wanyu/IteraTeR_v2 huggingface dataset:
Original:  Thereafter there must be at least three bands of any remaining colour . Suppose you do not see any colour once, but you do see a colour twice.
Revised:  Thereafter there must be at least three bands of any remaining colour . Suppose you do not see any colour once, but you do see a color twice.
Edit intent: fluency
Original:  If these were the only bands of this colour , then these two Logicians ought to have left at the first bell.
Revised:  If these were the only bands of this color , then these two Logicians ought to have left at the first bell.
Edit intent: fluency
Original:  Since they did not, that can only be because your own band is the same colour , so you can leave at the second bell.
Revised:  Since they did not, that can only be because your own band is the same color , so you can leave at the second bell.
Edit intent: fluency
Original:  Therefore, every logician would watch until a group of a given colour that they expected to leave failed to leave.
Revised:  Therefore, every logician would watch until a group of a given color that they expected to leave failed to leave.
Edit intent: fluency
Original:  Then they would know that they had that colour , and would leave on the next bell.
Revised:  Then they would know that they had that color , and would leave on the next bell.
Edit intent: fluency
Original:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their colour ).
Revised:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their colour ).
Edit intent: clarity
Original:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their colour ).
Revised:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their colour ).
Edit intent: fluency
Original:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their colour ).
Revised:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their color ).
Edit intent: fluency
Original:  A number of players are each wearing a hat, which may be of various specified colours . Players can see the colours of at least some other players' hats, but not that of their own.
Revised:  A number of players are each wearing a hat, which may be of various specified colors . Players can see the colours of at least some other players' hats, but not that of their own.
Edit intent: fluency
Original:  A number of players are each wearing a hat, which may be of various specified colours . Players can see the colours of at least some other players' hats, but not that of their own.
Revised:  A number of players are each wearing a hat, which may be of various specified colours . Players can see the colors of at least some other players' hats, but not that of their own.
Edit intent: fluency
Original:  With highly restricted communication or none, some of the players must guess the colour of their hat.
Revised:  With highly restricted communication or none, some of the players must guess the color of their hat.
Edit intent: fluency
Original:  The problem is to find a strategy for the players to determine the colours of their hats based on the hats they see and what the other players do.
Revised:  The problem is to find a strategy for the players to determine the colors of their hats based on the hats they see and what the other players do.
Edit intent: fluency
Original:  The first to guess the colour of his or her hat correctly wins.
Revised:  The first to guess the color of his or her hat correctly wins.
Edit intent: fluency
Original:  After the players have seen each other for a few minutes without guessing, one player announces "Red ", and wins.
Revised:  After the players have seen each other for a few minutes without guessing, one player announces "Red ," and wins.
Edit intent: fluency
Original:  In the case where every player has to make a guess, but they are free to choose when to guess, there is a cooperative strategy that allows every player to guess correctly unless all the hats are the same colour . Each player should act as follows: Count the numbers b of black hats and w of white hats that you see.
Revised:  In the case where every player has to make a guess, but they are free to choose when to guess, there is a cooperative strategy that allows every player to guess correctly unless all the hats are the same color . Each player should act as follows: Count the numbers b of black hats and w of white hats that you see.
Edit intent: fluency
Original:  If you have not yet spoken, guess that your hat is of the opposite colour to that of one of the first people to speak.
Revised:  If you have not yet spoken, guess that your hat is of the opposite color to that of one of the first people to speak.
Edit intent: fluency
Original:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue ".
Revised:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue ."
Edit intent: fluency
Original:  in two of them all players have the same colour hat, and in the other six, two players have one colour and the other player has the other colour .
Revised:  in two of them all players have the same color hat, and in the other six, two players have one colour and the other player has the other colour .
Edit intent: fluency
Original:  in two of them all players have the same colour hat, and in the other six, two players have one colour and the other player has the other colour .
Revised:  in two of them all players have the same colour hat, and in the other six, two players have one color and the other player has the other colour .
Edit intent: fluency
Original:  in two of them all players have the same colour hat, and in the other six, two players have one colour and the other player has the other colour .
Revised:  in two of them all players have the same colour hat, and in the other six, two players have one colour and the other player has the other color .
