is x, and the distance Heather has travelled when the ferry passes her the second time is y, then the distance the ferry would have travelled at that time is x+y. Therefore, x+y=5x, which means that y=4x. Since x takes 60 minutes for the ferry, y must take 15 minutes, and x+y must take 75 minutes.
Therefore, the time between Heather leaving the mainland and the ferry passing her for the second time is 75 minutes, and the time between the first and second times the ferry passed her is 75-50, or 25, minutes.
<|im_start|>answer
Twenty-five minutes passed.
When the ferry first passes Heather, it still has 10 minutes to reach the mainland, which means it can travel the same distance in 10 minutes that Heather can in 50 minutes, and therefore is 5 times as fast.
If the distance between the two terminals is x, and the distance Heather has travelled when the ferry passes her the second time is y, then the distance the ferry would have travelled at that time is x+y. Therefore, x+y=5x, which means that y=4x. Since x takes 60 minutes for the ferry, y must take 15 minutes, and x+y must take 75 minutes.
Therefore, the time between Heather leaving the mainland and the ferry passing her for the second time is 75 minutes, and the time between the first and second times the ferry passed her is 75-50, or 25, minutes.
<|im_end|>
|
#24349
|
Why, Skid Mark, Why?
| 3.09
| 1.86
|
Question_Mark
|
After recent events, Question Mark is annoyed with his brother, Skid Mark. Skid thought it would be funny to hide Question's wallet. He told Question that he would get it back if he finds it. So, first off, Skid laid five colored keys in a row. One of them is a key to a room where Skid is hiding Question's wallet. Using the clues, can you determine the order of the keys and which is the right key?
Red: This key is somewhere to the left of the key to the door.
Blue: This key is not at one of the ends.
Green: This key is three spaces away from the key to the door (2 between).
Yellow: This key is next to the key to the door.
Orange: This key is in the middle.
|
No hint available.
|
The order (from left to right) is Green, Red, Orange, Blue, Yellow.
The blue key is the key to the door.
|
Logic
|
07/08/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
After recent events, Question Mark is annoyed with his brother, Skid Mark. Skid thought it would be funny to hide Question's wallet. He told Question that he would get it back if he finds it. So, first off, Skid laid five colored keys in a row. One of them is a key to a room where Skid is hiding Question's wallet. Using the clues, can you determine the order of the keys and which is the right key?
Red: This key is somewhere to the left of the key to the door.
Blue: This key is not at one of the ends.
Green: This key is three spaces away from the key to the door (2 between).
Yellow: This key is next to the key to the door.
Orange: This key is in the middle.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The order (from left to right) is Green, Red, Orange, Blue, Yellow.
The blue key is the key to the door.
<|im_start|>answer
The order (from left to right) is Green, Red, Orange, Blue, Yellow.
The blue key is the key to the door.
<|im_end|>
|
#19728
|
Evil Aardvark!
| 3.09
| 2.26
|
lorial
|
Aargon the evil aardvark has five ant captives locked up in cages. He decides to eat them in a certain order and they are all to be cooked in different ways with a different herb or spice. Can you determine this evil aardvark's intentions?
Ant-acid is not to be eaten first or last.
Cumin is to be used with the ant to be eaten in 4th place, but is not to be used with the ant to be grilled.
Ant-O'Knee is to be grilled or steamed but not with ginger.
Ant-ique is to be eaten 2 places ahead of the ant to be cooked with garlic.
The ant to be eaten raw is to be eaten after Ant-ique, but before Ant-acid.
Ant-enna is not to be eaten fried or raw and is not to be eaten in 4th place.
Mint is to be eaten directly before the coriander.
The ant to be eaten in 3rd position is to be baked, but not with coriander or ginger.
Positions: 1st to 5th.
Ants: Ant-O'Knee, Ant-acid, Ant-elope, Ant-enna & Ant-ique.
Cooking Method: Fried, Baked, Raw, Steamed & Grilled.
Spice/Herb: Garlic, Cumin, Coriander, Ginger & Mint.
|
No hint available.
|
Ant / Method / Position / Herb/Spice
Ant-O'Knee / Steamed / 4th /Cumin
Ant-acid / Baked / 3rd / Garlic
Ant-elope / Raw / 2nd / Coriander
Ant-enna / Grilled / 5th / Ginger
Ant-ique / Fried / 1st / Mint
|
Logic-Grid
|
12/06/04
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Aargon the evil aardvark has five ant captives locked up in cages. He decides to eat them in a certain order and they are all to be cooked in different ways with a different herb or spice. Can you determine this evil aardvark's intentions?
Ant-acid is not to be eaten first or last.
Cumin is to be used with the ant to be eaten in 4th place, but is not to be used with the ant to be grilled.
Ant-O'Knee is to be grilled or steamed but not with ginger.
Ant-ique is to be eaten 2 places ahead of the ant to be cooked with garlic.
The ant to be eaten raw is to be eaten after Ant-ique, but before Ant-acid.
Ant-enna is not to be eaten fried or raw and is not to be eaten in 4th place.
Mint is to be eaten directly before the coriander.
The ant to be eaten in 3rd position is to be baked, but not with coriander or ginger.
Positions: 1st to 5th.
Ants: Ant-O'Knee, Ant-acid, Ant-elope, Ant-enna & Ant-ique.
Cooking Method: Fried, Baked, Raw, Steamed & Grilled.
Spice/Herb: Garlic, Cumin, Coriander, Ginger & Mint.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Ant / Method / Position / Herb/Spice
Ant-O'Knee / Steamed / 4th /Cumin
Ant-acid / Baked / 3rd / Garlic
Ant-elope / Raw / 2nd / Coriander
Ant-enna / Grilled / 5th / Ginger
Ant-ique / Fried / 1st / Mint
<|im_start|>answer
Ant / Method / Position / Herb/Spice
Ant-O'Knee / Steamed / 4th /Cumin
Ant-acid / Baked / 3rd / Garlic
Ant-elope / Raw / 2nd / Coriander
Ant-enna / Grilled / 5th / Ginger
Ant-ique / Fried / 1st / Mint
<|im_end|>
|
#24859
|
Best In Show
| 3.09
| 2.56
|
ragsdaleam
|
Five dogs recently competed for best in show in the local kennel club. Each dog belonged to a different AKC group, preferred a different kind of treat, and wore a different color lead. Can you determine each dog's group, lead color, favorite treat, and the place he or she took in the show?
Note: The Rhodesian Ridgeback is a member of the Hound Group.
1. The dog with the red lead finished before the dog who liked chicken bites, but after the dog that belonged to the herding group (who is not Sadie).
2. The dog that placed third was not Rusty (who is a working dog).
3. The sporting dog placed just ahead of the one with a pink lead, and somewhere behind Charlie (who didn't like rawhide treats).
4. The hound did not like the beef or liver treats.
5. Rusty did not wear the blue lead.
6. Wags, who hated Scooby snacks, was a Rhodesian Ridgeback, and his handler hated the color green, so she would never let him wear a green lead.
7. Neither Pharaoh nor Sadie liked Scooby snacks or wore green.
8. The herding dog, who hated beef biscuits, had a blue lead for good luck, but did not take first place.
9. The 3rd place dog did not wear a red lead.
10. Pharaoh is not a sporting dog.
11. The five dogs in order of rank, from 1st to 5th, were:
The one who ate Scooby snacks, Charlie, the one who loved beef biscuits, the sporting dog, and the one with the pink lead.
|
No hint available.
|
Rusty - Working - Green - Scooby Snacks - 1st
Charlie - Herding - Blue - Liver Cubes- 2nd
Pharaoh - Toy - Purple - Beef Biscuits - 3rd
Sadie - Sporting - Red - Rawhide Chews - 4th
Wags - Hound - Pink - Chicken Bites - 5th
|
Logic-Grid
|
07/25/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five dogs recently competed for best in show in the local kennel club. Each dog belonged to a different AKC group, preferred a different kind of treat, and wore a different color lead. Can you determine each dog's group, lead color, favorite treat, and the place he or she took in the show?
Note: The Rhodesian Ridgeback is a member of the Hound Group.
1. The dog with the red lead finished before the dog who liked chicken bites, but after the dog that belonged to the herding group (who is not Sadie).
2. The dog that placed third was not Rusty (who is a working dog).
3. The sporting dog placed just ahead of the one with a pink lead, and somewhere behind Charlie (who didn't like rawhide treats).
4. The hound did not like the beef or liver treats.
5. Rusty did not wear the blue lead.
6. Wags, who hated Scooby snacks, was a Rhodesian Ridgeback, and his handler hated the color green, so she would never let him wear a green lead.
7. Neither Pharaoh nor Sadie liked Scooby snacks or wore green.
8. The herding dog, who hated beef biscuits, had a blue lead for good luck, but did not take first place.
9. The 3rd place dog did not wear a red lead.
10. Pharaoh is not a sporting dog.
11. The five dogs in order of rank, from 1st to 5th, were:
The one who ate Scooby snacks, Charlie, the one who loved beef biscuits, the sporting dog, and the one with the pink lead.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Rusty - Working - Green - Scooby Snacks - 1st
Charlie - Herding - Blue - Liver Cubes- 2nd
Pharaoh - Toy - Purple - Beef Biscuits - 3rd
Sadie - Sporting - Red - Rawhide Chews - 4th
Wags - Hound - Pink - Chicken Bites - 5th
<|im_start|>answer
Rusty - Working - Green - Scooby Snacks - 1st
Charlie - Herding - Blue - Liver Cubes- 2nd
Pharaoh - Toy - Purple - Beef Biscuits - 3rd
Sadie - Sporting - Red - Rawhide Chews - 4th
Wags - Hound - Pink - Chicken Bites - 5th
<|im_end|>
|
#27424
|
Best Friends...Forever?
| 3.09
| 2.11
|
Winner4600
|
Dennis, Emily, Katrina, Rita, and Wilma are five friends who went to elementary school together. However, in 6th grade, each of them moved to a different state or country and are now starting to forget where each person is living, what water sport each person likes, and which natural disaster fascinates each of them. Can you help them sort out their homes and hobbies?
Friends: Dennis, Emily, Katrina, Rita, Wilma
Locations: Mexico, Texas, Cuba, Alabama, Florida
Hobbies: Waterskiing, Scuba Diving, Surfing, Kayaking, Swimming
Natural Disasters: Avalanches, Hurricanes, Tornadoes, Earthquakes, Tsunamis
1. The five friends are Emily, the waterskier, the hurricane and avalanche fanatics, and the Texan.
2. If Dennis is the Cuban, then Emily is the Mexican. If Dennis is the hurricane lover, then Rita loves avalanches. One of these statements is true.
3. Katrina and Dennis are the waterskier and the hurricane fanatic.
4. The waterskier, surfer, and scuba diver live in Mexico, Cuba, and Texas and are fascinated by tornadoes, tsunamis, and earthquakes.
5. The Floridian, who is not Katrina, likes kayaking and avalanches.
6. The surfer, the diver, and Dennis used to hang out with Wilma afterschool.
7. Emily loves earthquakes and Rita loves tsunamis.
8. Rita has known the surfer since first grade.
|
No hint available.
|
Dennis lives in Cuba, waterskies, and loves tornadoes.
Emily lives in Mexico, surfs, and loves earthquakes.
Katrina lives in Alabama, swims, and loves hurricanes.
Rita lives in Texas, scuba dives, and loves tsunamis.
Wilma lives in Florida, kayaks, and loves avalanches.
|
Logic-Grid
|
12/13/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Dennis, Emily, Katrina, Rita, and Wilma are five friends who went to elementary school together. However, in 6th grade, each of them moved to a different state or country and are now starting to forget where each person is living, what water sport each person likes, and which natural disaster fascinates each of them. Can you help them sort out their homes and hobbies?
Friends: Dennis, Emily, Katrina, Rita, Wilma
Locations: Mexico, Texas, Cuba, Alabama, Florida
Hobbies: Waterskiing, Scuba Diving, Surfing, Kayaking, Swimming
Natural Disasters: Avalanches, Hurricanes, Tornadoes, Earthquakes, Tsunamis
1. The five friends are Emily, the waterskier, the hurricane and avalanche fanatics, and the Texan.
2. If Dennis is the Cuban, then Emily is the Mexican. If Dennis is the hurricane lover, then Rita loves avalanches. One of these statements is true.
3. Katrina and Dennis are the waterskier and the hurricane fanatic.
4. The waterskier, surfer, and scuba diver live in Mexico, Cuba, and Texas and are fascinated by tornadoes, tsunamis, and earthquakes.
5. The Floridian, who is not Katrina, likes kayaking and avalanches.
6. The surfer, the diver, and Dennis used to hang out with Wilma afterschool.
7. Emily loves earthquakes and Rita loves tsunamis.
8. Rita has known the surfer since first grade.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Dennis lives in Cuba, waterskies, and loves tornadoes.
Emily lives in Mexico, surfs, and loves earthquakes.
Katrina lives in Alabama, swims, and loves hurricanes.
Rita lives in Texas, scuba dives, and loves tsunamis.
Wilma lives in Florida, kayaks, and loves avalanches.
<|im_start|>answer
Dennis lives in Cuba, waterskies, and loves tornadoes.
Emily lives in Mexico, surfs, and loves earthquakes.
Katrina lives in Alabama, swims, and loves hurricanes.
Rita lives in Texas, scuba dives, and loves tsunamis.
Wilma lives in Florida, kayaks, and loves avalanches.
<|im_end|>
|
#51554
|
The Non-Boxer
| 3.09
| 2.39
|
wimpykidfan37
|
There are three brothers: Al, Ben, and Carl. Two of the three brothers are boxers. Here are some facts:
1. The shorter of Al and Ben is the older boxer.
2. The younger of Ben and Carl is the shorter boxer.
3. The taller of Al and Carl is the younger boxer.
Which brother is not a boxer?
|
No hint available.
|
Carl is not a boxer.
From fact 1, we know that Carl is not the older boxer.
From fact 3, we know that Ben is not the younger boxer.
We now have three possible scenarios:
1. Al is the younger boxer and Ben is the older boxer.
2. Ben is the older boxer and Carl is the younger boxer.
3. Al is the older boxer and Carl is the younger boxer.
If scenario 1 is true, fact 1 tells us that Ben is shorter than Al.
If scenario 2 is true, fact 1 tells us that Ben is shorter than Al; fact 3 tells us that Carl is taller than Al, making Ben shorter than Carl.
If scenario 3 is true, fact 3 tells us that Carl is taller than Al.
We can now expand our three scenarios:
1. Al is the younger, taller boxer, and Ben is the older, shorter boxer.
2. Ben is the older, shorter boxer, and Carl is the younger, taller boxer.
3. Al is the older, shorter boxer, and Carl is the younger, taller boxer.
Scenario 2 cannot be possible because it contradicts fact 2 by making the younger of Ben and Carl the taller boxer.
Fact 2 also tells us that Al is not the shorter boxer, so scenario 3 cannot be possible, either.
Therefore, scenario 1 is true, which means that Carl is not a boxer.
|
Logic
|
11/08/17
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
There are three brothers: Al, Ben, and Carl. Two of the three brothers are boxers. Here are some facts:
1. The shorter of Al and Ben is the older boxer.
2. The younger of Ben and Carl is the shorter boxer.
3. The taller of Al and Carl is the younger boxer.
Which brother is not a boxer?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Carl is not a boxer.
From fact 1, we know that Carl is not the older boxer.
From fact 3, we know that Ben is not the younger boxer.
We now have three possible scenarios:
1. Al is the younger boxer and Ben is the older boxer.
2. Ben is the older boxer and Carl is the younger boxer.
3. Al is the older boxer and Carl is the younger boxer.
If scenario 1 is true, fact 1 tells us that Ben is shorter than Al.
If scenario 2 is true, fact 1 tells us that Ben is shorter than Al; fact 3 tells us that Carl is taller than Al, making Ben shorter than Carl.
If scenario 3 is true, fact 3 tells us that Carl is taller than Al.
We can now expand our three scenarios:
1. Al is the younger, taller boxer, and Ben is the older, shorter boxer.
2. Ben is the older, shorter boxer, and Carl is the younger, taller boxer.
3. Al is the older, shorter boxer, and Carl is the younger, taller boxer.
Scenario 2 cannot be possible because it contradicts fact 2 by making the younger of Ben and Carl the taller boxer.
Fact 2 also tells us that Al is not the shorter boxer, so scenario 3 cannot be possible, either.
Therefore, scenario 1 is true, which means that Carl is not a boxer.
<|im_start|>answer
Carl is not a boxer.
From fact 1, we know that Carl is not the older boxer.
From fact 3, we know that Ben is not the younger boxer.
We now have three possible scenarios:
1. Al is the younger boxer and Ben is the older boxer.
2. Ben is the older boxer and Carl is the younger boxer.
3. Al is the older boxer and Carl is the younger boxer.
If scenario 1 is true, fact 1 tells us that Ben is shorter than Al.
