Electraphonic Recording
Electraphonic Recording is a recording studio and record label located in Memphis, Tennessee.
Tom, Dick & Harry Creative Co.
Tom, Dick & Harry Creative, Co. is an American advertising agency in Chicago, Illinois that creates integrated marketing communications programs for both businesses and not-for-profit organizations.
Power center (geometry)
In geometry, the power center of three circles, also called the radical center, is the intersection point of the three radical axes of the pairs of circles.
If the radical center lies outside of all three circles, then it is the center of the unique circle( the radical circle) that intersects the three given circles orthogonally; the construction of this orthogonal circle corresponds to Monge's problem.
This is a special case of the three conics theorem.
The three radical axes meet in a single point, the radical center, for the following reason.
The radical axis of a pair of circles is defined as the set of points that have equal power" h" with respect to both circles.
For example, for every point P on the radical axis of circles 1 and 2, the powers to each circle are equal," hh".
Similarly, for every point on the radical axis of circles 2 and 3, the powers must be equal," hh".
Therefore, at the intersection point of these two lines, all three powers must be equal," hhh".
Since this implies that" hh", this point must also lie on the radical axis of circles 1 and 3.
Hence, all three radical axes pass through the same point, the radical center.
The radical center has several applications in geometry.
It has an important role in a solution to Apollonius' problem published by Joseph Diaz Gergonne in 1814.
In the power diagram of a system of circles, all of the vertices of the diagram are located at radical centers of triples of circles.
The Spieker center of a triangle is the radical center of its excircles.
Several types of radical circles have been defined as well, such as the radical circle of the Lucas circles.
Radical Axis (studio)
Radical Axis, Inc.( stylized as radicalaxis) is an American animation studio headquartered in Atlanta, Georgia known for its diverse work in both episodic television and commercials.
Founded in 2000 by Scott Fry, an animator on the Adult Swim series" Aqua Teen Hunger Force", Radical Axis has since become one of the fastest growing studios in the Southeast.
In addition to" Aqua Teen Hunger Force", the studio's television credits include" Squidbillies Perfect Hair Forever12 oz. MouseSealab 2021 Freak Show" on Comedy Central, and" Archer for FX".
Radical
Axis also animated the full- length film," Aqua Teen Hunger Force Colon Movie Film For Theaters".
Cartoon studio
Cartoon Studio and similar may mean:
Satellite tournament
A satellite tournament is either a minor tournament or event on a competitive sporting tour or one of a group of such tournaments that form a series played in the same country or region.
Engesa
Engesa – Engenheiros Especializados
S/A was a Brazilian company in the agriculture and defense sectors that specialized in producing tactical military trucks, armored fighting vehicles, and civilian Sport utility vehicles.
Engesa began as a private company in 1963, fitting all- wheel- drive systems into existing commercial trucks.
It also rebuilt, adapted, and updated obsolete armoured vehicles and tanks that had been sold or given to the Brazilian Army during and after World War II.
Engesa's first headquarters were in Avenida Liberdade, São Paulo.
In 1975, the company moved its headquarters to Avenida Das Nações Unidas, and in 1985, to Barueri.
However, its main production facility was in São José dos Campos.
Engesa headed a group of Brazilian companies, operating in various economic sectors and exporting to 37 countries, that included Engesa Electronics( a Brazilian subsidiary of Philips) and FNV(" Fábrica Nacional de Vagões" or National Rail Car Factory).
Research and development for the group was provided by the company Engepeq.
In the 1980s, Engesa employed over 5,000 people, and by 1993 had produced over 3,300 armoured vehicles for the Brazilian military and export worldwide.
Engesa was declared bankrupt in October 1993.
The company's problems had begun with the loss of$ 200 million in Iraq and the failure of sales of its EE- T1 Osório tank in which it had invested its complete budget.
In 2001, the company's factory in São José dos Campos was sold to Embraer.
Panda Security
Panda Security is a Spanish company that specializes in creating products for IT security.
It started with antivirus software, and now also provides and develops cybersecurity software.
This includes security products and services for both businesses and home users, and protection tools for systems, networks, emails, and other private information.
Training Day (Archer)
" Training Day" is the second episode of the animated comedy" Archer."
It was written by" Archer" creator and co-executive producer Adam Reed and directed by Mack Williams.
In the episode, Archer's mother Malory assigns her son the task of training Cyril to be an agent.
Meanwhile, secretary Cheryl and human resources representative Pam take advantage of Malory being temporarily blinded by an allergic reaction.
" Training Day" was produced at Floyd County Productions and animated at Radical Axis studio in Atlanta, over the course of approximately one month.
FX had initially planned on airing the series alongside the fifth season of" It's Always Sunny in Philadelphia" in 2009, but production constraints led to it being pushed back to January 2010.
The episode features cultural references to the films" Rain Man" and" James Bond", and stand- up comedian and actor Dane Cook.
In its original broadcast, the episode was met with 1.8 million viewers and positive reviews.
Radical axis
The radical axis( or power line) of two non-concentric circles is a line defined by the two circles, perpendicular to the line connecting the centers of the circles.
If the circles cross, their radical axis is the line through their two crossing points, and if they are tangent, it is their line of tangency.
For two disjoint circles, the radical axis is the locus of points at which tangents drawn to both circles have equal lengths.
The radical axis is always a straight line and always perpendicular to the line connecting the centers of the circles.
For any point P on the radical axis, there is a unique circle centered on P that intersects both circles at right angles( orthogonally); conversely, the center of any circle that cuts both circles orthogonally must lie on the radical axis.
In technical language, each point P on the radical axis has the same power with respect to both circles where" r" and" r" are the radii of the two circles," d" and" d" are distances from P to the centers of the two circles, and" R" is the radius of the unique orthogonal circle centered on P.
In general, two disjoint, non-concentric circles can be aligned with the circles of bipolar coordinates; in that case, the radical axis is simply the" y"- axis; every circle on that axis that passes through the two foci intersect the two circles orthogonally.
Thus, two radii of such a circle are tangent to both circles, satisfying the definition of the radical axis.
The collection of all circles with the same radical axis and with centers on the same line is known as a pencil of coaxal circles.

Question: Are both businesses, Radical Axis (Studio) and Engesa, located in the same country?
Answer: no