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IEEE 1451 is a set of smart transducer interface standards developed by the Institute of Electrical and Electronics Engineers (IEEE) Instrumentation and Measurement Society's Sensor Technology Technical Committee describing a set of open, common, network-independent communication interfaces for connecting transducers (sensors or actuators) to microprocessors, instrumentation systems, and ...
Mini Motor Racing is an isometric racing game developed by The Binary Mill for iOS and Android platforms. In May 2013, the game was released for the Microsoft Windows platform as Mini Motor Racing EVO [1] and in December 2019 for PlayStation 4 and PlayStation VR as Mini Motor Racing X. [2]
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Johann Faulhaber (5 May 1580 – 10 September 1635) was a German mathematician, specifically, a calculator (Rechenmeister). Ioannes Faulhaberus Mathematicus Imperialis Ulmæ Natus Biography
Just like the adjacent Prannerstraße and the Promenadeplatz to the south, Kardinal-Faulhaber-Straße was an address for the aristocratic palace concentrated in the Kreuzviertel. The Königliche Filialbank (today: HVB Forum) was built in 1893/94 at the corner of Salvatorstraße. The Spreti Palais [2] was built around 1730.
2 Arcade games [30] TMS3617 TMS3630 TMS3631-RI104 / RI105 Toshiba: Toshiba T7766A 1988 3 Some MSX models AY-3-8910 compatible chip (has the same pinout) Unisonic Technologies Company UM66, TXXL series 1 or 2 3-pin CMOS LSI based chip that contains pre-programmed read-only memory (ROM) [31] Yamaha: Yamaha YM2149 (SSG) 1983 3
Front page of a floppy disk controller data sheet (1979) A datasheet, data sheet, or spec sheet is a document that summarizes the performance and other characteristics of a product, machine, component (e.g., an electronic component), material, subsystem (e.g., a power supply), or software in sufficient detail that allows a buyer to understand what the product is and a design engineer to ...
[1] Faulhaber's formula is also called Bernoulli's formula. Faulhaber did not know the properties of the coefficients later discovered by Bernoulli. Rather, he knew at least the first 17 cases, as well as the existence of the Faulhaber polynomials for odd powers described below. [2] Jakob Bernoulli's Summae Potestatum, Ars Conjectandi, 1713