If scenario 2 is true, fact 1 tells us that Ben is shorter than Al; fact 3 tells us that Carl is taller than Al, making Ben shorter than Carl.
If scenario 3 is true, fact 3 tells us that Carl is taller than Al.
We can now expand our three scenarios:
1. Al is the younger, taller boxer, and Ben is the older, shorter boxer.
2. Ben is the older, shorter boxer, and Carl is the younger, taller boxer.
3. Al is the older, shorter boxer, and Carl is the younger, taller boxer.
Scenario 2 cannot be possible because it contradicts fact 2 by making the younger of Ben and Carl the taller boxer.
Fact 2 also tells us that Al is not the shorter boxer, so scenario 3 cannot be possible, either.
Therefore, scenario 1 is true, which means that Carl is not a boxer.
<|im_end|>
|
#27039
|
Apple Picking Contest
| 3.09
| 2.72
|
ilovehimalways
|
It's apple season and five friends went apple picking last weekend at the Sleepy Hollow orchard, a local orchard where you can buy a bag and then pick your own apples. It was a beautiful day and the friends had a fine time. Sometime during the afternoon, the apple picking became a contest and the friends battled to see who could pick the most apples from the highest places in the shortest time. The end result is that they picked far more apples than they had intended, though they had a grand time doing so. Determine what each friend's favorite type of apple was, how many bushels each friend picked, what each friend's fastest time was for picking a bagful, and how many apples each friend ended up eating while they picked.
1. Ellen was the fastest apple picker but the one who loves McIntosh apples was only one minute behind her. The man whose favorite apples are McIntosh picked five bushels of apples but he didn't eat the most apples.
2. The person who picked one bushel ate more apples than Debbie, but ate two less than the one who loves Macoun apples. Brian didn't like McIntosh apples.
3. James picked more apples than the woman who loved Cortland apples but less than the person who only ate one apple. Jeremy didn't eat two apples.
4. The person who loved Macoun apples picked more bushels than the person who picked a bag in 12 minutes, but less than the person who ate two apples.
5. The person who picked the Red Delicious apples had a faster time than the person who ate five apples but a slower time than the person who picked two bushels.
6. The person who loved Empire apples had the slowest time, but James was only two minutes ahead of her. Ellen picked two bushels of apples.
|
Debbie took the longest time.
|
Brian-Red Delicious-1 bushel-12 min-3
Debbie-Empire-4 bushels-15 min-2
Ellen-Cortland-2 bushels-9 min-4
James-Macoun-3 bushels-13 min-5
Jeremy-McIntosh-5 bushels-10 min-1
|
Logic-Grid
|
11/19/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
It's apple season and five friends went apple picking last weekend at the Sleepy Hollow orchard, a local orchard where you can buy a bag and then pick your own apples. It was a beautiful day and the friends had a fine time. Sometime during the afternoon, the apple picking became a contest and the friends battled to see who could pick the most apples from the highest places in the shortest time. The end result is that they picked far more apples than they had intended, though they had a grand time doing so. Determine what each friend's favorite type of apple was, how many bushels each friend picked, what each friend's fastest time was for picking a bagful, and how many apples each friend ended up eating while they picked.
1. Ellen was the fastest apple picker but the one who loves McIntosh apples was only one minute behind her. The man whose favorite apples are McIntosh picked five bushels of apples but he didn't eat the most apples.
2. The person who picked one bushel ate more apples than Debbie, but ate two less than the one who loves Macoun apples. Brian didn't like McIntosh apples.
3. James picked more apples than the woman who loved Cortland apples but less than the person who only ate one apple. Jeremy didn't eat two apples.
4. The person who loved Macoun apples picked more bushels than the person who picked a bag in 12 minutes, but less than the person who ate two apples.
5. The person who picked the Red Delicious apples had a faster time than the person who ate five apples but a slower time than the person who picked two bushels.
6. The person who loved Empire apples had the slowest time, but James was only two minutes ahead of her. Ellen picked two bushels of apples.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Brian-Red Delicious-1 bushel-12 min-3
Debbie-Empire-4 bushels-15 min-2
Ellen-Cortland-2 bushels-9 min-4
James-Macoun-3 bushels-13 min-5
Jeremy-McIntosh-5 bushels-10 min-1
<|im_start|>answer
Brian-Red Delicious-1 bushel-12 min-3
Debbie-Empire-4 bushels-15 min-2
Ellen-Cortland-2 bushels-9 min-4
James-Macoun-3 bushels-13 min-5
Jeremy-McIntosh-5 bushels-10 min-1
<|im_end|>
|
#49436
|
A J's Stitching Projects
| 3.09
| 1.86
|
Rhythmic
|
A J really enjoyed stitching pictures and designs with her needle and thread. Not only did she love making things, she had lots of fun giving them away. Recently, she just completed five projects. Can you figure out who got each project, what the design was, what the main color was, and how big it was?
Recipients: Daughter, Granny, Husband, Mom, Niece
Designs: Butterfly, Clouds, Cross, Flower, Leaves
Main colors: Blue, Brown, Green, Red, White
Sizes: Extra Small, Small, Medium, Large, Extra Large
1) The five projects were the one for her mom, the one with clouds, the brown one, the medium one, and the extra large one.
2) A J decided to give her daughter, Rachel, the smallest one since it would go in her locker at school.
3) A J used (subtractive) primary colors for the butterfly and the flower.
4) A J's mom got a project that has something to do with plants.
5) Rachel's cousin got the medium sized project with a butterfly.
6) A J had a lot of red, so she made that the main color of the large project.
7) The project for A J's granny was bigger than the white one and bigger than the one with a cross.
8) A J did not use brown on her husband's design.
|
Red and blue are primary colors.
A J's daughter is Rachel. Rachel's cousin is A J's niece.
|
The daughter got a cross that was brown and extra small.
The granny got leaves that were green and extra large.
The husband got clouds that were white and small.
The mom got a flower that was red and large.
The niece got a butterfly that was blue and medium.
|
Logic-Grid
|
04/27/12
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A J really enjoyed stitching pictures and designs with her needle and thread. Not only did she love making things, she had lots of fun giving them away. Recently, she just completed five projects. Can you figure out who got each project, what the design was, what the main color was, and how big it was?
Recipients: Daughter, Granny, Husband, Mom, Niece
Designs: Butterfly, Clouds, Cross, Flower, Leaves
Main colors: Blue, Brown, Green, Red, White
Sizes: Extra Small, Small, Medium, Large, Extra Large
1) The five projects were the one for her mom, the one with clouds, the brown one, the medium one, and the extra large one.
2) A J decided to give her daughter, Rachel, the smallest one since it would go in her locker at school.
3) A J used (subtractive) primary colors for the butterfly and the flower.
4) A J's mom got a project that has something to do with plants.
5) Rachel's cousin got the medium sized project with a butterfly.
6) A J had a lot of red, so she made that the main color of the large project.
7) The project for A J's granny was bigger than the white one and bigger than the one with a cross.
8) A J did not use brown on her husband's design.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The daughter got a cross that was brown and extra small.
The granny got leaves that were green and extra large.
The husband got clouds that were white and small.
The mom got a flower that was red and large.
The niece got a butterfly that was blue and medium.
<|im_start|>answer
The daughter got a cross that was brown and extra small.
The granny got leaves that were green and extra large.
The husband got clouds that were white and small.
The mom got a flower that was red and large.
The niece got a butterfly that was blue and medium.
<|im_end|>
|
#24611
|
Trilogy Part 3: Have You Herd?
| 3.09
| 2.73
|
cinnamon30
|
Note: You will need the answers from Trilogy Part 1 and 2 to complete this logic grid.
The five cowboys are just about done chewing the fat for the day and are ready to return to their ranches. Each man owns a different ranch (one is the Rolling T Ranch), no two of which are the same size (3000, 3500, 4000, 4500 and 5000 acres). Each man raises a different type of cattle on his ranch and every year he hosts a different event (including an autumn hayride) on his sizable spread. All in all, it's good to be home on the range! From the info provided, can you determine the size of the ranch owned by each rancher, the type of cattle each rancher raises and the special event each man hosts annually?
Men - Carl Lovelace, Hank Brooks, Pablo Sanchez, Rusty Ewing, Zeke McCool
Ranch - Circle Star, H Bar, Lazy K, Rolling T, Square Z
Size - 3000, 3500, 4000, 4500 and 5000 acres
Cattle - Brangus, Hereford, Lourdais, Shorthorn, Simmental
Event - Auction, Barn Dance, Cookout, Hayride, Rodeo
1. The H Bar ranch (which is owned by Mr. McCool) is exactly 500 acres smaller than the one housing a herd of Hereford Cattle.
2. The man wearing Sunset boots (who raises Brangus cattle) isn't the cowboy who owns the Square Z ranch (who hosts an annual rodeo).
3. The ranch housing a herd of Lourdais cattle is exactly 500 acres smaller than the spread owned by the man wearing a calico shirt (who hosts an annual springtime barn dance).
4. The cowboy in position D (who owns the largest ranch) isn't the man who hosts an annual charity auction (who raises Shorthorn cattle).
5. Neither the rancher wearing Oil Baron boots nor the owner of the Lazy K ranch is the one who raises Hereford cattle.
6. The Circle Star ranch isn't the one that houses a herd of Simmental cattle. Mr. Sanchez doesn't host the annual rodeo.
7. Hank isn't the owner of the 3500-acre ranch. The annual summer cookout isn't the event held at the 4000-acre ranch.
|
No hint available.
|
Carl Lovelace - Lazy K ranch, 4000 acres, Brangus cattle and Hayride
Hank Brooks - Square Z ranch, 3000 acres, Lourdais cattle and Rodeo
Pablo Sanchez - Circle Star ranch, 5000 acres, Hereford cattle and Cookout
Rusty Ewing - Rolling T ranch, 3500 acres, Simmental cattle and Barn Dance
Zeke McCool - H Bar ranch, 4500 acres, Shorthorn cattle and Auction
Carl Lovelace raises Brangus cattle (2).
Zeke McCool owns the H Bar ranch (1).
Rusty Ewing wearing a calico shirt hosts the annual Barn dance (3).
Pablo Sanchez who is in position D owns the 5000-acre ranch (4).
Rusty doesn't raise Brangus cattle (2), Lourdais (3), Shorthorn (4) or Hereford (5). Therefore he raises Simmental cattle.
Rusty isn't the owner of the H Bar ranch (1), Square Z (2), Lazy K (5) or Circle Star (6). Therefore he's the owner of the Rolling T ranch.
Pablo Sanchez doesn't raise Lourdais (3) or Shorthorn (4). Therefore he raises Hereford cattle.
The H Bar ranch is 4500-acres (1). Pablo [largest ranch (4)] doesn't own Lazy K ranch (5), Square Z (6), or Rolling T [Rusty]. Therefore he's Circle Star ranch.
Carl doesn't own the Square Z (2), so he owns the Lazy K ranch. Hank owns the Square Z ranch and hosts the annual rodeo (2), so he doesn't raise Shorthorn [auction (4)]; he raises Lourdais, only one left.
Hank doesn't own the 3500-acre (7) or 4000-acre because Rusty's ranch is 500 acres bigger than Hank's (3) and if Hank was 4000 Rusty would have to be 4500, but we already know Zeke owns the 4500-acre ranch. Therefore Hank owns the 3000-acre ranch.
Rusty therefore owns the 3500-acre ranch (3) and Carl owns the 4000-acre ranch, only one left.
Carl isn't the cookout (7) or auction [Shorthorn cattle (4)]. Therefore he's the hayride.
Zeke hosts the annual charity auction (4); therefore Pablo hosts the cookout, only one left.
|
Logic-Grid
|
07/17/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Note: You will need the answers from Trilogy Part 1 and 2 to complete this logic grid.
The five cowboys are just about done chewing the fat for the day and are ready to return to their ranches. Each man owns a different ranch (one is the Rolling T Ranch), no two of which are the same size (3000, 3500, 4000, 4500 and 5000 acres). Each man raises a different type of cattle on his ranch and every year he hosts a different event (including an autumn hayride) on his sizable spread. All in all, it's good to be home on the range! From the info provided, can you determine the size of the ranch owned by each rancher, the type of cattle each rancher raises and the special event each man hosts annually?
Men - Carl Lovelace, Hank Brooks, Pablo Sanchez, Rusty Ewing, Zeke McCool
Ranch - Circle Star, H Bar, Lazy K, Rolling T, Square Z
Size - 3000, 3500, 4000, 4500 and 5000 acres
Cattle - Brangus, Hereford, Lourdais, Shorthorn, Simmental
Event - Auction, Barn Dance, Cookout, Hayride, Rodeo
1. The H Bar ranch (which is owned by Mr. McCool) is exactly 500 acres smaller than the one housing a herd of Hereford Cattle.
2. The man wearing Sunset boots (who raises Brangus cattle) isn't the cowboy who owns the Square Z ranch (who hosts an annual rodeo).
3. The ranch housing a herd of Lourdais cattle is exactly 500 acres smaller than the spread owned by the man wearing a calico shirt (who hosts an annual springtime barn dance).
4. The cowboy in position D (who owns the largest ranch) isn't the man who hosts an annual charity auction (who raises Shorthorn cattle).
5. Neither the rancher wearing Oil Baron boots nor the owner of the Lazy K ranch is the one who raises Hereford cattle.
6. The Circle Star ranch isn't the one that houses a herd of Simmental cattle. Mr. Sanchez doesn't host the annual rodeo.
7. Hank isn't the owner of the 3500-acre ranch. The annual summer cookout isn't the event held at the 4000-acre ranch.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Carl Lovelace - Lazy K ranch, 4000 acres, Brangus cattle and Hayride
Hank Brooks - Square Z ranch, 3000 acres, Lourdais cattle and Rodeo
Pablo Sanchez - Circle Star ranch, 5000 acres, Hereford cattle and Cookout
Rusty Ewing - Rolling T ranch, 3500 acres, Simmental cattle and Barn Dance
Zeke McCool - H Bar ranch, 4500 acres, Shorthorn cattle and Auction
Carl Lovelace raises Brangus cattle (2).
Zeke McCool owns the H Bar ranch (1).
Rusty Ewing wearing a calico shirt hosts the annual Barn dance (3).
Pablo Sanchez who is in position D owns the 5000-acre ranch (4).
Rusty doesn't raise Brangus cattle (2), Lourdais (3), Shorthorn (4) or Hereford (5). Therefore he raises Simmental cattle.
Rusty isn't the owner of the H Bar ranch (1), Square Z (2), Lazy K (5) or Circle Star (6). Therefore he's the owner of the Rolling T ranch.
Pablo Sanchez doesn't raise Lourdais (3) or Shorthorn (4). Therefore he raises Hereford cattle.
The H Bar ranch is 4500-acres (1). Pablo [largest ranch (4)] doesn't own Lazy K ranch (5), Square Z (6), or Rolling T [Rusty]. Therefore he's Circle Star ranch.
Carl doesn't own the Square Z (2), so he owns the Lazy K ranch. Hank owns the Square Z ranch and hosts the annual rodeo (2), so he doesn't raise Shorthorn [auction (4)]; he raises Lourdais, only one left.
Hank doesn't own the 3500-acre (7) or 4000-acre because Rusty's ranch is 500 acres bigger than Hank's (3) and if Hank was 4000 Rusty would have to be 4500, but we already know Zeke owns the 4500-acre ranch. Therefore Hank owns the 3000-acre ranch.
Rusty therefore owns the 3500-acre ranch (3) and Carl owns the 4000-acre ranch, only one left.
Carl isn't the cookout (7) or auction [Shorthorn cattle (4)]. Therefore he's the hayride.
Zeke hosts the annual charity auction (4); therefore Pablo hosts the cookout, only one left.
<|im_start|>answer
Carl Lovelace - Lazy K ranch, 4000 acres, Brangus cattle and Hayride
Hank Brooks - Square Z ranch, 3000 acres, Lourdais cattle and Rodeo
Pablo Sanchez - Circle Star ranch, 5000 acres, Hereford cattle and Cookout
Rusty Ewing - Rolling T ranch, 3500 acres, Simmental cattle and Barn Dance
Zeke McCool - H Bar ranch, 4500 acres, Shorthorn cattle and Auction
Carl Lovelace raises Brangus cattle (2).
Zeke McCool owns the H Bar ranch (1).
Rusty Ewing wearing a calico shirt hosts the annual Barn dance (3).
Pablo Sanchez who is in position D owns the 5000-acre ranch (4).
Rusty doesn't raise Brangus cattle (2), Lourdais (3), Shorthorn (4) or Hereford (5). Therefore he raises Simmental cattle.
Rusty isn't the owner of the H Bar ranch (1), Square Z (2), Lazy K (5) or Circle Star (6). Therefore he's the owner of the Rolling T ranch.
Pablo Sanchez doesn't raise Lourdais (3) or Shorthorn (4). Therefore he raises Hereford cattle.
The H Bar ranch is 4500-acres (1). Pablo [largest ranch (4)] doesn't own Lazy K ranch (5), Square Z (6), or Rolling T [Rusty]. Therefore he's Circle Star ranch.
