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This is a list of dictionaries considered authoritative or complete by approximate number of total words, or headwords, included. Figures do not take account of entries with senses for different word classes (such as noun and adjective) and homographs. Although it is possible to count the number of entries in a dictionary, it is not possible to ...
List of candies. A candy shop in Buenos Aires, Argentina. Candy in Damascus, Syria. Bulk candies. Various candies from Austria, Denmark, France and Sweden. Candy, known also as sweets and confectionery, has a long history as a familiar food treat that is available in many varieties. Candy varieties are influenced by the size of the sugar ...
Lacabòn. Laffy Taffy. Lemon drop (candy) Lemon stick. Licorice pipe. Life Savers. Liquorice allsorts. List of top-selling candy brands. Lollipop.
estate. Landed property, tenement of land, especially with respect to an easement ( servitude ). 2 types: praedium dominans - dominant estate ( aka dominant tenement) praedium serviens - servient estate ( aka servient tenement) praeemptio. previous purchase. Right of first refusal. praesumptio. presumption.
This is a list of chocolate bar brands, in alphabetical order, including discontinued brands.A chocolate bar, also known as a candy bar in American English, is a confection in an oblong or rectangular form containing chocolate, dark chocolate, or white chocolate, which may also contain layerings or mixtures that include nuts, fruit, caramel, nougat, and wafers.
Candy, alternatively called sweets or lollies, [a] is a confection that features sugar as a principal ingredient. The category, also called sugar confectionery, encompasses any sweet confection, including chocolate, chewing gum, and sugar candy.
The following list shows a compact version of the colors in the list of colors A–F, G–M, and N–Z articles. The list shows the color swatch and its name. Hovering over the color box shows the HSV, RGB, and #hex values for the color in the tool tip.
The lexicographical order is one way of formalizing word order given the order of the underlying symbols. The formal notion starts with a finite set A, often called the alphabet, which is totally ordered. That is, for any two symbols a and b in A that are not the same symbol, either a < b or b < a .