IDAPA 02.02.14.173
Polyethylene Sheeting
01. Packages. All packages of polyethylene sheeting must be labeled as to quantity in accordance wit h the following: (3-15-22) a. Actual length; (3-15-22) b. Actual width; (3-15-22) c. Actual thickness; and (3-15-22) d. Actual weight of each individual unit. (3-15-22) 02. Bulk. All polyethylene sold from bulk must be accompanied by a delivery ticket with the followin g information: (3-15-22) a. The identity; (3-15-22) b. Actual length, width, thickness, and weight of each individual unit; (3-15-22) c. The number of individual units; (3-15-22) d. The total weight of all the units; (3-15-22) e. The name and address of both the vendor and purchaser; and (3-15-22) f. The date delivered or the date shipped. (3-15-22) 03. Count -- Ply. If the commodity is in individually usable units of one (1) or more components o r ply, the quantity declaration must, in addition to complying with other applicable quantity declaration requirements o f this rule, include the number of ply and the total number of usable units. Roll-type commodities, when perforated s o as to identify individual usable units, must not be deemed to be made up of usable units; however, such roll-typ e commodities must be labeled in terms of: (3-15-22) a. Total area measurement; (3-15-22) b. Number of ply; (3-15-22) c. Count of usable units; and (3-15-22) d. Dimensions of a single usable unit. (3-15-22) 04. Fractions. A statement of net quantity of contents of any consumer commodity may contai n common or decimal fractions. A common fraction must be in terms of halves (1/2), quarters (1/4), eighths (1/8) , sixteenths (1/16), or thirty-seconds (1/32), except that: (3-15-22) a. If there exists a firmly established general consumer usage and trade custom of employing differen t common fractions in the net quantity declaration of a particular commodity, they may be employed; and (3-15-22) b. If linear measurements are required in terms of yards or feet, common fractions may be in terms o f thirds (1/3). A common fraction must be reduced to its lowest terms; a decimal fraction must not be carried out t o more than two (2) places. (3-15-22)