Carl doesn't own the Square Z (2), so he owns the Lazy K ranch. Hank owns the Square Z ranch and hosts the annual rodeo (2), so he doesn't raise Shorthorn [auction (4)]; he raises Lourdais, only one left.
Hank doesn't own the 3500-acre (7) or 4000-acre because Rusty's ranch is 500 acres bigger than Hank's (3) and if Hank was 4000 Rusty would have to be 4500, but we already know Zeke owns the 4500-acre ranch. Therefore Hank owns the 3000-acre ranch.
Rusty therefore owns the 3500-acre ranch (3) and Carl owns the 4000-acre ranch, only one left.
Carl isn't the cookout (7) or auction [Shorthorn cattle (4)]. Therefore he's the hayride.
Zeke hosts the annual charity auction (4); therefore Pablo hosts the cookout, only one left.
<|im_end|>
|
#28115
|
Inspector Beethoven III
| 3.09
| 2.04
|
beethovenswig
|
Handel has been killed and Beethoven is on the case. He has interviewed the four suspects and their statements are shown below. Each suspect has said two sentences. One sentence of each suspect is a lie and one sentence is the truth. Help Beethoven figure out who the killer is.
Joplin: I did not kill Handel. Either Grieg is the killer or none of us is.
Grieg: I did not kill Handel. Gershwin is the killer.
Strauss: I did not kill Handel. Grieg is lying when he says Gershwin is the killer.
Gershwin: I did not kill Handel. If Joplin did not kill him, then Grieg did.
|
No hint available.
|
Strauss is the one who killed Handel.
You need to take turns assuming someone is the killer; that means everyone's second sentence is a lie. If Joplin was the killer, Grieg's lie mixed with Strauss' counteracts the other. If Grieg was the killer, Gershwin would need to be a killer too. If Gershwin was the killer, Grieg and Strauss counter each other again, but with Strauss, everything would fit.
|
Logic
|
01/16/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Handel has been killed and Beethoven is on the case. He has interviewed the four suspects and their statements are shown below. Each suspect has said two sentences. One sentence of each suspect is a lie and one sentence is the truth. Help Beethoven figure out who the killer is.
Joplin: I did not kill Handel. Either Grieg is the killer or none of us is.
Grieg: I did not kill Handel. Gershwin is the killer.
Strauss: I did not kill Handel. Grieg is lying when he says Gershwin is the killer.
Gershwin: I did not kill Handel. If Joplin did not kill him, then Grieg did.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Strauss is the one who killed Handel.
You need to take turns assuming someone is the killer; that means everyone's second sentence is a lie. If Joplin was the killer, Grieg's lie mixed with Strauss' counteracts the other. If Grieg was the killer, Gershwin would need to be a killer too. If Gershwin was the killer, Grieg and Strauss counter each other again, but with Strauss, everything would fit.
<|im_start|>answer
Strauss is the one who killed Handel.
You need to take turns assuming someone is the killer; that means everyone's second sentence is a lie. If Joplin was the killer, Grieg's lie mixed with Strauss' counteracts the other. If Grieg was the killer, Gershwin would need to be a killer too. If Gershwin was the killer, Grieg and Strauss counter each other again, but with Strauss, everything would fit.
<|im_end|>
|
#24742
|
Lucky Guesses
| 3.09
| 2.39
|
tjm531
|
On a rainy night, five gnomish characters huddled on stools at the bar of Rumplestiltskin's Place and told their sad tales. Each had once had the good fortune to come across a beautiful maiden who was desperate to complete a different formidable task to win a king's hand in marriage. Each gnome agreed to help, but only in exchange for the maiden's first born child. Although the women hastily agreed, when the time came to pay their dues, they naturally resisted. Each gnome offered one final bargain. If the maiden could guess his name, she could keep her new born baby. Since each gnome had a rather odd name, he felt safe in offering the maiden a different number of guesses. Each was therefore horrified when he returned to the woman only to hear her promptly and calmly reciting his name! From the information provided, can you determine the name of the gnome who helped each woman and the task she had to complete, as well as the number of guesses each woman was given?
Gnomes: Arklesblatt, Dinkleberry, Haycocklebloo, Sneedermon, Zizzyrimple
Women: Bianca, Diana, Ione, Katrina, Valerie
Task: Crush rocks into diamonds, Roll roses into rubies, Spin flax into silver, Stir broth into myrrh, Stomp string into silk.
# of Guesses: 2, 3, 4, 5, 6
1. The woman who needed to spin flax into silver (who isn't Diana) didn't negotiate with Haycocklebloo. Dinkleberry didn't give a queen either two or three guesses.
2. Queen Katrina was given fewer guesses than the woman helped by Sneedermon (who didn't get either four or six guesses) but more chances than the lady Zizzyrimple assisted.
3. Valerie promised the king that she could roll roses into rubies. Neither Arklesblatt nor Haycocklebloo helped either Valerie or Diana. With Zizzyrimple's assistance, Ione won the king's hand in marriage.
4. The woman who was given six guesses (who isn't the one Dinkleberry helped) isn't the one who vowed she could stir broth into myrrh.
5. Bianca (who wasn't required to spin flax into silver) is neither the woman Haycocklebloo helped nor the one who was trying to crush rocks into diamonds. Diana wasn't granted four guesses.
|
Note the tasks on the grid were condensed to fit in the spaces provided. (i.e. Rock/Diamond = Crush Rocks into Diamonds, etc.)
|
Arklesblatt, Bianca, stomp string into silk, 6
Dinkleberry, Valerie, roll roses into rubies, 4
Haycocklebloo, Katrina, stir broth into myrrh, 3
Sneedermon, Diana, crush rocks into diamonds, 5
Zizzyrimple, Ione, spin flax into silver, 2
|
Logic-Grid
|
07/21/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
On a rainy night, five gnomish characters huddled on stools at the bar of Rumplestiltskin's Place and told their sad tales. Each had once had the good fortune to come across a beautiful maiden who was desperate to complete a different formidable task to win a king's hand in marriage. Each gnome agreed to help, but only in exchange for the maiden's first born child. Although the women hastily agreed, when the time came to pay their dues, they naturally resisted. Each gnome offered one final bargain. If the maiden could guess his name, she could keep her new born baby. Since each gnome had a rather odd name, he felt safe in offering the maiden a different number of guesses. Each was therefore horrified when he returned to the woman only to hear her promptly and calmly reciting his name! From the information provided, can you determine the name of the gnome who helped each woman and the task she had to complete, as well as the number of guesses each woman was given?
Gnomes: Arklesblatt, Dinkleberry, Haycocklebloo, Sneedermon, Zizzyrimple
Women: Bianca, Diana, Ione, Katrina, Valerie
Task: Crush rocks into diamonds, Roll roses into rubies, Spin flax into silver, Stir broth into myrrh, Stomp string into silk.
# of Guesses: 2, 3, 4, 5, 6
1. The woman who needed to spin flax into silver (who isn't Diana) didn't negotiate with Haycocklebloo. Dinkleberry didn't give a queen either two or three guesses.
2. Queen Katrina was given fewer guesses than the woman helped by Sneedermon (who didn't get either four or six guesses) but more chances than the lady Zizzyrimple assisted.
3. Valerie promised the king that she could roll roses into rubies. Neither Arklesblatt nor Haycocklebloo helped either Valerie or Diana. With Zizzyrimple's assistance, Ione won the king's hand in marriage.
4. The woman who was given six guesses (who isn't the one Dinkleberry helped) isn't the one who vowed she could stir broth into myrrh.
5. Bianca (who wasn't required to spin flax into silver) is neither the woman Haycocklebloo helped nor the one who was trying to crush rocks into diamonds. Diana wasn't granted four guesses.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Arklesblatt, Bianca, stomp string into silk, 6
Dinkleberry, Valerie, roll roses into rubies, 4
Haycocklebloo, Katrina, stir broth into myrrh, 3
Sneedermon, Diana, crush rocks into diamonds, 5
Zizzyrimple, Ione, spin flax into silver, 2
<|im_start|>answer
Arklesblatt, Bianca, stomp string into silk, 6
Dinkleberry, Valerie, roll roses into rubies, 4
Haycocklebloo, Katrina, stir broth into myrrh, 3
Sneedermon, Diana, crush rocks into diamonds, 5
Zizzyrimple, Ione, spin flax into silver, 2
<|im_end|>
|
#25223
|
Harry Potter and the Defeat of the Dark Mark
| 3.08
| 1.94
|
softparachutes
|
In the final battle against He-Who-Must-Not-Be-Named, Harry Potter, Ron Weasley, Neville Longbottom, Bill Weasley and Draco Malfoy must, in some order, cast one of 5 spells. Additionally, they must cast their spells in sync with their girlfriends to increase the potency of the only tool against Dark Magic: Love. The boys are dating either Cho Chang, Fleur Delacour, Hermione Granger, Ginny Weasley or Luna Lovegood. They each cast one of the following spells: Expelliarmus (disarms opponent), Reparo (repairs an object that is broken), Impendimenta (freezes opponent), Silencio (silences opponent), or Scourgify (cleansing spell).
1. Neville doesn't know how to cast a Reparo spell.
2. The 5 girls are the one dating Ron, the one who cast first, the one who used the Impendimenta spell, the one dating Harry, and the one who cast third.
3. Ron first began to realize just how wonderful his girlfriend, Luna (who is superstitious and therefore won't be the last to cast a spell), was when she was a substitute commentator at a Quidditch game.
4. Draco and his girlfriend cast fourth.
5. Bill has always been fond of his girlfriend's ability to cast the Scourgify spell, and so chose to cast that spell.
6. The five boys are Draco, the one dating Cho, the one who cast second, the one using the Scourgify spell, and the one who cast fifth.
7. None of boys cast a spell with the same first initial as their name.
8. Hermione is known for her skill in casting an Impendimenta spell, so her date picked that spell to cast.
9. Ron thought it would be "bloody brilliant" if he could make someone else keep quiet, so he cast the Silencio spell.
10. Fleur refused to allow her boyfriend and herself to cast their spell in any place but third, her lucky number.
|
No hint available.
|
Neville is dating Cho, they cast first and used the Expelliarmus spell to disarm Voldemort.
Ron is dating Luna, they cast second, and used the Silencio spell to keep Voldemort quiet.
Bill is dating Fleur, they cast third, and used the Scourgify spell to cleanse Voldemort of all his cruel deeds.
Draco is dating Hermione, they cast fourth, and used the Impendimenta spell to freeze Voldemort.
Harry is dating Ginny, they cast fifth, and used the Reparo spell to repair Voldemort's heart.
|
Logic-Grid
|
08/10/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
In the final battle against He-Who-Must-Not-Be-Named, Harry Potter, Ron Weasley, Neville Longbottom, Bill Weasley and Draco Malfoy must, in some order, cast one of 5 spells. Additionally, they must cast their spells in sync with their girlfriends to increase the potency of the only tool against Dark Magic: Love. The boys are dating either Cho Chang, Fleur Delacour, Hermione Granger, Ginny Weasley or Luna Lovegood. They each cast one of the following spells: Expelliarmus (disarms opponent), Reparo (repairs an object that is broken), Impendimenta (freezes opponent), Silencio (silences opponent), or Scourgify (cleansing spell).
1. Neville doesn't know how to cast a Reparo spell.
2. The 5 girls are the one dating Ron, the one who cast first, the one who used the Impendimenta spell, the one dating Harry, and the one who cast third.
3. Ron first began to realize just how wonderful his girlfriend, Luna (who is superstitious and therefore won't be the last to cast a spell), was when she was a substitute commentator at a Quidditch game.
4. Draco and his girlfriend cast fourth.
5. Bill has always been fond of his girlfriend's ability to cast the Scourgify spell, and so chose to cast that spell.
6. The five boys are Draco, the one dating Cho, the one who cast second, the one using the Scourgify spell, and the one who cast fifth.
7. None of boys cast a spell with the same first initial as their name.
8. Hermione is known for her skill in casting an Impendimenta spell, so her date picked that spell to cast.
9. Ron thought it would be "bloody brilliant" if he could make someone else keep quiet, so he cast the Silencio spell.
10. Fleur refused to allow her boyfriend and herself to cast their spell in any place but third, her lucky number.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Neville is dating Cho, they cast first and used the Expelliarmus spell to disarm Voldemort.
Ron is dating Luna, they cast second, and used the Silencio spell to keep Voldemort quiet.
Bill is dating Fleur, they cast third, and used the Scourgify spell to cleanse Voldemort of all his cruel deeds.
Draco is dating Hermione, they cast fourth, and used the Impendimenta spell to freeze Voldemort.
Harry is dating Ginny, they cast fifth, and used the Reparo spell to repair Voldemort's heart.
<|im_start|>answer
Neville is dating Cho, they cast first and used the Expelliarmus spell to disarm Voldemort.
Ron is dating Luna, they cast second, and used the Silencio spell to keep Voldemort quiet.
Bill is dating Fleur, they cast third, and used the Scourgify spell to cleanse Voldemort of all his cruel deeds.
Draco is dating Hermione, they cast fourth, and used the Impendimenta spell to freeze Voldemort.
Harry is dating Ginny, they cast fifth, and used the Reparo spell to repair Voldemort's heart.
<|im_end|>
|
#42318
|
A Plot in Thyme
| 3.08
| 2.77
|
dreamlvr1432
|
Amanda and four of her friends decided to grow their own herbs in the local community garden. Each person grows two different herbs in his/her plot (labeled A-E from left to right) and tends his/her plot on a different day of the week (Monday - Friday). From the info provided, determine each person's garden plot, the herbs they grow (including marjoram and rosemary), and what day they tend their plot.
1) No two plots that are tended on consecutive days are located next to each other in the garden. The initials of each herb in a plot, the day the plot is tended, and the owner of the plot are 4 different letters.
2) Amanda tends her oregano in plot A. She does not grow thyme.
3)The five plots are the one tended by Cassandra (which she tends on Thursdays), the one in which mint grows, the one tended on Tuesdays, the one in which thyme grows, and plot D.
4) Marrissa's plot is located to the immediate left of the one containing sage (which is not grown with oregano) and somewhere to the right of the one tended on Thursdays.
5) Walter's plot is located immediately between the plot tended on Thursdays (which is not plot A) and the one containing chive and dill, in that order.
6) Timmy tends his plot the day before the parsley is tended (not in plot C) and the day after the plot containing basil is tended.
|
No hint available.
|
Plot - Name - Day - Herbs
A, Amanda, Tuesdays, basil/oregano
B, Cassandra, Thursdays, marjoram/parsley
C, Walter, Mondays, thyme/rosemary
D, Marrissa, Fridays, chive/dill
E, Timmy, Wednesdays, sage/mint
|
Logic-Grid
|
06/22/08
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Amanda and four of her friends decided to grow their own herbs in the local community garden. Each person grows two different herbs in his/her plot (labeled A-E from left to right) and tends his/her plot on a different day of the week (Monday - Friday). From the info provided, determine each person's garden plot, the herbs they grow (including marjoram and rosemary), and what day they tend their plot.
1) No two plots that are tended on consecutive days are located next to each other in the garden. The initials of each herb in a plot, the day the plot is tended, and the owner of the plot are 4 different letters.
2) Amanda tends her oregano in plot A. She does not grow thyme.
3)The five plots are the one tended by Cassandra (which she tends on Thursdays), the one in which mint grows, the one tended on Tuesdays, the one in which thyme grows, and plot D.
4) Marrissa's plot is located to the immediate left of the one containing sage (which is not grown with oregano) and somewhere to the right of the one tended on Thursdays.
5) Walter's plot is located immediately between the plot tended on Thursdays (which is not plot A) and the one containing chive and dill, in that order.
6) Timmy tends his plot the day before the parsley is tended (not in plot C) and the day after the plot containing basil is tended.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Plot - Name - Day - Herbs
A, Amanda, Tuesdays, basil/oregano
B, Cassandra, Thursdays, marjoram/parsley
C, Walter, Mondays, thyme/rosemary
D, Marrissa, Fridays, chive/dill
E, Timmy, Wednesdays, sage/mint
<|im_start|>answer
Plot - Name - Day - Herbs
A, Amanda, Tuesdays, basil/oregano
B, Cassandra, Thursdays, marjoram/parsley
C, Walter, Mondays, thyme/rosemary
D, Marrissa, Fridays, chive/dill
E, Timmy, Wednesdays, sage/mint
<|im_end|>
|
#26170
|
Symbol Minded
| 3.08
| 1.57
|
tjm531
|
As part of a lesson the Middle Ages, a ninth-grade teacher spent a day teaching about medieval heraldry. To spice things up, he offered extra credit to any student who took the time to research his or her family history. The students' enthusiasm made the lesson a success. From the information provided, can you determine the crest and motto belonging to the family of each student?
