Correct predictions are in blue. If we detect only a subset of a labelled sentence, we highlight the caught part as blue, the missing part light blue. False positives are in green and false negatives are in red.

Problem Team_Building — Constraint detection

The HR department of a company organizes an integration day to welcome new employees . The problem is to configure 10 teams of 6 people that respect the following rules : There are 30 new employees and 30 existing employees . They work in 6 different services lettered A to F . A team must have 3 existing employees and 3 new employees , and at most 4 people from the same service . Some new employees are coached by an existing employee , and an existing employee can coach only one new employee . A new employee who is coached must be in the team of his coach . Furthermore , employees of services A and B can not be in the same team ; employees of services E and F can not be in the same team . Each person is represented by a number in 0-59 ; new employees are the even numbers , existing employees are the odd numbers . In service A , the range is 0-19 . In service B , the range is 20-39 . In service C , the range is 40-44 . In service D , the range is 45-49 . In service E , the range is 50-54 . In service F , the range is 55-59 . In Service A : the couples coach/coached new employee are 0-1 , 2-3 , 4-5 , 6-7 , 8-9 , 10-11 . In Service B : the couples coach/coached new employee are 20-21 , 22-23 , 24-25 , 26-27 , 28-29 , 30-31 . In Services C , D , E , F , the couples coach/coached new employee are 40-41 , 42-43 , 45-46 , 47-48 , 50-51 , 52-53 , 55-56 , 57-58 . Additional constraints : person number 5 must be with either person 41 or person 51 ; person number 15 must be with either 40 or person 51 ; person number 25 must be with either 40 or person 50 ; furthermore , person 20 is with person 24 , or person 22 is with person 50 .

Problem Team_Building — Detection of the decisions and objects to be modeled

The HR department of a company organizes an integration day to welcome new employees . The problem is to configure 10 teams of 6 people that respect the following rules : There are 30 new employees and 30 existing employees . They work in 6 different services lettered A to F . A team must have 3 existing employees and 3 new employees , and at most 4 people from the same service . Some new employees are coached by an existing employee , and an existing employee can coach only one new employee . A new employee who is coached must be in the team of his coach . Furthermore , employees of services A and B can not be in the same team ; employees of services E and F can not be in the same team . Each person is represented by a number in 0-59 ; new employees are the even numbers , existing employees are the odd numbers . In service A , the range is 0-19 . In service B , the range is 20-39 . In service C , the range is 40-44 . In service D , the range is 45-49 . In service E , the range is 50-54 . In service F , the range is 55-59 . In Service A : the couples coach/coached new employee are 0-1 , 2-3 , 4-5 , 6-7 , 8-9 , 10-11 . In Service B : the couples coach/coached new employee are 20-21 , 22-23 , 24-25 , 26-27 , 28-29 , 30-31 . In Services C , D , E , F , the couples coach/coached new employee are 40-41 , 42-43 , 45-46 , 47-48 , 50-51 , 52-53 , 55-56 , 57-58 . Additional constraints : person number 5 must be with either person 41 or person 51 ; person number 15 must be with either 40 or person 51 ; person number 25 must be with either 40 or person 50 ; furthermore , person 20 is with person 24 , or person 22 is with person 50 .

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