Development
In one storyline Nick begins a relationship with Julie Gibson (Naomi Watts). However when Julie's brother Revhead (Gavin Harrison) learns of their romance he is not happy. As Tom Etherington from TV Week reported, Revhead "didn't do anything by the book" and "his head nearly exploded" because Nick is a police officer. He "tried his best" to separate the pair but they end the relationship on their own terms. Etherington added that "it became obvious they were better suited to being just good friends".
After his relationship with Lucinda Croft (Dee Smart) ended, Nick fell for Roxanne Miller (Lisa Lackey). A writer for the TV Times commented "The soap's unlucky-in-love copper Nick appears to have fallen in a big way for Roxy". They added that Nick might be embarking on a new relationship too soon, while Roxy also believed Nick still loved Lucinda. Roxy was wary of getting involved with Nick and when his ex-girlfriend Sandy (Claudia Black) turned up in the Bay, she decided to put him to "a love test", which Nick passed. Of Nick and Roxy, Roberts said "On the outside, Nick looks as if he got his act together after Lucinda left him, but underneath he's vulnerable. He fancies Roxy, but doesn't want his heart broken again." Nick and Roxy eventually shared a "passionate kiss" signalling the beginning of their relationship.
Read more about this topic: Nick Parrish
Famous quotes containing the word development:
“Understanding child development takes the emphasis away from the child’s character—looking at the child as good or bad. The emphasis is put on behavior as communication. Discipline is thus seen as problem-solving. The child is helped to learn a more acceptable manner of communication.”
—Ellen Galinsky (20th century)
“The proper aim of education is to promote significant learning. Significant learning entails development. Development means successively asking broader and deeper questions of the relationship between oneself and the world. This is as true for first graders as graduate students, for fledging artists as graying accountants.”
—Laurent A. Daloz (20th century)
“I hope I may claim in the present work to have made it probable that the laws of arithmetic are analytic judgments and consequently a priori. Arithmetic thus becomes simply a development of logic, and every proposition of arithmetic a law of logic, albeit a derivative one. To apply arithmetic in the physical sciences is to bring logic to bear on observed facts; calculation becomes deduction.”
—Gottlob Frege (1848–1925)