First Names: Fiona, Howard, Missy, Paul, Shannon
Last Names: Cole, Killman, Nathanson, Ruff, Zeigler
Crest: griffin, helmet, mastiff, rising sun, three stars
Motto: Ad Finem Fidelis, Ex Merito, In Veritate Victoria, Omnia Pro Bono, Te Ipsum Nosce
1. The family crest of the student surnamed Nathanson (who isn't Shannon) depicts three stars.
2. Fiona Kilmann's family crest depicts a rising sun, but isn't the one inscribed with the motto "Ex Merito" (which means "With Merit").
3. Shannon's family's motto is "In Veritate Victoria" (which means "Victory in Truth").
4. Missy's family's motto is "Omnia Pro Bono" (which means "All Things for Good").
5. The student surnamed Zeigler isn't the one whose family crest is a helmet.
6. Howard Cole's family crest depicts a griffin.
7. The crest depicting a mastiff is inscribed with the motto "Ad Finem Fidelis" (which means "Faithful to the End").
|
Please note that the mottos were shortened on the grid due to the amount of space allowed.
|
Fiona Killman, rising sun, Te Ipsum Nosce
Howard Cole, griffin, Ex Merito
Missy Nathanson, three stars, Omnia Pro Bono
Paul Zeigler, mastiff, Ad Finem Fidelis
Shannon Ruff, helmet, In Veritate Victoria
|
Logic-Grid
|
10/01/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
As part of a lesson the Middle Ages, a ninth-grade teacher spent a day teaching about medieval heraldry. To spice things up, he offered extra credit to any student who took the time to research his or her family history. The students' enthusiasm made the lesson a success. From the information provided, can you determine the crest and motto belonging to the family of each student?
First Names: Fiona, Howard, Missy, Paul, Shannon
Last Names: Cole, Killman, Nathanson, Ruff, Zeigler
Crest: griffin, helmet, mastiff, rising sun, three stars
Motto: Ad Finem Fidelis, Ex Merito, In Veritate Victoria, Omnia Pro Bono, Te Ipsum Nosce
1. The family crest of the student surnamed Nathanson (who isn't Shannon) depicts three stars.
2. Fiona Kilmann's family crest depicts a rising sun, but isn't the one inscribed with the motto "Ex Merito" (which means "With Merit").
3. Shannon's family's motto is "In Veritate Victoria" (which means "Victory in Truth").
4. Missy's family's motto is "Omnia Pro Bono" (which means "All Things for Good").
5. The student surnamed Zeigler isn't the one whose family crest is a helmet.
6. Howard Cole's family crest depicts a griffin.
7. The crest depicting a mastiff is inscribed with the motto "Ad Finem Fidelis" (which means "Faithful to the End").
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Fiona Killman, rising sun, Te Ipsum Nosce
Howard Cole, griffin, Ex Merito
Missy Nathanson, three stars, Omnia Pro Bono
Paul Zeigler, mastiff, Ad Finem Fidelis
Shannon Ruff, helmet, In Veritate Victoria
<|im_start|>answer
Fiona Killman, rising sun, Te Ipsum Nosce
Howard Cole, griffin, Ex Merito
Missy Nathanson, three stars, Omnia Pro Bono
Paul Zeigler, mastiff, Ad Finem Fidelis
Shannon Ruff, helmet, In Veritate Victoria
<|im_end|>
|
#50735
|
Vacation Troubles
| 3.08
| 2.98
|
LanceAlot
|
Five friends decided to take their families on a vacation. One night, while the wives and children slept, they snuck down to the hotel bar to reminisce. After many drinks they returned to their rooms, each forgetting something at the bar in the process. The bartender decided to bring the items back to the friends. Help the bartender figure out who the items belong to and where to take them.
Note that odd rooms are on one side of the hall and even rooms are on the other.
1) Each man had a stumble or two getting to their room, but the one man whose full name is type of liquor had trouble seeing and stumbled a bit more then the rest.
2) Either Johnnie's room conjoined with another's, or Mr. Beam lost his phone.
3) The men whose rooms conjoined one of the others are; the one who lost his glasses, Mr.Goose, the man in 215, and Jose.
4) The men entered the stairwell together, but the one who forgot his jacket climbed one flight alone.
5) The man who left his phone could hear Jack's wife on the other side of the wall watching tv.
6) Jose's wallet was the first thing to be returned, later the hat was returned to 215, but, due to location, Mr.Daniels was the last person to receive his lost item.
7) The man in 216 either lost his wallet or is Mr.Quervo.
8) Jim's, Jack's, and Grey's room each ended in an odd number.
9) Mr. Walker was in 218.
|
Liquor Brands are (Jim Beam, Jack Daniels, Grey Goose, Johnnie Walker, and Jose Quervo).
Pay close attention to clue 5 and 3.
|
Jose -> Beam -> Wallet -> 216
Grey -> Daniels -> Jacket -> 355
Jim -> Goose -> Cell Phone -> 217
Jack -> Quervo -> Hat -> 215
Johnnie -> Walker -> Glasses -> 218
|
Logic-Grid
|
11/23/15
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five friends decided to take their families on a vacation. One night, while the wives and children slept, they snuck down to the hotel bar to reminisce. After many drinks they returned to their rooms, each forgetting something at the bar in the process. The bartender decided to bring the items back to the friends. Help the bartender figure out who the items belong to and where to take them.
Note that odd rooms are on one side of the hall and even rooms are on the other.
1) Each man had a stumble or two getting to their room, but the one man whose full name is type of liquor had trouble seeing and stumbled a bit more then the rest.
2) Either Johnnie's room conjoined with another's, or Mr. Beam lost his phone.
3) The men whose rooms conjoined one of the others are; the one who lost his glasses, Mr.Goose, the man in 215, and Jose.
4) The men entered the stairwell together, but the one who forgot his jacket climbed one flight alone.
5) The man who left his phone could hear Jack's wife on the other side of the wall watching tv.
6) Jose's wallet was the first thing to be returned, later the hat was returned to 215, but, due to location, Mr.Daniels was the last person to receive his lost item.
7) The man in 216 either lost his wallet or is Mr.Quervo.
8) Jim's, Jack's, and Grey's room each ended in an odd number.
9) Mr. Walker was in 218.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Jose -> Beam -> Wallet -> 216
Grey -> Daniels -> Jacket -> 355
Jim -> Goose -> Cell Phone -> 217
Jack -> Quervo -> Hat -> 215
Johnnie -> Walker -> Glasses -> 218
<|im_start|>answer
Jose -> Beam -> Wallet -> 216
Grey -> Daniels -> Jacket -> 355
Jim -> Goose -> Cell Phone -> 217
Jack -> Quervo -> Hat -> 215
Johnnie -> Walker -> Glasses -> 218
<|im_end|>
|
#50651
|
Sailboats
| 3.08
| 1.91
|
ultimatecub
|
The sailboats have been mixed up. You'll need to work out which sailboat belongs to which owner, the dock numbers, and the lengths of the boats.
Boats: Adagio III, Fair Weather, Irish Pride, Petite Palm, White Squid
Docks: 6, 8, 16, 19, 28
Owners: Ann, Charlie, Hetta, Ivor, Kelly
Lengths (in ft): 22, 25, 28, 31, 34
Clues:
1. Of the sailboat at Dock 16 and Charlie's boat, one is the Petite Palm and the other is the White Squid.
2. The Fair Weather isn't moored at Dock 19.
3. The White Squid is 9 feet shorter than the Irish Pride.
4. The boat at Dock 19 is either Charlie's boat or Ivor's boat.
5. The five boats are the Petite Palm, the sailboat at Dock 8, the 28 ft boat, the 25 ft boat and Kelly's sailboat.
6. The 22 ft vessel is owned by Kelly.
7. The Irish Pride isn't owned by Hetta.
8. The 28 ft vessel isn't moored at Dock 6.
9. The Adagio III is 3 feet longer than Kelly's sailboat.
10. The 34 ft vessel isn't moored at Dock 19.
|
If Dock 8 and 28 ft are different, Dock 8 cannot be equal to 28 ft.
|
Adagio III, 25 ft, Ivor, Dock 19
Fair Weather, 28 ft, Hetta, Dock 28
Irish Pride, 31 ft, Ann, Dock 8
Petite Palm, 34 ft, Charlie, Dock 6
White Squid, 22 ft, Kelly, Dock 16
|
Logic-Grid
|
07/19/15
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The sailboats have been mixed up. You'll need to work out which sailboat belongs to which owner, the dock numbers, and the lengths of the boats.
Boats: Adagio III, Fair Weather, Irish Pride, Petite Palm, White Squid
Docks: 6, 8, 16, 19, 28
Owners: Ann, Charlie, Hetta, Ivor, Kelly
Lengths (in ft): 22, 25, 28, 31, 34
Clues:
1. Of the sailboat at Dock 16 and Charlie's boat, one is the Petite Palm and the other is the White Squid.
2. The Fair Weather isn't moored at Dock 19.
3. The White Squid is 9 feet shorter than the Irish Pride.
4. The boat at Dock 19 is either Charlie's boat or Ivor's boat.
5. The five boats are the Petite Palm, the sailboat at Dock 8, the 28 ft boat, the 25 ft boat and Kelly's sailboat.
6. The 22 ft vessel is owned by Kelly.
7. The Irish Pride isn't owned by Hetta.
8. The 28 ft vessel isn't moored at Dock 6.
9. The Adagio III is 3 feet longer than Kelly's sailboat.
10. The 34 ft vessel isn't moored at Dock 19.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Adagio III, 25 ft, Ivor, Dock 19
Fair Weather, 28 ft, Hetta, Dock 28
Irish Pride, 31 ft, Ann, Dock 8
Petite Palm, 34 ft, Charlie, Dock 6
White Squid, 22 ft, Kelly, Dock 16
<|im_start|>answer
Adagio III, 25 ft, Ivor, Dock 19
Fair Weather, 28 ft, Hetta, Dock 28
Irish Pride, 31 ft, Ann, Dock 8
Petite Palm, 34 ft, Charlie, Dock 6
White Squid, 22 ft, Kelly, Dock 16
<|im_end|>
|
#27616
|
Busy But Caring
| 3.08
| 1.97
|
Winner4600
|
Martha, Joanna, Kelley, Patricia, and Suzanne are five busy mothers who barely have time to sit down and eat. One Christmas, they each decided to make (or bake) their son a gift. Can you figure out the full name of each mother, their profession, their son's name, and the gift sent by each?
1. The five mothers are Mrs. Baker, Ben's mom, Joanna, the doctor, and the one who made mittens.
2. Justin Glen loved the cupcakes baked by his mother, the doctor.
3. The scarf was made by the editor, while the mittens were made by the programmer.
4. Kelley Austen is the lawyer.
5. The 5 sons are Kyle, the boy for whom the apple pie was baked, Todd Haney, the editor's son, and Martha Glen's son.
6. Patricia Haney is a programmer, but Joanna is not the editor.
|
No hint available.
|
Martha Glen-Doctor-Justin-cupcakes
Joanna Robinson-Teacher-Kyle-sweater
Kelley Austen-Lawyer-Ben-apple pie
Patricia Haney-Programmer-Todd-mittens
Suzanne Baker-Editor-Cody-scarf
|
Logic-Grid
|
12/21/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Martha, Joanna, Kelley, Patricia, and Suzanne are five busy mothers who barely have time to sit down and eat. One Christmas, they each decided to make (or bake) their son a gift. Can you figure out the full name of each mother, their profession, their son's name, and the gift sent by each?
1. The five mothers are Mrs. Baker, Ben's mom, Joanna, the doctor, and the one who made mittens.
2. Justin Glen loved the cupcakes baked by his mother, the doctor.
3. The scarf was made by the editor, while the mittens were made by the programmer.
4. Kelley Austen is the lawyer.
5. The 5 sons are Kyle, the boy for whom the apple pie was baked, Todd Haney, the editor's son, and Martha Glen's son.
6. Patricia Haney is a programmer, but Joanna is not the editor.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Martha Glen-Doctor-Justin-cupcakes
Joanna Robinson-Teacher-Kyle-sweater
Kelley Austen-Lawyer-Ben-apple pie
Patricia Haney-Programmer-Todd-mittens
Suzanne Baker-Editor-Cody-scarf
<|im_start|>answer
Martha Glen-Doctor-Justin-cupcakes
Joanna Robinson-Teacher-Kyle-sweater
Kelley Austen-Lawyer-Ben-apple pie
Patricia Haney-Programmer-Todd-mittens
Suzanne Baker-Editor-Cody-scarf
<|im_end|>
|
#26459
|
As Different As Can Be...
| 3.08
| 1.66
|
Winner4600
|
Sandra is one of five sisters, all of different ages. They each have a unique interest and favorite color. On top of that, the 5 girls all like a different food! Their parents are hopelessly confused as to what each girl likes, but they DO know some facts. Help them remember who's who from the following clues:
1. The tennis racket belongs to the 10-year-old.
2. Belinda loves her violin, which she started playing when she was 4.
3. The 5 girls are: Loren, the cat-lover, the 6-year-old, Jenny, and the one who likes purple.
4. Miriam is only allowed to have one cat, partly because Jenny is afraid any more will scare away her many boyfriends.
5. The family Picasso, Loren, is said to be going through her "Blue Period" - everything she owns is blue!
6. Many of Loren's paintings have been created while eating ice cream, her favorite food.
7. The 3-year-old still eats applesauce, but the 6-year-old likes her newly discovered snack, chips, better.
8. Jenny found she liked salad, after an attempt to go on a diet.
9. Belinda thinks she plays better in orange surroundings, but the 13-year-old likes pink better.
|
No hint available.
|
GIRL-AGE-INTEREST-COLOR-FOOD
Sandra-10-tennis-purple-macaroni
Miriam-3-cats-green-applesauce
Jenny-13-boys-pink-salad
Loren-8-art-blue-ice cream
Belinda-6-music-orange-chips
|
Logic-Grid
|
10/20/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Sandra is one of five sisters, all of different ages. They each have a unique interest and favorite color. On top of that, the 5 girls all like a different food! Their parents are hopelessly confused as to what each girl likes, but they DO know some facts. Help them remember who's who from the following clues:
1. The tennis racket belongs to the 10-year-old.
2. Belinda loves her violin, which she started playing when she was 4.
3. The 5 girls are: Loren, the cat-lover, the 6-year-old, Jenny, and the one who likes purple.
4. Miriam is only allowed to have one cat, partly because Jenny is afraid any more will scare away her many boyfriends.
5. The family Picasso, Loren, is said to be going through her "Blue Period" - everything she owns is blue!
6. Many of Loren's paintings have been created while eating ice cream, her favorite food.
7. The 3-year-old still eats applesauce, but the 6-year-old likes her newly discovered snack, chips, better.
8. Jenny found she liked salad, after an attempt to go on a diet.
9. Belinda thinks she plays better in orange surroundings, but the 13-year-old likes pink better.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
GIRL-AGE-INTEREST-COLOR-FOOD
Sandra-10-tennis-purple-macaroni
Miriam-3-cats-green-applesauce
Jenny-13-boys-pink-salad
Loren-8-art-blue-ice cream
Belinda-6-music-orange-chips
<|im_start|>answer
GIRL-AGE-INTEREST-COLOR-FOOD
Sandra-10-tennis-purple-macaroni
Miriam-3-cats-green-applesauce
Jenny-13-boys-pink-salad
Loren-8-art-blue-ice cream
Belinda-6-music-orange-chips
<|im_end|>
|
#29161
|
Movie Night
| 3.08
| 2.12
|
aprilsprings29
|
Finally! A night out without the kids! Five couples went to the movie theater, and each couple watched a movie of a different genre, shared a snack, and then returned home at a different time. Can you figure out who is husband and wife, the snack they shared, the genre they saw, and what time they came home?
Wives: Theresa, Rochelle, Nikki, Anne, and Chanice
Husbands: Danny, Sam, Max, Kevin and Rick
Snack: Popcorn, Hotdog, Pizza, Nachos, and M&Ms
Movie Genre: Comedy, Action, Horror, Sci-Fi, and Romance
Time: 8:00, 8:30, 9:00, 10:00, and 11:30
1) The couple that saw the action movie shared nachos.
2) It was almost midnight by the time Anne and Sam came home.
3) Rochelle hates sci-fi, but saw it with her husband anyways.
4) The couple that shared popcorn didn't see a horror movie or an action movie.
5) Theresa arrived at home an hour after Max and his wife.
6) The movie was so funny, Nikki almost choked on her hotdog, she was laughing so hard.
7) Danny chose not to see an action movie or sci-fi.
8) The five women were: Chanice, the one who shared a bag of M&Ms with her husband, the lady who saw the comedy, the woman that came home at 8:00 and Kevin's wife.
9) The horror movie didn't start until 8:30.
10) Max and his wife came home the earliest.
11) Theresa thought her movie went a little overboard with the explosions and gunfights.
