Premises:
No publications published in this lab are without abstracts.
Everything published in this lab is a Science journal or a CellPress journal. 
All Science journal publications published in this lab are prominent publications.
All Science journal publications published in this lab require peer reviews.
No prominent publications published in this lab are easily accepted.
"Provision of High Meat Content Food and Object Play Reduce Predation of Wild Animals by Domestic Cats Felis catus" is either both a Science journal or a CellPress journal, or neither a Science journal nor a CellPress journal

Premises in first-order logic:
∀x (Publication(x) ∧ PublishedIn(x, thisLab) → ¬WithoutAbstract(x))
∀x (Publication(x) ∧ PublishedIn(x, thisLab) ∧ (ScienceJournal(x) ∨ CellPressJournal(x))) 
∀x (PublishedIn(x, thisLab) ∧ ScienceJournal(x) ∧ Publication(x) → Prominent(x) ∧ Publication(x)) 
∀x (PublishedIn(x, thisLab) ∧ ScienceJournal(x) ∧ Publication(x) → Require(x, peerReview)) 
∀x (PublishedIn(x, thisLab) ∧ Prominent(x) ∧ Publication(x) → ¬EasilyAccepted(x)) 
PublishedIn(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus, thisLab) ∧ ¬(ScienceJournal(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ⊕ CellPressJournal(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus))

Conclusions:
"Provision of High Meat Content Food and Object Play Reduce Predation of Wild Animals by Domestic Cats Felis catus" is a publication without abstracts.
If "Provision of High Meat Content Food and Object Play Reduce Predation of Wild Animals by Domestic Cats Felis catus" is either easily accepted or a publication without peer review, then it is a prominent publication and requires peer review. 
If "Provision of High Meat Content Food and Object Play Reduce Predation of Wild Animals by Domestic Cats Felis catus" is Publications on Science without abstracts or requires abstracts, then it is not either a Science journal or easily accepted.

Conclusions in first-order logic:
WithoutAbstract(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus)
EasilyAccepted(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ⊕ WithoutAbstract(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) → Prominent(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ∧ Publication(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ∧ Require(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus, peerReview)
WithoutAbstract(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ∨ Require(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus, peerReview) → ¬(ScienceJournal(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus) ⊕ EasilyAccepted(provisionOfHighMeatContentFoodAndObjectPlayReducePredationOfWildAnimalsByDomesticCatsFelisCatus))

Truth value of each conclusion (T = true, F = false, U = unknown):
F
T
F