fancy ∗

عوامل موثر بر خرید تفننی محصول جدید با درگیری پایین

The purpose of this survey is to survey conceptual processes and consumers’ motivation for fancy purchase of new products. This study indicates how non-planned purchase of new products is different from that of other products leading to planning, marketing and management of sales costs and opportunities in new products industry by providing more information on the factors influencing fancy purc...

Genetic analyses of fancy rat-derived mutations.

To collect rat mutations and increase the value of the rat model system, we introduced fancy-derived mutations to the laboratory and carried out genetic analyses. Six fancy rats were shipped from a fancy rat colony in the USA and used as founders. After initial crosses with a laboratory strain, TM/Kyo or PVG/Seac, inbreeding started and 6 partially inbred lines, including 2 sublines, were produ...

Humming Birds: Pollination Facts and Fancy

Natural-color Yellow Diamonds

widely encountered of the “fancy color” diamonds (figure 1). From 1998 to the present, GIA has issued grading reports on more than 100,000 yellow diamonds, by far the most common of the fancy-color diamonds submitted to our laboratory. In 2003, for example, 58% of the diamonds submitted for GIA Colored Diamond Grading Reports or Colored Diamond Identification and Origin of Color Reports were in...

A Fancy Way to Obtain the Binary Digits of 759250125√2

R. L. Graham and H. O. Pollak observed that the sequence u1 = 1, un+1 = ⌊√ 2 ( un + 1 2 )⌋ , n ≥ 1, has the curious property that the sequence of numbers (u2n+1 − 2u2n−1)n≥1 gives the binary digits of √ 2. We present an extension of the Graham–Pollak sequence which allows to get – in a fancy way – the binary digits of 759250125 √ 2 and other numbers.