12) Chanice, who saw the horror movie, came out of the theater petrified and her husband, who wasn't Danny, had to calm her down.
|
Theresa saw the action movie.
|
Theresa and Kevin - Nachos - Action - 9:00
Rochelle and Max - Popcorn - Sci-Fi -8:00
Nikki and Danny - Hotdog - Comedy - 8:30
Anne and Sam - M&Ms - Romance - 11:30
Chanice and Rick- Pizza - Horror -10:00
|
Logic-Grid
|
03/18/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Finally! A night out without the kids! Five couples went to the movie theater, and each couple watched a movie of a different genre, shared a snack, and then returned home at a different time. Can you figure out who is husband and wife, the snack they shared, the genre they saw, and what time they came home?
Wives: Theresa, Rochelle, Nikki, Anne, and Chanice
Husbands: Danny, Sam, Max, Kevin and Rick
Snack: Popcorn, Hotdog, Pizza, Nachos, and M&Ms
Movie Genre: Comedy, Action, Horror, Sci-Fi, and Romance
Time: 8:00, 8:30, 9:00, 10:00, and 11:30
1) The couple that saw the action movie shared nachos.
2) It was almost midnight by the time Anne and Sam came home.
3) Rochelle hates sci-fi, but saw it with her husband anyways.
4) The couple that shared popcorn didn't see a horror movie or an action movie.
5) Theresa arrived at home an hour after Max and his wife.
6) The movie was so funny, Nikki almost choked on her hotdog, she was laughing so hard.
7) Danny chose not to see an action movie or sci-fi.
8) The five women were: Chanice, the one who shared a bag of M&Ms with her husband, the lady who saw the comedy, the woman that came home at 8:00 and Kevin's wife.
9) The horror movie didn't start until 8:30.
10) Max and his wife came home the earliest.
11) Theresa thought her movie went a little overboard with the explosions and gunfights.
12) Chanice, who saw the horror movie, came out of the theater petrified and her husband, who wasn't Danny, had to calm her down.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Theresa and Kevin - Nachos - Action - 9:00
Rochelle and Max - Popcorn - Sci-Fi -8:00
Nikki and Danny - Hotdog - Comedy - 8:30
Anne and Sam - M&Ms - Romance - 11:30
Chanice and Rick- Pizza - Horror -10:00
<|im_start|>answer
Theresa and Kevin - Nachos - Action - 9:00
Rochelle and Max - Popcorn - Sci-Fi -8:00
Nikki and Danny - Hotdog - Comedy - 8:30
Anne and Sam - M&Ms - Romance - 11:30
Chanice and Rick- Pizza - Horror -10:00
<|im_end|>
|
#602
|
Einstein's Riddle
| 3.07
| 3.04
|
link2440
|
Einstein's Riddle:
Einstein wrote the following riddle. He said that 98% of the world could not solve it. But several NIEHS scientists were able to solve it, and they said it's not all that hard if you pay attention and are very patient. Give it a try:
There are 5 houses in 5 different colors in a row. In each house lives a person with a different nationality. The 5 owners drink a certain type of beverage, smoke a certain brand of cigar, and keep a certain pet. No owners have the same pet, smoke the same brand of cigar, or drink the same beverage. Other facts:
1. The Brit lives in the red house.
2. The Swede keeps dogs as pets.
3. The Dane drinks tea.
4. The green house is on the immediate left of the white house.
5. The green house's owner drinks coffee.
6. The owner who smokes Pall Mall rears birds.
7. The owner of the yellow house smokes Dunhill.
8. The owner living in the center house drinks milk.
9. The Norwegian lives in the first house.
10. The owner who smokes Blends lives next to the one who keeps cats.
11. The owner who keeps the horse lives next to the one who smokes Dunhill.
12. The owner who smokes Bluemasters drinks beer.
13. The German smokes Prince.
14. The Norwegian lives next to the blue house.
15. The owner who smokes Blends lives next to the one who drinks water.
The question is: WHO OWNS THE FISH?
|
Just take your time. This one should take you some time and is probably one of the harder riddles you see.
|
The German sits in his Green House, smoking his Prince cigars, drinking coffee, and watching his FISH.
The rest go like this-
1st House: Yellow, Norwegian, Water, Cats, Dunhill
2nd House: Blue, Dane, Tea, Horse, Blends
3rd House: Red, Brit, Milk, Birds, Pall Malls
4th House: Green, German, Coffee, FISH, Prince
5th House: White, Swede, Beer, Dogs, Bluemasters
|
Logic
|
06/06/01
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Einstein's Riddle:
Einstein wrote the following riddle. He said that 98% of the world could not solve it. But several NIEHS scientists were able to solve it, and they said it's not all that hard if you pay attention and are very patient. Give it a try:
There are 5 houses in 5 different colors in a row. In each house lives a person with a different nationality. The 5 owners drink a certain type of beverage, smoke a certain brand of cigar, and keep a certain pet. No owners have the same pet, smoke the same brand of cigar, or drink the same beverage. Other facts:
1. The Brit lives in the red house.
2. The Swede keeps dogs as pets.
3. The Dane drinks tea.
4. The green house is on the immediate left of the white house.
5. The green house's owner drinks coffee.
6. The owner who smokes Pall Mall rears birds.
7. The owner of the yellow house smokes Dunhill.
8. The owner living in the center house drinks milk.
9. The Norwegian lives in the first house.
10. The owner who smokes Blends lives next to the one who keeps cats.
11. The owner who keeps the horse lives next to the one who smokes Dunhill.
12. The owner who smokes Bluemasters drinks beer.
13. The German smokes Prince.
14. The Norwegian lives next to the blue house.
15. The owner who smokes Blends lives next to the one who drinks water.
The question is: WHO OWNS THE FISH?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The German sits in his Green House, smoking his Prince cigars, drinking coffee, and watching his FISH.
The rest go like this-
1st House: Yellow, Norwegian, Water, Cats, Dunhill
2nd House: Blue, Dane, Tea, Horse, Blends
3rd House: Red, Brit, Milk, Birds, Pall Malls
4th House: Green, German, Coffee, FISH, Prince
5th House: White, Swede, Beer, Dogs, Bluemasters
<|im_start|>answer
The German sits in his Green House, smoking his Prince cigars, drinking coffee, and watching his FISH.
The rest go like this-
1st House: Yellow, Norwegian, Water, Cats, Dunhill
2nd House: Blue, Dane, Tea, Horse, Blends
3rd House: Red, Brit, Milk, Birds, Pall Malls
4th House: Green, German, Coffee, FISH, Prince
5th House: White, Swede, Beer, Dogs, Bluemasters
<|im_end|>
|
#52106
|
The Troll Bridge 1
| 3.07
| 2.38
|
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.
Three travelers, Al, Ben and Carl, came across the bridge. The troll told them, "You may only cross my bridge if you know the password." He wrote five three-letter words on a rock. The five words were HOE, OAR, PAD, TOE, and VAT.
He then said, "I will tell each of you a different letter from the password. If you know what the password is, I will let you pass. But don't tell anyone else your letter." He then whispered a letter from the password to each traveler so that neither of the other two could hear him.
Then the troll asked Al, "Do you know what the password is?" "Yes," said Al, and the troll let him pass.
Then the troll asked Ben, "Do you know what the password is?" "Yes," said Ben, and the troll let him pass.
Then the troll asked Carl, "Do you know what the password is?" "Yes," said Carl, and the troll let him pass.
So, what is the password?
|
1. Ben used Al's answer, and Carl used both Al's and Ben's answers.
2. Al's letter could not have been E.
|
The password was HOE.
The only letters unique to one of the five words were D, H, P, R, and V. One of these letters must have been Al's, since he could determine the password. The only word without any of these letters is TOE. So the password could not have been TOE.
Ben knew this and now had four words to think of. The only letters unique to one word were D, E, H, P, R, T, and V. The password must have contained at least two unique letters, one for Al and the other for Ben, since they were both able to determine the password. The only word with only one of these letters was OAR. So OAR could not have been the password.
Carl knew this and now had three words to think of. The only letters unique to one word were D, E, H, O, P, T, and V. The password must have included three of these letters, since all three were able to determine the password. The only one of the three words containing three such letters was HOE, so this must have been the password.
|
Logic
|
12/30/18
|
<|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.
Three travelers, Al, Ben and Carl, came across the bridge. The troll told them, "You may only cross my bridge if you know the password." He wrote five three-letter words on a rock. The five words were HOE, OAR, PAD, TOE, and VAT.
He then said, "I will tell each of you a different letter from the password. If you know what the password is, I will let you pass. But don't tell anyone else your letter." He then whispered a letter from the password to each traveler so that neither of the other two could hear him.
Then the troll asked Al, "Do you know what the password is?" "Yes," said Al, and the troll let him pass.
Then the troll asked Ben, "Do you know what the password is?" "Yes," said Ben, and the troll let him pass.
Then the troll asked Carl, "Do you know what the password is?" "Yes," said Carl, and the troll let him pass.
So, what is the password?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The password was HOE.
The only letters unique to one of the five words were D, H, P, R, and V. One of these letters must have been Al's, since he could determine the password. The only word without any of these letters is TOE. So the password could not have been TOE.
Ben knew this and now had four words to think of. The only letters unique to one word were D, E, H, P, R, T, and V. The password must have contained at least two unique letters, one for Al and the other for Ben, since they were both able to determine the password. The only word with only one of these letters was OAR. So OAR could not have been the password.
Carl knew this and now had three words to think of. The only letters unique to one word were D, E, H, O, P, T, and V. The password must have included three of these letters, since all three were able to determine the password. The only one of the three words containing three such letters was HOE, so this must have been the password.
<|im_start|>answer
The password was HOE.
The only letters unique to one of the five words were D, H, P, R, and V. One of these letters must have been Al's, since he could determine the password. The only word without any of these letters is TOE. So the password could not have been TOE.
Ben knew this and now had four words to think of. The only letters unique to one word were D, E, H, P, R, T, and V. The password must have contained at least two unique letters, one for Al and the other for Ben, since they were both able to determine the password. The only word with only one of these letters was OAR. So OAR could not have been the password.
Carl knew this and now had three words to think of. The only letters unique to one word were D, E, H, O, P, T, and V. The password must have included three of these letters, since all three were able to determine the password. The only one of the three words containing three such letters was HOE, so this must have been the password.
<|im_end|>
|
#3012
|
Timepieces
| 3.07
| 2.11
|
PeaceJo
|
A sundial is a timepiece that has the fewest number of moving parts. Which timepiece has the most moving parts?
|
No hint available.
|
An Hourglass
|
Logic
|
03/30/02
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A sundial is a timepiece that has the fewest number of moving parts. Which timepiece has the most moving parts?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
An Hourglass
<|im_start|>answer
An Hourglass
<|im_end|>
|
#27384
|
Prime Time TV
| 3.07
| 2.09
|
rose_rox
|
THIS WEEK... It's sweeps week! Five major television networks battle it out every Wednesday night on prime time TV for television dominance. These networks skillfully, or not so skillfully, play out their best advertising strategies to grab as many viewers as possible for their 8 pm time slot. Who will win?!!? TO BE REVEALED IN THE NEXT TEASER....
Actually, just figure out the shows that the networks aired, what the advertising strategy was for each, how many people watched (ratings), and the genres of these shows.
Networks: ROX, The WC, MBC, 123, TWTV
Contenders: "Loss", "Smalltown", "Crime Scene Inventory", "During Prison Break", and "The Octopus"
Genres: drama, sci-fi, comedy, reality, animated
No. of viewers: 13 million, 10.4 million, 5.5 million, 3.8 million, 1.2 million
Advertising strategies: magazine ads, promotional giveaways, special guest stars, lots of explosions, billboard ads
Clues:
The WC aired the animated series.
"Smalltown" had greater ratings than "The Octopus". However, it did NOT receive the highest ratings.
Promotional giveaways were distributed by the 123 network.
Explosions were watched by 3.8 million viewers.
"Crime Scene Inventory" is a sci-fi show.
The reality show did very poorly once again, receiving the lowest ratings.
Billboard ads drew in 10.4 million viewers.
MBC was able to book very famous celebrities for an episode of their comedy.
The loveable 2-D characters of "Loss" were pasted inside every magazine.
"During Prison Break" is not a reality show.
The studio audience of "Smalltown" was in fits of laughter.
ROX came in second in the ratings.
About half of the 1.2 million viewers that tuned into this show were drawn in by promotional giveaways.
TWTV, that did not air the drama or reality series, was followed by 123 in the ratings.
|
No hint available.
|
The ROX network played a very intense episode of the drama "During Prison Break", in which our favourite cell dwellers went through the physically and emotionally demanding task of community service. This was advertised on billboards everywhere, and an impressive 10.4 million people watched.
The WC aired the ever popular "Loss", the animated series about seagulls lost at sea. No real surprise as is takes the lead with 13 million viewers this week. The WC ran an ad campaign for "Loss" in many popular magazines.
MBC's never disappointing comedy, "Smalltown", may have been a bit disappointing with only 5.5 million viewers, a sub-average score for the network. Too bad! Special guest stars Rose Welling and Tom Kent had amazing chemistry.
123 aired the fan favourite reality tv show "The Octopus". Ratings have been steadily declining, evident by this week's measly 1.2 million. Looks like the free promo cards didn't do much.
TWTV original series "Crime Scene Inventory" came in second to last with 3.8 million viewers. The action-packed sci-fi series had a combustible too many that screamed desperate for ratings.
|
Logic-Grid
|
12/10/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
THIS WEEK... It's sweeps week! Five major television networks battle it out every Wednesday night on prime time TV for television dominance. These networks skillfully, or not so skillfully, play out their best advertising strategies to grab as many viewers as possible for their 8 pm time slot. Who will win?!!? TO BE REVEALED IN THE NEXT TEASER....
Actually, just figure out the shows that the networks aired, what the advertising strategy was for each, how many people watched (ratings), and the genres of these shows.
Networks: ROX, The WC, MBC, 123, TWTV
Contenders: "Loss", "Smalltown", "Crime Scene Inventory", "During Prison Break", and "The Octopus"
Genres: drama, sci-fi, comedy, reality, animated
No. of viewers: 13 million, 10.4 million, 5.5 million, 3.8 million, 1.2 million
Advertising strategies: magazine ads, promotional giveaways, special guest stars, lots of explosions, billboard ads
Clues:
The WC aired the animated series.
"Smalltown" had greater ratings than "The Octopus". However, it did NOT receive the highest ratings.
Promotional giveaways were distributed by the 123 network.
Explosions were watched by 3.8 million viewers.
"Crime Scene Inventory" is a sci-fi show.
The reality show did very poorly once again, receiving the lowest ratings.
Billboard ads drew in 10.4 million viewers.
MBC was able to book very famous celebrities for an episode of their comedy.
The loveable 2-D characters of "Loss" were pasted inside every magazine.
"During Prison Break" is not a reality show.
The studio audience of "Smalltown" was in fits of laughter.
ROX came in second in the ratings.
About half of the 1.2 million viewers that tuned into this show were drawn in by promotional giveaways.
TWTV, that did not air the drama or reality series, was followed by 123 in the ratings.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The ROX network played a very intense episode of the drama "During Prison Break", in which our favourite cell dwellers went through the physically and emotionally demanding task of community service. This was advertised on billboards everywhere, and an impressive 10.4 million people watched.
The WC aired the ever popular "Loss", the animated series about seagulls lost at sea. No real surprise as is takes the lead with 13 million viewers this week. The WC ran an ad campaign for "Loss" in many popular magazines.
MBC's never disappointing comedy, "Smalltown", may have been a bit disappointing with only 5.5 million viewers, a sub-average score for the network. Too bad! Special guest stars Rose Welling and Tom Kent had amazing chemistry.
123 aired the fan favourite reality tv show "The Octopus". Ratings have been steadily declining, evident by this week's measly 1.2 million. Looks like the free promo cards didn't do much.
TWTV original series "Crime Scene Inventory" came in second to last with 3.8 million viewers. The action-packed sci-fi series had a combustible too many that screamed desperate for ratings.
<|im_start|>answer
The ROX network played a very intense episode of the drama "During Prison Break", in which our favourite cell dwellers went through the physically and emotionally demanding task of community service. This was advertised on billboards everywhere, and an impressive 10.4 million people watched.
The WC aired the ever popular "Loss", the animated series about seagulls lost at sea. No real surprise as is takes the lead with 13 million viewers this week. The WC ran an ad campaign for "Loss" in many popular magazines.
MBC's never disappointing comedy, "Smalltown", may have been a bit disappointing with only 5.5 million viewers, a sub-average score for the network. Too bad! Special guest stars Rose Welling and Tom Kent had amazing chemistry.
123 aired the fan favourite reality tv show "The Octopus". Ratings have been steadily declining, evident by this week's measly 1.2 million. Looks like the free promo cards didn't do much.
TWTV original series "Crime Scene Inventory" came in second to last with 3.8 million viewers. The action-packed sci-fi series had a combustible too many that screamed desperate for ratings.
<|im_end|>
|
#9026
|
Survival of the Sheep
| 3.07
| 2.55
|
sakirski
|
There is an island filled with grass and trees and plants. The only inhabitants are 100 lions and 1 sheep.