Edit intent: fluency
Original:  The players can guarantee that they win in the latter cases (75\% of the time) with the following strategy: Any player who observes two hats of two different colours remains silent.
Revised:  The players can guarantee that they win in the latter cases (75\% of the time) with the following strategy: Any player who observes two hats of two different colors remains silent.
Edit intent: fluency
Original:  Any player who observes two hats of the same colour guesses the opposite colour .
Revised:  Any player who observes two hats of the same color guesses the opposite colour .
Edit intent: fluency
Original:  Any player who observes two hats of the same colour guesses the opposite colour .
Revised:  Any player who observes two hats of the same colour guesses the opposite color .
Edit intent: fluency
Original:  In the two cases when all three players have the same hat colour , they will all guess incorrectly.
Revised:  In the two cases when all three players have the same hat color , they will all guess incorrectly.
Edit intent: fluency
Original:  The king declared that whichever man stood up first and correctly announced the color of his own hat would become his new advisor.
Revised:  The king declared that whichever man stood up first and correctly announced the colour of his own hat would become his new advisor.
Edit intent: fluency
Original:  The person with that hat would see two white hats, and since the king specified that there is at least one blue hat, that wise man would immediately know the color of his hat.
Revised:  The person with that hat would see two white hats, and since the king specified that there is at least one blue hat, that wise man would immediately know the colour of his hat.
Edit intent: fluency
Original:  If there were two blue hats, then either one of those wearing a blue hat would look across and see one blue hat and one white hat, but not know the color of their own hat.
Revised:  If there were two blue hats, then either one of those wearing a blue hat would look across and see one blue hat and one white hat, but not know the colour of their own hat.
Edit intent: fluency
Original:  When no gunshot is heard, they will realize that the case above did not apply, thus there must be more than 1 unfaithful husband and (since they know that everyone else is faithful) the extra one must be their own husband.
Revised:  When no gunshot is heard, they will realise that the case above did not apply, thus there must be more than 1 unfaithful husband and (since they know that everyone else is faithful) the extra one must be their own husband.
Edit intent: fluency
Original:  There were many different colors of band.
Revised:  There were many different colours of band.
Edit intent: fluency
Original:  The Logicians all sat in a circle, and the Master instructed them that a bell was to be rung in the forest at regular intervals: at the moment when a Logician knew the color on his own forehead, he was to leave at the next bell.
Revised:  The Logicians all sat in a circle, and the Master instructed them that a bell was to be rung in the forest at regular intervals: at the moment when a Logician knew the colour on his own forehead, he was to leave at the next bell.
Edit intent: fluency
Original:  They were instructed not to speak, nor to use a mirror or camera or otherwise avoid using logic to determine their band color .
Revised:  They were instructed not to speak, nor to use a mirror or camera or otherwise avoid using logic to determine their band colour .
Edit intent: fluency
Original:  The Master reassured the group by stating that the puzzle would not be impossible for any true Logician present.
Revised:  The Master reassured the group by stating that the puzzle would not be impossible for any True Logician present.
Edit intent: fluency
Original:  Leap of logic: Every color must appear at least twice around the circle.
Revised:  Leap of logic: Every colour must appear at least twice around the circle.
Edit intent: fluency
Original:  If any color existed only once around the circle, the Logician who bore it would have no way of knowing that the color even existed in the problem, and it would be impossible for them to answer.
Revised:  If any colour existed only once around the circle, the Logician who bore it would have no way of knowing that the color even existed in the problem, and it would be impossible for them to answer.
Edit intent: fluency
Original:  If any color existed only once around the circle, the Logician who bore it would have no way of knowing that the color even existed in the problem, and it would be impossible for them to answer.
Revised:  If any color existed only once around the circle, the Logician who bore it would have no way of knowing that the colour even existed in the problem, and it would be impossible for them to answer.
Edit intent: fluency
Original:  Each of the Logicians can look around the circle and count the number of times they see each color . Suppose that you are one of the Logicians and you see another color only once.
Revised:  Each of the Logicians can look around the circle and count the number of times they see each colour . Suppose that you are one of the Logicians and you see another color only once.
