344619
The CF production of abbbba isSaSaabSbaabbSbbaabbbbaand the corresponding GCFG production isS \ to conc ( \ langle a \ rangle , S , \ langle a \ rangle ) conc ( \ langle a \ rangle , conc ( \ langle b \ rangle , S , \ langle b \ rangle ) , \ langle a \ rangle ) conc ( \ langle a \ rangle , conc ( \ langle b \ rangle , conc ( \ langle b \ rangle , S , \ langle b \ rangle ) , \ langle b \ rangle ) , \ langle a \ rangle ) conc ( \ langle a \ rangle , conc ( \ langle b \ rangle , conc ( \ langle b \ rangle , conc ( \ langle \ epsilon \ rangle , \ langle \ epsilon \ rangle , \ langle \ epsilon \ rangle ) , \ langle b \ rangle ) , \ langle b \ rangle ) , \ langle a \ rangle ) conc ( \ langle a \ rangle , conc ( \ langle b \ rangle , conc ( \ langle b \ rangle , \ langle \ epsilon \ rangle , \ langle b \ rangle ) , \ langle b \ rangle ) , \ langle a \ rangle ) conc ( \ langle a \ rangle , conc ( \ langle b \ rangle , \ langle bb \ rangle , \ langle b \ rangle ) , \ langle a \ rangle ) conc ( \ langle a \ rangle , \ langle bbbb \ rangle , \ langle a \ rangle ) \ langle abbbba \ rangle Linear Context-free Rewriting Systems ( LCFRSs ) Weir ( 1988 ) describes two properties of composition functions , linearity and regularity .
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Given options, please tell me the categories of all the listed entity words.Output format is "type1: word1; type2: word2". 
Option: location, person, organization 
Text: {0} 
 Entities:  
Answer:
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