The lions are special:
1) They are infinitely logical, smart, and completely aware of their surroundings.
2) They can survive by just eating grass (and there is an infinite amount of grass on the island).
3) They prefer of course to eat sheep.
4) Their only food options are grass or sheep.
Now, here's the kicker:
5) If a lion eats a sheep he TURNS into a sheep (and could then be eaten by other lions).
6) A lion would rather eat grass all his life than be eaten by another lion (after he turned into a sheep).
Assumptions:
1) Assume that one lion is closest to the sheep and will get to it before all others. Assume that there is never an issue with who gets to the sheep first. The issue is whether the first lion will get eaten by other lions afterwards or not.
2) The sheep cannot get away from the lion if the lion decides to eat it.
3) Do not assume anything that hasn't been stated above.
So now the question:
Will that one sheep get eaten or not and why?
|
There are two hints. The first one will really be just that - a small hint. The second one is a BIG one, and could very well give it away, so don't read it if you don't want to:
Hint 1) Use math induction.
Hint 2) Consider the scenario where there is only one lion and one sheep. What would happen? Now take the next step.
|
The sheep would remain untouched.
In fact, the sheep would remain untouched if there is an even number of lions on the island, and would be eaten immediately if there is an odd number of lions on the island.
Here's the reasoning:
Consider a scenario with just one lion and one sheep: The lion will eat the sheep. Why? Because after he eats it and turns into a sheep himself, there aren't any lions on the island to eat him, so he is happy.
Now look at a scenario with 2 lions and 1 sheep. Here the sheep would remain unharmed. Why? Because if any one of them eats it, and turns into a sheep himself, he knows that he awaits certain death because he will then be a sheep and the other lion will be the only lion on the island and nothing will stop him from eating the sheep.
So now we know for a fact 1 lion and 1 sheep - sheep gets eaten. 2 lions and 1 sheep - sheep doesn't get eaten.
We can now make a conclusion about 3 lions and 1 sheep: the sheep will definitely be eaten, because the lion that eats it will know that by eating he leaves behind 2 lions and 1 sheep (himself). And as we already know 2 lions and 1 sheep is a situation where the sheep survives.
You can use the same logic to go on to 4 lions and 1 sheep, and then all the way to 100 or 1000, but it will always be true that with an odd number of lions the sheep gets eaten and with an even number the sheep doesn't.
|
Logic
|
12/10/02
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
There is an island filled with grass and trees and plants. The only inhabitants are 100 lions and 1 sheep.
The lions are special:
1) They are infinitely logical, smart, and completely aware of their surroundings.
2) They can survive by just eating grass (and there is an infinite amount of grass on the island).
3) They prefer of course to eat sheep.
4) Their only food options are grass or sheep.
Now, here's the kicker:
5) If a lion eats a sheep he TURNS into a sheep (and could then be eaten by other lions).
6) A lion would rather eat grass all his life than be eaten by another lion (after he turned into a sheep).
Assumptions:
1) Assume that one lion is closest to the sheep and will get to it before all others. Assume that there is never an issue with who gets to the sheep first. The issue is whether the first lion will get eaten by other lions afterwards or not.
2) The sheep cannot get away from the lion if the lion decides to eat it.
3) Do not assume anything that hasn't been stated above.
So now the question:
Will that one sheep get eaten or not and why?
<|im_end|>
<|im_start|>assistant
<|im_start|>think
The sheep would remain untouched.
In fact, the sheep would remain untouched if there is an even number of lions on the island, and would be eaten immediately if there is an odd number of lions on the island.
Here's the reasoning:
Consider a scenario with just one lion and one sheep: The lion will eat the sheep. Why? Because after he eats it and turns into a sheep himself, there aren't any lions on the island to eat him, so he is happy.
Now look at a scenario with 2 lions and 1 sheep. Here the sheep would remain unharmed. Why? Because if any one of them eats it, and turns into a sheep himself, he knows that he awaits certain death because he will then be a sheep and the other lion will be the only lion on the island and nothing will stop him from eating the sheep.
So now we know for a fact 1 lion and 1 sheep - sheep gets eaten. 2 lions and 1 sheep - sheep doesn't get eaten.
We can now make a conclusion about 3 lions and 1 sheep: the sheep will definitely be eaten, because the lion that eats it will know that by eating he leaves behind 2 lions and 1 sheep (himself). And as we already know 2 lions and 1 sheep is a situation where the sheep survives.
You can use the same logic to go on to 4 lions and 1 sheep, and then all the way to 100 or 1000, but it will always be true that with an odd number of lions the sheep gets eaten and with an even number the sheep doesn't.
<|im_start|>answer
The sheep would remain untouched.
In fact, the sheep would remain untouched if there is an even number of lions on the island, and would be eaten immediately if there is an odd number of lions on the island.
Here's the reasoning:
Consider a scenario with just one lion and one sheep: The lion will eat the sheep. Why? Because after he eats it and turns into a sheep himself, there aren't any lions on the island to eat him, so he is happy.
Now look at a scenario with 2 lions and 1 sheep. Here the sheep would remain unharmed. Why? Because if any one of them eats it, and turns into a sheep himself, he knows that he awaits certain death because he will then be a sheep and the other lion will be the only lion on the island and nothing will stop him from eating the sheep.
So now we know for a fact 1 lion and 1 sheep - sheep gets eaten. 2 lions and 1 sheep - sheep doesn't get eaten.
We can now make a conclusion about 3 lions and 1 sheep: the sheep will definitely be eaten, because the lion that eats it will know that by eating he leaves behind 2 lions and 1 sheep (himself). And as we already know 2 lions and 1 sheep is a situation where the sheep survives.
You can use the same logic to go on to 4 lions and 1 sheep, and then all the way to 100 or 1000, but it will always be true that with an odd number of lions the sheep gets eaten and with an even number the sheep doesn't.
<|im_end|>
|
#49444
|
Jazz Band Solos
| 3.06
| 1.77
|
Rhythmic
|
Evan, Lucy, Maria, Steve, and Will all played together in a local jazz band. At their last concert, they each had a solo. Match the musicians with their last name, instrument, and order they played.
First names: Evan, Lucy, Maria, Steve, Will
Last names: Earl, Lewis, Masters, Sacks, Wilson
Instruments: Alto Sax, Piano, Tenor Sax, Trombone, Trumpet
1) Maria's solo was unique. She sang as she played.
2) Steve's last name sounded like the instrument he played.
3) Mr. Wilson played his solo before the tenor sax player.
4) Will played his trumpet during the fifth solo.
5) Ms Earl, who didn't play trombone, played her solo before Steve but after Ms Lewis.
6) The alto sax was featured in the first solo.
7) Lucy played a brass instrument.
|
Lucy and Maria are women.
Evan, Steve, and Will are men.
Trombones and trumpets are brass instruments.
Sacks sounds like sax.
|
Evan Wilson played the alto sax first.
Lucy Lewis played the trombone second.
Maria Earl played the piano third.
Steve Sacks played the tenor sax fourth.
Will Masters played the trumpet fifth.
|
Logic-Grid
|
04/27/12
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Evan, Lucy, Maria, Steve, and Will all played together in a local jazz band. At their last concert, they each had a solo. Match the musicians with their last name, instrument, and order they played.
First names: Evan, Lucy, Maria, Steve, Will
Last names: Earl, Lewis, Masters, Sacks, Wilson
Instruments: Alto Sax, Piano, Tenor Sax, Trombone, Trumpet
1) Maria's solo was unique. She sang as she played.
2) Steve's last name sounded like the instrument he played.
3) Mr. Wilson played his solo before the tenor sax player.
4) Will played his trumpet during the fifth solo.
5) Ms Earl, who didn't play trombone, played her solo before Steve but after Ms Lewis.
6) The alto sax was featured in the first solo.
7) Lucy played a brass instrument.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Evan Wilson played the alto sax first.
Lucy Lewis played the trombone second.
Maria Earl played the piano third.
Steve Sacks played the tenor sax fourth.
Will Masters played the trumpet fifth.
<|im_start|>answer
Evan Wilson played the alto sax first.
Lucy Lewis played the trombone second.
Maria Earl played the piano third.
Steve Sacks played the tenor sax fourth.
Will Masters played the trumpet fifth.
<|im_end|>
|
#30938
|
Lazy Sam the Journalist Part 8
| 3.06
| 1.76
|
triskit
|
Sam the journalist has landed a job somewhere. The problem is, he doesn't know where. All he knows is that it is in one of 6 cities lined up in a row in northern Canada: Eh Land, Hockeyville, Curling Town, Snowburg, New France, and Canada City. However his employer has left clues.
1. Curling Town is 2 cities away from the job's location.
2. Hockeyville is 3 cities away from Snowburg.
3. Snowburg is on the right end.
4. New France is not the location.
5. Eh Land is 3 cities from Curling Town.
6. Canada City is 4 cities away from Snowburg.
7. Eh Land is next to the location and another place that isn't the location.
Sam is lazy, so he is paying you to find out where he is working.
|
No hint available.
|
Order: Curling Town, Canada City, Hockeyville, Eh Land, New France, Snowburg.
Location: Hockeyville
(Sorry though, no money)
|
Logic
|
06/07/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Sam the journalist has landed a job somewhere. The problem is, he doesn't know where. All he knows is that it is in one of 6 cities lined up in a row in northern Canada: Eh Land, Hockeyville, Curling Town, Snowburg, New France, and Canada City. However his employer has left clues.
1. Curling Town is 2 cities away from the job's location.
2. Hockeyville is 3 cities away from Snowburg.
3. Snowburg is on the right end.
4. New France is not the location.
5. Eh Land is 3 cities from Curling Town.
6. Canada City is 4 cities away from Snowburg.
7. Eh Land is next to the location and another place that isn't the location.
Sam is lazy, so he is paying you to find out where he is working.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Order: Curling Town, Canada City, Hockeyville, Eh Land, New France, Snowburg.
Location: Hockeyville
(Sorry though, no money)
<|im_start|>answer
Order: Curling Town, Canada City, Hockeyville, Eh Land, New France, Snowburg.
Location: Hockeyville
(Sorry though, no money)
<|im_end|>
|
#52169
|
2 Teams
| 3.06
| 1.77
|
Rove_Tarts
|
Ace, Allie, Carl, Carla, Dora, Draco, Emma, Eric, Jacob, June, Kaleb, Luke, Qin, & Tina are divided equally between a red and a blue team. Can you figure out who is on what team?
Everyone with E at the end of their names are on the same team.
Everyone with a letter that is only in their name is on the same team.
Everyone with the most found letter in their names are split evenly between teams.
Jacob & Emma are on the same team.
Carl and Eric are on the red team.
Except for one pair, everyone that has the same first letter are on the same team.
|
Try to find who is on who's team before who is what color.
|
Red Team:
Qin
Tina
Emma
Jacob
Carla
Carl
Eric
Blue Team:
Dora
Kaleb
Draco
Allie
Ace
June
Luke
|
Logic
|
04/13/19
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Ace, Allie, Carl, Carla, Dora, Draco, Emma, Eric, Jacob, June, Kaleb, Luke, Qin, & Tina are divided equally between a red and a blue team. Can you figure out who is on what team?
Everyone with E at the end of their names are on the same team.
Everyone with a letter that is only in their name is on the same team.
Everyone with the most found letter in their names are split evenly between teams.
Jacob & Emma are on the same team.
Carl and Eric are on the red team.
Except for one pair, everyone that has the same first letter are on the same team.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Red Team:
Qin
Tina
Emma
Jacob
Carla
Carl
Eric
Blue Team:
Dora
Kaleb
Draco
Allie
Ace
June
Luke
<|im_start|>answer
Red Team:
Qin
Tina
Emma
Jacob
Carla
Carl
Eric
Blue Team:
Dora
Kaleb
Draco
Allie
Ace
June
Luke
<|im_end|>
|
#29824
|
The Dealership, Part 2
| 3.06
| 2.97
|
thompson1
|
You will need the answers from "The Dealership: Part 1" to complete this.
"Car"-l (Carl) Smith is back, and he has another crisis on his hands. The 5 cars he bought a couple weeks ago were sold last week. He was walking across the street from his favorite fast food restaurant with the papers from the sales, when a car pulled out right in front of him. He dropped the papers and couldn't get them back because the wind blew them all away. Help Carl figure out each customer's first and last names, what car they bought, how much money they paid, and on what day they bought the cars.
First Names - Fred, Jill, Calvin, Hannah, Katie
Last Names - Jenkins, Chapman, Kendrick, Felton, Hampton
Car - Mini, BMW, Mercedes, Jaguar, Ford
$$ - $16,000, $24,000, $32,000, $38,000, $40,000
Day of the week - Monday, Tuesday, Thursday, Friday, Saturday
1. The 5 people are: Fred, Mr. Chapman, the one who bought a car on Thursday, the one who bought a car for $38,000, and the one who bought a Ford.
2. The 5 cars are: The BMW, the one bought by Hannah, the one bought by Mrs. Hampton, the one bought on Friday, and the one bought for $32,000.
3. Carl made a profit on each car.
4. The person who bought a car 2 days after Felton did bought her car for $8,000 less than the person who bought the car that was sold to Carl on Thursday.
5. No car was bought and sold on the same day of the week.
6. The Mini, which was not bought on Monday, was bought 1 day after the Ford.
7. Jill paid $8,000 less for her car than the person who bought a car on Saturday.
8. Kendrick bought his car before Felton did.
|
No hint available.
|
Fred Kendrick bought his BMW for $40,000 on Monday.
Jill Hampton bought her Jaguar for $24,000 on Thursday.
Calvin Chapman bought his Mini for $32,000 on Saturday.
Hannah Felton bought her Mercedes for $38,000 on Tuesday.
Katie Jenkins bought her Ford for $16,000 on Friday.
If you couldn't get it, this might help:
Because of clues 5 and 6, you know that the Mini must not be bought on Monday or Thursday, and the Ford cannot be sold on Monday (5), Tuesday (not 1 day before anything), or Thursday (1). This means the Ford and the Mini must be sold on Friday and Saturday, respectively.
In clue 7, It says that Jill payed $8,000 less than the car on Saturday, which you know is the Mini. Also, in clue 4, the person payed $8,000 less than the car sold to Carl on Thursday, which is the Mini. You now know that the person in that clue has to be Jill.
|
Logic-Grid
|
04/17/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
You will need the answers from "The Dealership: Part 1" to complete this.
"Car"-l (Carl) Smith is back, and he has another crisis on his hands. The 5 cars he bought a couple weeks ago were sold last week. He was walking across the street from his favorite fast food restaurant with the papers from the sales, when a car pulled out right in front of him. He dropped the papers and couldn't get them back because the wind blew them all away. Help Carl figure out each customer's first and last names, what car they bought, how much money they paid, and on what day they bought the cars.
First Names - Fred, Jill, Calvin, Hannah, Katie
Last Names - Jenkins, Chapman, Kendrick, Felton, Hampton
Car - Mini, BMW, Mercedes, Jaguar, Ford
$$ - $16,000, $24,000, $32,000, $38,000, $40,000
Day of the week - Monday, Tuesday, Thursday, Friday, Saturday
1. The 5 people are: Fred, Mr. Chapman, the one who bought a car on Thursday, the one who bought a car for $38,000, and the one who bought a Ford.
2. The 5 cars are: The BMW, the one bought by Hannah, the one bought by Mrs. Hampton, the one bought on Friday, and the one bought for $32,000.
3. Carl made a profit on each car.
4. The person who bought a car 2 days after Felton did bought her car for $8,000 less than the person who bought the car that was sold to Carl on Thursday.
5. No car was bought and sold on the same day of the week.
6. The Mini, which was not bought on Monday, was bought 1 day after the Ford.
7. Jill paid $8,000 less for her car than the person who bought a car on Saturday.
8. Kendrick bought his car before Felton did.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Fred Kendrick bought his BMW for $40,000 on Monday.
Jill Hampton bought her Jaguar for $24,000 on Thursday.
Calvin Chapman bought his Mini for $32,000 on Saturday.
Hannah Felton bought her Mercedes for $38,000 on Tuesday.
Katie Jenkins bought her Ford for $16,000 on Friday.
If you couldn't get it, this might help:
Because of clues 5 and 6, you know that the Mini must not be bought on Monday or Thursday, and the Ford cannot be sold on Monday (5), Tuesday (not 1 day before anything), or Thursday (1). This means the Ford and the Mini must be sold on Friday and Saturday, respectively.
In clue 7, It says that Jill payed $8,000 less than the car on Saturday, which you know is the Mini. Also, in clue 4, the person payed $8,000 less than the car sold to Carl on Thursday, which is the Mini. You now know that the person in that clue has to be Jill.
<|im_start|>answer
Fred Kendrick bought his BMW for $40,000 on Monday.
Jill Hampton bought her Jaguar for $24,000 on Thursday.
Calvin Chapman bought his Mini for $32,000 on Saturday.