Edit intent: fluency
Original:  Each of the Logicians can look around the circle and count the number of times they see each color . Suppose that you are one of the Logicians and you see another color only once.
Revised:  Each of the Logicians can look around the circle and count the number of times they see each color . Suppose that you are one of the Logicians and you see another colour only once.
Edit intent: fluency
Original:  Since you know each color must exist at least twice around the circle, the only explanation for a singleton color is that it is the color of your own band.
Revised:  Since you know each colour must exist at least twice around the circle, the only explanation for a singleton color is that it is the color of your own band.
Edit intent: fluency
Original:  Since you know each color must exist at least twice around the circle, the only explanation for a singleton color is that it is the color of your own band.
Revised:  Since you know each color must exist at least twice around the circle, the only explanation for a singleton colour is that it is the color of your own band.
Edit intent: fluency
Original:  Since you know each color must exist at least twice around the circle, the only explanation for a singleton color is that it is the color of your own band.
Revised:  Since you know each color must exist at least twice around the circle, the only explanation for a singleton color is that it is the colour of your own band.
Edit intent: fluency
Original:  For the same reason, there can only be one such singleton color , and so you would leave on the first bell.
Revised:  For the same reason, there can only be one such singleton colour , and so you would leave on the first bell.
Edit intent: fluency
Original:  Likewise any Logicians who see another color only once should be able to determine their own color , and will either leave with dignity or be thrown out as an infiltrator.
Revised:  Likewise any Logicians who see another colour only once should be able to determine their own color , and will either leave with dignity or be thrown out as an infiltrator.
Edit intent: fluency
Original:  Likewise any Logicians who see another color only once should be able to determine their own color , and will either leave with dignity or be thrown out as an infiltrator.
Revised:  Likewise any Logicians who see another color only once should be able to determine their own colour , and will either leave with dignity or be thrown out as an infiltrator.
Edit intent: fluency
Original:  Equivalently, any color for which there are only two bands of that color will be eliminated after the first bell has rung.
Revised:  Equivalently, any colour for which there are only two bands of that color will be eliminated after the first bell has rung.
Edit intent: fluency
Original:  Equivalently, any color for which there are only two bands of that color will be eliminated after the first bell has rung.
Revised:  Equivalently, any color for which there are only two bands of that colour will be eliminated after the first bell has rung.
Edit intent: fluency
Original:  Thereafter there must be at least three bands of any remaining color . Suppose you do not see any color once, but you do see a color twice.
Revised:  Thereafter there must be at least three bands of any remaining colour . Suppose you do not see any color once, but you do see a color twice.
Edit intent: fluency
Original:  Thereafter there must be at least three bands of any remaining color . Suppose you do not see any color once, but you do see a color twice.
Revised:  Thereafter there must be at least three bands of any remaining color . Suppose you do not see any colour once, but you do see a color twice.
Edit intent: fluency
Original:  Thereafter there must be at least three bands of any remaining color . Suppose you do not see any color once, but you do see a color twice.
Revised:  Thereafter there must be at least three bands of any remaining color . Suppose you do not see any color once, but you do see a colour twice.
Edit intent: fluency
Original:  If these were the only bands of this color , then these two Logicians ought to have left at the first bell.
Revised:  If these were the only bands of this colour , then these two Logicians ought to have left at the first bell.
Edit intent: fluency
Original:  Since they did not, that can only be because your own band is the same color , so you can leave at the second bell.
Revised:  Since they did not, that can only be because your own band is the same colour , so you can leave at the second bell.
Edit intent: fluency
Original:  Therefore, every logician would watch until a group of a given color that they expected to leave failed to leave.
Revised:  Therefore, every logician would watch until a group of a given colour that they expected to leave failed to leave.
Edit intent: fluency
Original:  Then they would know that they had that color , and would leave on the next bell.
Revised:  Then they would know that they had that colour , and would leave on the next bell.
Edit intent: fluency
Original:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their color ).
Revised:  When only one colour remained, that colour would all leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their color ).
Edit intent: clarity
Original:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their color ).
Revised:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other colour (since then it would be impossible for them to know their color ).
Edit intent: fluency
Original:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their color ).
Revised:  When only one color remained, everyone would leave on the next bell, because they would know that they could not have any other color (since then it would be impossible for them to know their colour ).
