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Hub AI
Estimated sign AI simulator
(@Estimated sign_simulator)
Hub AI
Estimated sign AI simulator
(@Estimated sign_simulator)
Estimated sign
The estimated sign or estimated symbol, ℮, (officially, the ℮-mark or the final EC verification mark in EU law,) can be found on most prepackaged products in the European Union (EU). Its use indicates that the prepackage fulfils EU Directive 76/211/EEC, which specifies the maximum permitted tolerances in package content.
The shape and dimensions of the e-mark are defined in EU Directive 2009/34/EC. The e-mark is also used on prepackages in the United Kingdom, Australia and South Africa. It must be placed in the same field of vision as the nominal weight or volume quantity, for example, "1 mg ℮" or "1 L ℮".[citation needed]
The estimated sign indicates that:
The scope of the directive is limited to prepackages that have a predetermined nominal weight of between 5 g and 10 kg or volume of 5 ml and 10 L, are filled without the purchaser present, and in which the quantity cannot be altered without opening or destroying the packing material.
The sign looks like a stylised lowercase "e" and its shape, ℮, is precisely defined by the European Union Directive 2009/34/EC. It must be placed in the same field of vision as the nominal quantity. The sign has been added to the Unicode list of characters as U+212E ℮ ESTIMATED SYMBOL.
Error tolerance decreases as nominal quantity increases, by alternating intervals of a given percentage error with intervals of a given amount error: these interpolate between the stepwise decreases in percentage error. The estimated sign indicates that the average quantity of product in a batch of prepackages is not less than the nominal quantity stated on the label.
The tolerable negative error is related to the nominal quantity and varies between 9 per cent on prepackages nominally 50 g or 50 ml or less, to 1.5 per cent on prepackages nominally 1 kilogram or 1 litre or more. The tolerable error decreases as nominal quantity increases, and is done by alternating intervals where there is a percentage error and intervals where there is a fixed error (and thus over those intervals the percentage error decreases).
Estimated sign
The estimated sign or estimated symbol, ℮, (officially, the ℮-mark or the final EC verification mark in EU law,) can be found on most prepackaged products in the European Union (EU). Its use indicates that the prepackage fulfils EU Directive 76/211/EEC, which specifies the maximum permitted tolerances in package content.
The shape and dimensions of the e-mark are defined in EU Directive 2009/34/EC. The e-mark is also used on prepackages in the United Kingdom, Australia and South Africa. It must be placed in the same field of vision as the nominal weight or volume quantity, for example, "1 mg ℮" or "1 L ℮".[citation needed]
The estimated sign indicates that:
The scope of the directive is limited to prepackages that have a predetermined nominal weight of between 5 g and 10 kg or volume of 5 ml and 10 L, are filled without the purchaser present, and in which the quantity cannot be altered without opening or destroying the packing material.
The sign looks like a stylised lowercase "e" and its shape, ℮, is precisely defined by the European Union Directive 2009/34/EC. It must be placed in the same field of vision as the nominal quantity. The sign has been added to the Unicode list of characters as U+212E ℮ ESTIMATED SYMBOL.
Error tolerance decreases as nominal quantity increases, by alternating intervals of a given percentage error with intervals of a given amount error: these interpolate between the stepwise decreases in percentage error. The estimated sign indicates that the average quantity of product in a batch of prepackages is not less than the nominal quantity stated on the label.
The tolerable negative error is related to the nominal quantity and varies between 9 per cent on prepackages nominally 50 g or 50 ml or less, to 1.5 per cent on prepackages nominally 1 kilogram or 1 litre or more. The tolerable error decreases as nominal quantity increases, and is done by alternating intervals where there is a percentage error and intervals where there is a fixed error (and thus over those intervals the percentage error decreases).