Hannah Felton bought her Mercedes for $38,000 on Tuesday.
Katie Jenkins bought her Ford for $16,000 on Friday.
If you couldn't get it, this might help:
Because of clues 5 and 6, you know that the Mini must not be bought on Monday or Thursday, and the Ford cannot be sold on Monday (5), Tuesday (not 1 day before anything), or Thursday (1). This means the Ford and the Mini must be sold on Friday and Saturday, respectively.
In clue 7, It says that Jill payed $8,000 less than the car on Saturday, which you know is the Mini. Also, in clue 4, the person payed $8,000 less than the car sold to Carl on Thursday, which is the Mini. You now know that the person in that clue has to be Jill.
<|im_end|>
|
#50570
|
Butterfly Chaos
| 3.06
| 2.27
|
Hydra1234
|
A shipment of butterflies was mixed up by the dock workers, and they could not find who bought which species, where it was from, and what was the price. All the workers know is that Alejandro, Faye, Yvette, Sophie, and Zachary could have each bought butterflies that cost $60, $75, $90, $105, or $120. Each could have bought the Clearwing, the Emperor, the Grayling, the Swallowtail, or the Torturix butterflies. Each butterfly could have lived in Australia, Jordan, Luxembourg, Panama, or Qatar. It is up to you to find out who bought which butterfly, what was the price, and where did it come from with the provided clues:
1. Neither the butterfly from Luxembourg nor the one from Australia sold for $90.
2. The Emperor butterfly cost $30 more than the Torturix butterfly.
3. Zachary's purchase was $75.
4. The butterfly from Australia cost less than the one from Luxembourg.
5. Alejandro's purchase was from Luxembourg.
6. Of Yvette's purchase and the purchase for $60, one was from Qatar and the other was the Torturix.
7. The butterfly that sold for $120 was not from Panama.
8. The insect from Australia was not the Torturix.
9. Faye bought the Torturix.
10. Sophie did not buy the Grayling.
11. Of the Emperor and the insect worth $105, one was won by Yvette and the other was from Luxembourg.
12. The insect that sold for $105 was the Swallowtail.
|
Alejandro bought the $105 butterfly.
|
Faye bought the Torturix from Panama for $60.
Zachary bought the Grayling from Australia for $75.
Yvette bought the Emperor from Qatar for $90.
Alejandro bought the Swallowtail from Luxembourg for $105.
Sophie bought the Clearwing from Jordan for $120.
|
Logic-Grid
|
04/17/15
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
A shipment of butterflies was mixed up by the dock workers, and they could not find who bought which species, where it was from, and what was the price. All the workers know is that Alejandro, Faye, Yvette, Sophie, and Zachary could have each bought butterflies that cost $60, $75, $90, $105, or $120. Each could have bought the Clearwing, the Emperor, the Grayling, the Swallowtail, or the Torturix butterflies. Each butterfly could have lived in Australia, Jordan, Luxembourg, Panama, or Qatar. It is up to you to find out who bought which butterfly, what was the price, and where did it come from with the provided clues:
1. Neither the butterfly from Luxembourg nor the one from Australia sold for $90.
2. The Emperor butterfly cost $30 more than the Torturix butterfly.
3. Zachary's purchase was $75.
4. The butterfly from Australia cost less than the one from Luxembourg.
5. Alejandro's purchase was from Luxembourg.
6. Of Yvette's purchase and the purchase for $60, one was from Qatar and the other was the Torturix.
7. The butterfly that sold for $120 was not from Panama.
8. The insect from Australia was not the Torturix.
9. Faye bought the Torturix.
10. Sophie did not buy the Grayling.
11. Of the Emperor and the insect worth $105, one was won by Yvette and the other was from Luxembourg.
12. The insect that sold for $105 was the Swallowtail.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Faye bought the Torturix from Panama for $60.
Zachary bought the Grayling from Australia for $75.
Yvette bought the Emperor from Qatar for $90.
Alejandro bought the Swallowtail from Luxembourg for $105.
Sophie bought the Clearwing from Jordan for $120.
<|im_start|>answer
Faye bought the Torturix from Panama for $60.
Zachary bought the Grayling from Australia for $75.
Yvette bought the Emperor from Qatar for $90.
Alejandro bought the Swallowtail from Luxembourg for $105.
Sophie bought the Clearwing from Jordan for $120.
<|im_end|>
|
#28453
|
Music Fans
| 3.06
| 2
|
Winner4600
|
Yes! Five bands are coming to town within one week, and Georgia, Rachel, Jason, Carlos, and Lara are jumping for joy! Each one is a diehard fan of either Juanes, The Rolling Stones, U2, Green Day, or Coldplay. Figure out who likes which band, when each band performed, how long each concert was, and which souvenir each fan walked away with.
1) The 5 fans are Rachel, the Green Day fan, the Rolling Stones fan, the girl who spent 2 hours at a concert, and the one who left with a CD.
2) Georgia was so excited about Coldplay, she got in line at 6:00 Friday and waited 3 hours with all the other fans for the concert to begin. The concert ended at 11:00.
3) Lara's U2 CD collection got a little bit bigger after the concert on Sunday.
4) Jason did not spend 3.5 hours in a concert. The concert on Saturday was not 4 hours long, and the concert on Wednesday did not sell sweatshirts (which were not bought by Rachel).
5) Tuesday's concert was 2.5 hours long.
6) Green Day performed on Saturday, but Juanes did not perform on Wednesday.
7) The Rolling Stones fan bought the T-shirt.
8) Someone bought music videos after the 3-hour concert.
9) Lara was so hyper after the 3.5-hour concert, she couldn't sleep.
10) Jason didn't like any T-shirt designs, so he didn't buy any.
|
No hint available.
|
Georgia-Coldplay-Friday-2 hours-Sweatshirt
Rachel-Juanes-Tuesday-2.5 hours-Photo
Jason-Green Day-Saturday-3 hours-Music Video
Carlos-Rolling Stones-Wednesday-4 hours-T-shirt
Lara-U2-Sunday-3.5 hours-CD
|
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
Yes! Five bands are coming to town within one week, and Georgia, Rachel, Jason, Carlos, and Lara are jumping for joy! Each one is a diehard fan of either Juanes, The Rolling Stones, U2, Green Day, or Coldplay. Figure out who likes which band, when each band performed, how long each concert was, and which souvenir each fan walked away with.
1) The 5 fans are Rachel, the Green Day fan, the Rolling Stones fan, the girl who spent 2 hours at a concert, and the one who left with a CD.
2) Georgia was so excited about Coldplay, she got in line at 6:00 Friday and waited 3 hours with all the other fans for the concert to begin. The concert ended at 11:00.
3) Lara's U2 CD collection got a little bit bigger after the concert on Sunday.
4) Jason did not spend 3.5 hours in a concert. The concert on Saturday was not 4 hours long, and the concert on Wednesday did not sell sweatshirts (which were not bought by Rachel).
5) Tuesday's concert was 2.5 hours long.
6) Green Day performed on Saturday, but Juanes did not perform on Wednesday.
7) The Rolling Stones fan bought the T-shirt.
8) Someone bought music videos after the 3-hour concert.
9) Lara was so hyper after the 3.5-hour concert, she couldn't sleep.
10) Jason didn't like any T-shirt designs, so he didn't buy any.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Georgia-Coldplay-Friday-2 hours-Sweatshirt
Rachel-Juanes-Tuesday-2.5 hours-Photo
Jason-Green Day-Saturday-3 hours-Music Video
Carlos-Rolling Stones-Wednesday-4 hours-T-shirt
Lara-U2-Sunday-3.5 hours-CD
<|im_start|>answer
Georgia-Coldplay-Friday-2 hours-Sweatshirt
Rachel-Juanes-Tuesday-2.5 hours-Photo
Jason-Green Day-Saturday-3 hours-Music Video
Carlos-Rolling Stones-Wednesday-4 hours-T-shirt
Lara-U2-Sunday-3.5 hours-CD
<|im_end|>
|
#46727
|
Colorful Deliveries
| 3.06
| 2.09
|
NikkiBabi
|
Determine each person's first and last name, the color of each package, what each contained, and what time it was delivered.
Clues:
1. Michelle did not receive shoes and did not receive her package at 1:00 PM. Mr. Jones didn't receive his package in the afternoon.
2. The button up shirt did not come in a black or purple package. The shirt Michael received is not a sweatshirt. The purple package did not contain shoes.
3. Mrs. Marks, who received her package at 3:00 PM, didn't receive a light pink package, which was not delivered at 9:00 AM.
4. Kevin's last name isn't Johnson and he didn't receive his package at 4:00 PM. The high heels did not come in the hot pink package and were not delivered at 11:00 AM.
5. The hot pink package was delivered two hours after the button up shirt and two hours before Kara received her package.
6. The order of the appointments is the person who ordered the clogs, Ms. Green and her shirt, the owner whose last name is Smith, the person who received the red package, and Jason.
|
No hint available.
|
Michael Smith, Hot Pink, Flannel Shirt, 1PM;
Kevin Jones, Black, Clogs, 9AM;
Jason Johnson, Purple, Sweatshirt, 4PM;
Michelle Green, Light Pink, Button Up, 11AM;
Kara Marks, Red, High Heels, 3PM
|
Logic-Grid
|
04/13/10
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Determine each person's first and last name, the color of each package, what each contained, and what time it was delivered.
Clues:
1. Michelle did not receive shoes and did not receive her package at 1:00 PM. Mr. Jones didn't receive his package in the afternoon.
2. The button up shirt did not come in a black or purple package. The shirt Michael received is not a sweatshirt. The purple package did not contain shoes.
3. Mrs. Marks, who received her package at 3:00 PM, didn't receive a light pink package, which was not delivered at 9:00 AM.
4. Kevin's last name isn't Johnson and he didn't receive his package at 4:00 PM. The high heels did not come in the hot pink package and were not delivered at 11:00 AM.
5. The hot pink package was delivered two hours after the button up shirt and two hours before Kara received her package.
6. The order of the appointments is the person who ordered the clogs, Ms. Green and her shirt, the owner whose last name is Smith, the person who received the red package, and Jason.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Michael Smith, Hot Pink, Flannel Shirt, 1PM;
Kevin Jones, Black, Clogs, 9AM;
Jason Johnson, Purple, Sweatshirt, 4PM;
Michelle Green, Light Pink, Button Up, 11AM;
Kara Marks, Red, High Heels, 3PM
<|im_start|>answer
Michael Smith, Hot Pink, Flannel Shirt, 1PM;
Kevin Jones, Black, Clogs, 9AM;
Jason Johnson, Purple, Sweatshirt, 4PM;
Michelle Green, Light Pink, Button Up, 11AM;
Kara Marks, Red, High Heels, 3PM
<|im_end|>
|
#41561
|
The Factual Murder
| 3.06
| 2.24
|
pandastampede
|
There are five people. One of them shot and killed one of the other five. Which man is the murderer?
1. Dan ran in the NY City marathon yesterday with one of the innocent men.
2. Mike considered being a farmer before he moved to the city.
3. Jeff is a topnotch computer consultant and wants to install Ben's new computer next week.
4. The murderer had his leg amputated last month.
5. Ben met Jack for the first time six months ago.
6. Jack has been in seclusion since the crime.
7. Dan used to drink heavily.
8. Ben and Jeff built their last computers together.
9. The murderer is Jack's brother. They grew up together in Seattle.
|
Observe the clues closely.
|
1. Jack is not the murderer, because he is the brother of the murderer. 2. Dan can't be the murderer since he ran a marathon, and the murderer recently had his leg amputated, and wouldn't be running a marathon of any magnitude that quickly. 3. Ben is not the murderer if he just met Jack, since Jack and the murderer grew up together. 4. This leaves Jeff and Mike. Since Jeff is still alive (he wants to install a new computer next week, present tense) he must be the murderer. Mike also didn't grow up with Jack. It has been determined that Jack, Dan and Jeff are all alive. Ben must also be alive since Jeff plans to install Ben's computer next week. This means that Jeff killed Mike.
|
Logic
|
04/17/08
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
There are five people. One of them shot and killed one of the other five. Which man is the murderer?
1. Dan ran in the NY City marathon yesterday with one of the innocent men.
2. Mike considered being a farmer before he moved to the city.
3. Jeff is a topnotch computer consultant and wants to install Ben's new computer next week.
4. The murderer had his leg amputated last month.
5. Ben met Jack for the first time six months ago.
6. Jack has been in seclusion since the crime.
7. Dan used to drink heavily.
8. Ben and Jeff built their last computers together.
9. The murderer is Jack's brother. They grew up together in Seattle.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
1. Jack is not the murderer, because he is the brother of the murderer. 2. Dan can't be the murderer since he ran a marathon, and the murderer recently had his leg amputated, and wouldn't be running a marathon of any magnitude that quickly. 3. Ben is not the murderer if he just met Jack, since Jack and the murderer grew up together. 4. This leaves Jeff and Mike. Since Jeff is still alive (he wants to install a new computer next week, present tense) he must be the murderer. Mike also didn't grow up with Jack. It has been determined that Jack, Dan and Jeff are all alive. Ben must also be alive since Jeff plans to install Ben's computer next week. This means that Jeff killed Mike.
<|im_start|>answer
1. Jack is not the murderer, because he is the brother of the murderer. 2. Dan can't be the murderer since he ran a marathon, and the murderer recently had his leg amputated, and wouldn't be running a marathon of any magnitude that quickly. 3. Ben is not the murderer if he just met Jack, since Jack and the murderer grew up together. 4. This leaves Jeff and Mike. Since Jeff is still alive (he wants to install a new computer next week, present tense) he must be the murderer. Mike also didn't grow up with Jack. It has been determined that Jack, Dan and Jeff are all alive. Ben must also be alive since Jeff plans to install Ben's computer next week. This means that Jeff killed Mike.
<|im_end|>
|
#32200
|
The Honeymooners
| 3.06
| 2.13
|
jenb2144
|
Five couples are going on honeymoons to five different places where they will participate in five different activities. Determine the first and last names of each couple, where they went honeymooning and what activity they participated in.
1. Ethan, who is not married to Chrissy, admired the photos of Spain that Jacob Brown showed to him.
2. Matthew, whose last name is not Emerson, enjoyed Portugal.
3. The couple who went sightseeing did so in the Dominican Republic.
4. Sharon had heard lovely things about the Dominican, but decided to go to Spain.
5. Matthew and Tina are not married nor are Janna and Ethan.
6. Ethan didn't go stargazing.
7. The five couples are represented by the Peters, Cuba, Chrissy, Bradley and sailing.
8. Jacob, who isn't a Howe, felt a little seasick during his activity.
9. Patrick, who isn't married to Tina, wished he'd gone sightseeing like Bradley Green, but instead he ended up going shopping.
10. The scuba diving couple didn't do so in Cuba.
11. Bradley and Josie had a great time on their honeymoon.
|
Dominican Republic is shortened to Dom. Repub. in the grid.
|
Bradley and Josie Green went sightseeing in the Dominican Republic.
Ethan and Tina Peters went scuba diving in Mexico.
Jacob and Sharon Brown went sailing in Spain.
Matthew and Chrissy Howe went stargazing in Portugal.
Patrick and Janna Emerson went shopping in Cuba.
|
Logic-Grid
|
07/31/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Five couples are going on honeymoons to five different places where they will participate in five different activities. Determine the first and last names of each couple, where they went honeymooning and what activity they participated in.
1. Ethan, who is not married to Chrissy, admired the photos of Spain that Jacob Brown showed to him.
2. Matthew, whose last name is not Emerson, enjoyed Portugal.
3. The couple who went sightseeing did so in the Dominican Republic.
4. Sharon had heard lovely things about the Dominican, but decided to go to Spain.
5. Matthew and Tina are not married nor are Janna and Ethan.
6. Ethan didn't go stargazing.
7. The five couples are represented by the Peters, Cuba, Chrissy, Bradley and sailing.
8. Jacob, who isn't a Howe, felt a little seasick during his activity.
9. Patrick, who isn't married to Tina, wished he'd gone sightseeing like Bradley Green, but instead he ended up going shopping.
10. The scuba diving couple didn't do so in Cuba.
11. Bradley and Josie had a great time on their honeymoon.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Bradley and Josie Green went sightseeing in the Dominican Republic.
Ethan and Tina Peters went scuba diving in Mexico.
Jacob and Sharon Brown went sailing in Spain.
Matthew and Chrissy Howe went stargazing in Portugal.
Patrick and Janna Emerson went shopping in Cuba.
<|im_start|>answer
Bradley and Josie Green went sightseeing in the Dominican Republic.
Ethan and Tina Peters went scuba diving in Mexico.
Jacob and Sharon Brown went sailing in Spain.
Matthew and Chrissy Howe went stargazing in Portugal.
Patrick and Janna Emerson went shopping in Cuba.
<|im_end|>
|
#28978
|
Cape of Good Hope
| 3.06
| 2.28
|
Victor
|
The weather at the Cape of Good Hope makes it a notorious location where many ships have been lost to the sea. Philip Wood, the famous diver, has discovered four ships that sank in the same spot, one on top of each other.