Edit intent: fluency
Original:  A number of players are each wearing a hat, which may be of various specified colors . Players can see the colors of at least some other players' hats, but not that of their own.
Revised:  A number of players are each wearing a hat, which may be of various specified colours . Players can see the colors of at least some other players' hats, but not that of their own.
Edit intent: fluency
Original:  A number of players are each wearing a hat, which may be of various specified colors . Players can see the colors of at least some other players' hats, but not that of their own.
Revised:  A number of players are each wearing a hat, which may be of various specified colors . Players can see the colours of at least some other players' hats, but not that of their own.
Edit intent: fluency
Original:  With highly restricted communication or none, some of the players must guess the color of their hat.
Revised:  With highly restricted communication or none, some of the players must guess the colour of their hat.
Edit intent: fluency
Original:  The problem is to find a strategy for the players to determine the colors of their hats based on the hats they see and what the other players do.
Revised:  The problem is to find a strategy for the players to determine the colours of their hats based on the hats they see and what the other players do.
Edit intent: fluency
Original:  The first to guess the color of his or her hat correctly wins.
Revised:  The first to guess the colour of his or her hat correctly wins.
Edit intent: fluency
Original:  After the players have seen each other for a few minutes without guessing, one player announces "Red , "  and wins.
Revised:  After the players have seen each other for a few minutes without guessing, one player announces "Red " and wins.
Edit intent: fluency
Original:  After the players have seen each other for a few minutes without guessing, one player announces "Red , "  and wins.
Revised:  After the players have seen each other for a few minutes without guessing, one player announces "Red , " , and wins.
Edit intent: fluency
Original:  In the case where every player has to make a guess, but they are free to choose when to guess, there is a cooperative strategy that allows every player to guess correctly unless all the hats are the same color . Each player should act as follows: Count the numbers b of black hats and w of white hats that you see.
Revised:  In the case where every player has to make a guess, but they are free to choose when to guess, there is a cooperative strategy that allows every player to guess correctly unless all the hats are the same colour . Each player should act as follows: Count the numbers b of black hats and w of white hats that you see.
Edit intent: fluency
Original:  If you have not yet spoken, guess that your hat is of the opposite color to that of one of the first people to speak.
Revised:  If you have not yet spoken, guess that your hat is of the opposite colour to that of one of the first people to speak.
Edit intent: fluency
Original:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue . "  If the word matches their hat color they are released, if not, they are killed on the spot.
Revised:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue " If the word matches their hat color they are released, if not, they are killed on the spot.
Edit intent: fluency
Original:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue . "  If the word matches their hat color they are released, if not, they are killed on the spot.
Revised:  Starting with the prisoner in the back of the line and moving forward, they must each, in turn, say only one word which must be "red" or "blue . " . If the word matches their hat color they are released, if not, they are killed on the spot.
Edit intent: fluency
Original:  in two of them all players have the same color hat, and in the other six, two players have one color and the other player has the other color .
Revised:  in two of them all players have the same colour hat, and in the other six, two players have one color and the other player has the other color .
Edit intent: fluency
Original:  in two of them all players have the same color hat, and in the other six, two players have one color and the other player has the other color .
Revised:  in two of them all players have the same color hat, and in the other six, two players have one colour and the other player has the other color .
Edit intent: fluency
Original:  in two of them all players have the same color hat, and in the other six, two players have one color and the other player has the other color .
Revised:  in two of them all players have the same color hat, and in the other six, two players have one color and the other player has the other colour .
Edit intent: fluency
Original:  The players can guarantee that they win in the latter cases (75\% of the time) with the following strategy: Any player who observes two hats of two different colors remains silent.
Revised:  The players can guarantee that they win in the latter cases (75\% of the time) with the following strategy: Any player who observes two hats of two different colours remains silent.
Edit intent: fluency
Original:  Any player who observes two hats of the same color guesses the opposite color .
Revised:  Any player who observes two hats of the same colour guesses the opposite color .
Edit intent: fluency
Original:  Any player who observes two hats of the same color guesses the opposite color .
Revised:  Any player who observes two hats of the same color guesses the opposite colour .
Edit intent: fluency