Four people (Fran, Denis, Y.C., and Harriett) with last names Appleman, Borris, Galitzer, and Usaber, each sold a number of new placemats.
Each person was of a different occupation: xylophone player, rear admiral, janitor, and postal worker.
If each person sold one of the following amounts of new placemats, (6, 1, 13, and 2) can you figure out the first name, last name, and how many new placemats each person sold?
Denis, Borris, and the person who sold 6 new placemats each had different dinners last night.
The person who sold 13 new placemats, Y.C., and the xylophone player went to the movies together.
The postal worker isn't Denis Usaber.
Usaber wasn't the person who sold 2 new placemats. Neither did Fran nor the postal worker.
The janitor isn't Fran or the person who sold 13 new placemats.
The postal worker, the person who sold 13 new placemats, didn't want a copy of Usaber's book.
The person who sold 2 new placemats, Galitzer and Fran all went to the Denis, who is not Appleman, is the postal worker's cousin.
Denis, who is not Appleman, is the postal worker's cousin.
The person who sold 6 new placemats, Borris and Harriett all went to the The janitor isn't Y.C. Borris.
The janitor isn't Y.C. Borris.
Usaber isn't the xylophone player or the person who sold 2 new placemats.
The xylophone player, who sold 6 new placemats, isn't Usaber.
The postal worker isn't Fran Appleman.
The xylophone player, whose first name is Fran, wasn't the person who sold 2 new placemats.
App
Bor
Gal
Usa
xyl
rea
jan
pos
6
1
13
2
Fra
Den
Y.C
Har
6
1
13
2
xyl
rea
jan
pos
Place a N in any square that is a definite "no" and a Y in any square that is a definite "yes". I give up!