With some skill, Philip was able to determine the name, captain, cargo, destination and year each ship was built. The question is, can you?
1. During his first exploration of the site, Philip determined there were four ships - the Red Rover, the ship built in 1743, the ship captained by Quigley and the ship carrying tea that was bound for North America.
2. The ship that carried a cargo of saffron was built after the ship that carried a cargo of tea.
3. An entry in one ship's log, found at the site, indicated that the ship built in 1522 was carrying a valuable cargo of gold.
4. One ship was carrying botanical specimens to France. Philip determined that this was not the Royal Bride.
5. The Scarlet Queen, a pirate ship, was certainly built before the nineteenth century but not as early as the sixteenth. The captain of this ship was the famous rogue Clubfoot.
6. The Wanderer was built after the Royal Bride. The Royal Bride's cargo was not tea and the Royal Bride was not travelling to the South Seas.
7. Captain Bolton's ship was built before Clubfoot's and before The Royal Bride.
|
No hint available.
|
Royal Bride, 1743, Vickers, Saffron, England;
Scarlet Queen, 1688, Clubfoot, Tea, North America;
Red Rover, 1522, Bolton, Gold, South Seas;
Wanderer, 1817, Quigley, Specimens, France.
The ship built in 1522 was carrying gold (3). This is not the Scarlet Queen (5), the Wanderer (6) or the Royal Bride (7) so must have been the Red Rover. The Scarlet Queen was built in either 1688 or 1743 (5) and the Wanderer was built after the Royal Bride, so the Wanderer was built in 1817 and the Royal Bride in either 1688 or 1743. So the captain of the Red Rover was Captain Bolton (7). The ship carrying tea was not the Red Rover (gold), the Royal Bride (6) or the Wanderer (2) so was the Scarlet Queen. The Scarlet Queen's destination was North America (1) and her captain was Clubfoot (5). The Scarlet Queen was not built in 1743 (1) so was built in 1688 and the Royal Bride was built in 1743. The Royal Bride was not carrying gold (Red Rover), tea (Scarlet Queen) or botanical specimens (4) so was carrying saffron and the Wanderer was carrying the specimens to France. Quigley was not the captain of the Royal Bride (1) so was the captain of the Wanderer and Vickers was the captain of the Royal Bride. The Royal Bride's destination was not the South Seas (6) so was England and the Red Rover's destination was the South Seas.
|
Logic-Grid
|
03/07/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
The weather at the Cape of Good Hope makes it a notorious location where many ships have been lost to the sea. Philip Wood, the famous diver, has discovered four ships that sank in the same spot, one on top of each other.
With some skill, Philip was able to determine the name, captain, cargo, destination and year each ship was built. The question is, can you?
1. During his first exploration of the site, Philip determined there were four ships - the Red Rover, the ship built in 1743, the ship captained by Quigley and the ship carrying tea that was bound for North America.
2. The ship that carried a cargo of saffron was built after the ship that carried a cargo of tea.
3. An entry in one ship's log, found at the site, indicated that the ship built in 1522 was carrying a valuable cargo of gold.
4. One ship was carrying botanical specimens to France. Philip determined that this was not the Royal Bride.
5. The Scarlet Queen, a pirate ship, was certainly built before the nineteenth century but not as early as the sixteenth. The captain of this ship was the famous rogue Clubfoot.
6. The Wanderer was built after the Royal Bride. The Royal Bride's cargo was not tea and the Royal Bride was not travelling to the South Seas.
7. Captain Bolton's ship was built before Clubfoot's and before The Royal Bride.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Royal Bride, 1743, Vickers, Saffron, England;
Scarlet Queen, 1688, Clubfoot, Tea, North America;
Red Rover, 1522, Bolton, Gold, South Seas;
Wanderer, 1817, Quigley, Specimens, France.
The ship built in 1522 was carrying gold (3). This is not the Scarlet Queen (5), the Wanderer (6) or the Royal Bride (7) so must have been the Red Rover. The Scarlet Queen was built in either 1688 or 1743 (5) and the Wanderer was built after the Royal Bride, so the Wanderer was built in 1817 and the Royal Bride in either 1688 or 1743. So the captain of the Red Rover was Captain Bolton (7). The ship carrying tea was not the Red Rover (gold), the Royal Bride (6) or the Wanderer (2) so was the Scarlet Queen. The Scarlet Queen's destination was North America (1) and her captain was Clubfoot (5). The Scarlet Queen was not built in 1743 (1) so was built in 1688 and the Royal Bride was built in 1743. The Royal Bride was not carrying gold (Red Rover), tea (Scarlet Queen) or botanical specimens (4) so was carrying saffron and the Wanderer was carrying the specimens to France. Quigley was not the captain of the Royal Bride (1) so was the captain of the Wanderer and Vickers was the captain of the Royal Bride. The Royal Bride's destination was not the South Seas (6) so was England and the Red Rover's destination was the South Seas.
<|im_start|>answer
Royal Bride, 1743, Vickers, Saffron, England;
Scarlet Queen, 1688, Clubfoot, Tea, North America;
Red Rover, 1522, Bolton, Gold, South Seas;
Wanderer, 1817, Quigley, Specimens, France.
The ship built in 1522 was carrying gold (3). This is not the Scarlet Queen (5), the Wanderer (6) or the Royal Bride (7) so must have been the Red Rover. The Scarlet Queen was built in either 1688 or 1743 (5) and the Wanderer was built after the Royal Bride, so the Wanderer was built in 1817 and the Royal Bride in either 1688 or 1743. So the captain of the Red Rover was Captain Bolton (7). The ship carrying tea was not the Red Rover (gold), the Royal Bride (6) or the Wanderer (2) so was the Scarlet Queen. The Scarlet Queen's destination was North America (1) and her captain was Clubfoot (5). The Scarlet Queen was not built in 1743 (1) so was built in 1688 and the Royal Bride was built in 1743. The Royal Bride was not carrying gold (Red Rover), tea (Scarlet Queen) or botanical specimens (4) so was carrying saffron and the Wanderer was carrying the specimens to France. Quigley was not the captain of the Royal Bride (1) so was the captain of the Wanderer and Vickers was the captain of the Royal Bride. The Royal Bride's destination was not the South Seas (6) so was England and the Red Rover's destination was the South Seas.
<|im_end|>
|
#23666
|
Sam's Recycling Sale
| 3.06
| 2.53
|
cinnamon30
|
Sam takes an active interest in the environment and sells many environmentally friendly products at his variety store. Although the items are fairly popular, he wanted to heighten the awareness of his customers, so he held a special Recycling Event Sale. During the sale, Sam gave door prizes to five lucky customers (three of whom - Carl, George and Ian are men, and two of whom - Agnes and Ellen are women), each of whom purchased a different product. From the info provided, can you determine the first and last names of each winner, the item purchased, and the prize each received (each received a different prize)?
1. The five winners were Agnes, the one surnamed Meyers, the one who bought the natural fertilizer, the one who won the gardening gloves, and the one who won the pruning shears.
2. Ms. Steele is not the woman who purchased the compost turner.
3. Three men are Mr. Kraft, Ian, and the man who won the citronella candles.
4. The five winners were George, the one who won the cellulose sandwich bags, the one surnamed Quick, the one who bought the mesh shopping bags, and Mr. Kraft.
5. Either Ellen or the man who won the Mason jars is the one who bought the natural fertilizer.
6. The one who bought the newspaper bundler and the one who won the pruning shears are either, both men or both women.
7. The man who bought the recycling bin is not Mr. Oakley.
|
No hint available.
|
Agnes Steele, newspaper bundler, cellulose sandwich bags
Carl Kraft, natural fertilizer, Mason jars
Ellen Quick, compost turner, pruning shears
George Meyers, recycling bin, citronella candles
Ian Oakley, mesh shopping bags, gardening gloves
Mr. Kraft isn't Ian - clue 3, or George - clue 5, so he's Carl - the only man left. The Candles man - clue 3, isn't Ian or Carl Kraft - clue 3; so he's George. Agnes isn't gloves, shears - clue 1, or jars - clue 5(man), she's sandwich bags. Agnes isn't Meyers - clue 1, Quick - clue 4 or Mr. Oakley - clue 7, so she is Steele. Agnes isn't fertilizer - clue 1, compost turner - clue 2, shopping bags - clue 4, or recycling bin - clue 7, so she's newspaper bundler. Ellen is the compost turner - clue 2 says it's a woman, and shears - clue 6, since turner is a woman compost is also a woman. Ellen isn't Meyers - clue 1 or Mr. Oakley - clue 7, so she's Quick. The one who bought mason jars bought the fertilizer - clue 5. Shopping bags isn't George or Carl Kraft - clue 4, so he's Ian. George's candles, see above, isn't fertilizer or jars, so Carl is fertilizer. By elimination, George is recycling bin. George isn't Oakley - clue 7, by elimination Ian is and George is Meyers. By elimination Ian won the gloves.
|
Logic-Grid
|
06/14/05
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
Sam takes an active interest in the environment and sells many environmentally friendly products at his variety store. Although the items are fairly popular, he wanted to heighten the awareness of his customers, so he held a special Recycling Event Sale. During the sale, Sam gave door prizes to five lucky customers (three of whom - Carl, George and Ian are men, and two of whom - Agnes and Ellen are women), each of whom purchased a different product. From the info provided, can you determine the first and last names of each winner, the item purchased, and the prize each received (each received a different prize)?
1. The five winners were Agnes, the one surnamed Meyers, the one who bought the natural fertilizer, the one who won the gardening gloves, and the one who won the pruning shears.
2. Ms. Steele is not the woman who purchased the compost turner.
3. Three men are Mr. Kraft, Ian, and the man who won the citronella candles.
4. The five winners were George, the one who won the cellulose sandwich bags, the one surnamed Quick, the one who bought the mesh shopping bags, and Mr. Kraft.
5. Either Ellen or the man who won the Mason jars is the one who bought the natural fertilizer.
6. The one who bought the newspaper bundler and the one who won the pruning shears are either, both men or both women.
7. The man who bought the recycling bin is not Mr. Oakley.
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Agnes Steele, newspaper bundler, cellulose sandwich bags
Carl Kraft, natural fertilizer, Mason jars
Ellen Quick, compost turner, pruning shears
George Meyers, recycling bin, citronella candles
Ian Oakley, mesh shopping bags, gardening gloves
Mr. Kraft isn't Ian - clue 3, or George - clue 5, so he's Carl - the only man left. The Candles man - clue 3, isn't Ian or Carl Kraft - clue 3; so he's George. Agnes isn't gloves, shears - clue 1, or jars - clue 5(man), she's sandwich bags. Agnes isn't Meyers - clue 1, Quick - clue 4 or Mr. Oakley - clue 7, so she is Steele. Agnes isn't fertilizer - clue 1, compost turner - clue 2, shopping bags - clue 4, or recycling bin - clue 7, so she's newspaper bundler. Ellen is the compost turner - clue 2 says it's a woman, and shears - clue 6, since turner is a woman compost is also a woman. Ellen isn't Meyers - clue 1 or Mr. Oakley - clue 7, so she's Quick. The one who bought mason jars bought the fertilizer - clue 5. Shopping bags isn't George or Carl Kraft - clue 4, so he's Ian. George's candles, see above, isn't fertilizer or jars, so Carl is fertilizer. By elimination, George is recycling bin. George isn't Oakley - clue 7, by elimination Ian is and George is Meyers. By elimination Ian won the gloves.
<|im_start|>answer
Agnes Steele, newspaper bundler, cellulose sandwich bags
Carl Kraft, natural fertilizer, Mason jars
Ellen Quick, compost turner, pruning shears
George Meyers, recycling bin, citronella candles
Ian Oakley, mesh shopping bags, gardening gloves
Mr. Kraft isn't Ian - clue 3, or George - clue 5, so he's Carl - the only man left. The Candles man - clue 3, isn't Ian or Carl Kraft - clue 3; so he's George. Agnes isn't gloves, shears - clue 1, or jars - clue 5(man), she's sandwich bags. Agnes isn't Meyers - clue 1, Quick - clue 4 or Mr. Oakley - clue 7, so she is Steele. Agnes isn't fertilizer - clue 1, compost turner - clue 2, shopping bags - clue 4, or recycling bin - clue 7, so she's newspaper bundler. Ellen is the compost turner - clue 2 says it's a woman, and shears - clue 6, since turner is a woman compost is also a woman. Ellen isn't Meyers - clue 1 or Mr. Oakley - clue 7, so she's Quick. The one who bought mason jars bought the fertilizer - clue 5. Shopping bags isn't George or Carl Kraft - clue 4, so he's Ian. George's candles, see above, isn't fertilizer or jars, so Carl is fertilizer. By elimination, George is recycling bin. George isn't Oakley - clue 7, by elimination Ian is and George is Meyers. By elimination Ian won the gloves.
<|im_end|>
|
#34611
|
The Cake Shop
| 3.06
| 1.88
|
thompson1
|
"The Cake Shop" was just opening when four customers came rushing in, asking for cakes that they needed that night! They all filled out forms with their names, what kind of cake, what size, and the occasion it was for. They all rushed in and out, desperately trying to finish organizing and setting up for their parties. Joe, who was working that shift, accidentally put the orders in the paper shredder along with the old orders from the day before! He can only remember a few things, but needs to have all of the cakes ready by 3:00! Can you help him sort out the orders?
First Names: Carson, Ted, Jessica, and Bailey
Last Names: Jones, Tomas, Butler, and Brown
Size: Small, Medium, Large, and Double-Decker
Type of Cake: Chocolate, Swirl, Angel Food, and Cookie
Occasion: Birthday, Baby Shower, Anniversary, and "Congratulations!" party
1. The four customers are: Jessica, the one surnamed Tomas, the one buying a large cake, and the Angel Food cake.
2. The four cakes are: The double-decker, the cookie cake, the one bought for a birthday, and the one bought by Carson.
3. Exactly two customers had the same first and last initial.
4. The customer with the last name of Jones bought a cake for her best friend because she just got promoted to a much better job!
5. The cake that was for an anniversary was bigger than the one for the birthday, and neither were double-deckers.
6. The swirl was either a large or a double-decker, but wasn't being used to celebrate something that happens annually.
7. The birthday cake was for a one-year-old, so it had to be small.
8. Ted Butler had to get the cake while his wife was busy setting up for one of their friends surprise baby shower!
|
No hint available.
|
Carson Tomas bought a medium chocolate cake for his anniversary.
Ted Butler bought a large cookie cake for his friend's baby shower.
Jessica Jones bought a double-decker swirl cake for a "Congratulations!" party.
Bailey Brown bought a small angel food cake for her son's birthday.
|
Logic-Grid
|
12/28/06
|
<|im_start|>system
You are Qwen, created by Alibaba Cloud. You are a helpful assistant.
<|im_end|>
<|im_start|>user
"The Cake Shop" was just opening when four customers came rushing in, asking for cakes that they needed that night! They all filled out forms with their names, what kind of cake, what size, and the occasion it was for. They all rushed in and out, desperately trying to finish organizing and setting up for their parties. Joe, who was working that shift, accidentally put the orders in the paper shredder along with the old orders from the day before! He can only remember a few things, but needs to have all of the cakes ready by 3:00! Can you help him sort out the orders?
First Names: Carson, Ted, Jessica, and Bailey
Last Names: Jones, Tomas, Butler, and Brown
Size: Small, Medium, Large, and Double-Decker
Type of Cake: Chocolate, Swirl, Angel Food, and Cookie
Occasion: Birthday, Baby Shower, Anniversary, and "Congratulations!" party
1. The four customers are: Jessica, the one surnamed Tomas, the one buying a large cake, and the Angel Food cake.
2. The four cakes are: The double-decker, the cookie cake, the one bought for a birthday, and the one bought by Carson.
3. Exactly two customers had the same first and last initial.
4. The customer with the last name of Jones bought a cake for her best friend because she just got promoted to a much better job!
5. The cake that was for an anniversary was bigger than the one for the birthday, and neither were double-deckers.
6. The swirl was either a large or a double-decker, but wasn't being used to celebrate something that happens annually.
7. The birthday cake was for a one-year-old, so it had to be small.
8. Ted Butler had to get the cake while his wife was busy setting up for one of their friends surprise baby shower!
<|im_end|>
<|im_start|>assistant
<|im_start|>think
Carson Tomas bought a medium chocolate cake for his anniversary.
Ted Butler bought a large cookie cake for his friend's baby shower.
Jessica Jones bought a double-decker swirl cake for a "Congratulations!" party.
Bailey Brown bought a small angel food cake for her son's birthday.
<|im_start|>answer
Carson Tomas bought a medium chocolate cake for his anniversary.
Ted Butler bought a large cookie cake for his friend's baby shower.
Jessica Jones bought a double-decker swirl cake for a "Congratulations!" party.
Bailey Brown bought a small angel food cake for her son's birthday.
<|im_end|>
|
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