Wayfinders A Pacific Odyssey Quotes & Sayings

Why is it that farmworkers feed the nation but they can't get food stamps? — Dolores Huerta

An enemy of your enemy might be your friend. But a friend of your friend isn't automatically your friend. — Mokokoma Mokhonoana

I felt need. It was you. I can never allow myself to need you. So, my only choice is to make you need me, because ridding myself of you is no longer an option. — Renea Mason

Treat your customers like lifetime partners. — Michael LeBoeuf

It's not that we need new ideas, but we need to stop having old ideas. — Edwin Land

Mr. Marsham was born (in 1822) into a world that was still essentially medieval - a place of candlelight, medicinal leeches, travel at walking pace, news from afar that was always weeks or months old - and lived to see the introduction of one marvel after another: steamships and speeding trains, telegraphy, photography, anesthesia, indoor plumbing, gas lighting, antisepsis in medicine, refrigeration, telephones, electric lights, recorded music, cars and planes, skyscrapers, motion pictures, radio, and literally tens of thousands of tiny things more, from mass-produced bars of soap to push-along lawn mowers. — Bill Bryson

She said if she couldn't play, she had nothing left. What about me? — Gayle Forman

The first time I saw my wife, Marjorie, I was doing stand-up in Memphis, and she was sitting in the front row. Afterward, I walked up and said, 'Ma'am, I'm going to marry you one day.' And 15 years later, I did. — Steve Harvey

I closed the door and sank into my desk chair. My heart was pounding even harder. I felt like someone who had just staggered out of her car after an accident on a freeway. This was different from the cockroach and the books and the Barbie. I'd been injured. Someone had tried to physically harm me. — Kate White

I just really love the cartoon form. I love the plasticity of it. — Roz Chast

Shawn Michaels has left the building. — Shawn Michaels

The integrals which we have obtained are not only general expressions which satisfy the differential equation, they represent in the most distinct manner the natural effect which is the object of the phenomenon ... when this condition is fulfilled, the integral is, properly speaking, the equation of the phenomenon; it expresses clearly the character and progress of it, in the same manner as the finite equation of a line or curved surface makes known all the properties of those forms. — Joseph Fourier