Bobo Motion is an album by jazz percussionist Willie Bobo recorded in 1967 and released on the Verve label.
The AllMusic review by Thom Jurek states "Bobo Motion is one of percussionist Willie Bobo's best-known recordings of the 1960s... the grooves are tighter and more sophisticated, and the drumming is mixed way up above an uncredited smaller combo... The tune selection is also weirder and reflects the range of Bobo' eclectic tastes, and turns more firmly toward jazz... Recommended".
Bobo may refer to:
Bobo is the title character of an eponym Italian comic strip created in 1979 by Sergio Staino. It was referred as a symbol of a whole generation.
The first comic strip of Bobo was created October 10, 1979 and was published in Linus in December of the same year. The comics later appeared in a large number of magazines and newspapers, including L'Unità, Il Corriere della Sera, Il Venerdì di Repubblica, Il Messaggero, L'espresso, Panorama, Cuore, TV Sorrisi e Canzoni.
The comic strip is pretty autobiographical, and the title character, a middle-aged former Communist average man struggling with family, politics and hobbies, is a self-portrait of the same author.
The same Staino starred in a live-action transposition of the comics, hosted in a segment of the television variety Drive In, in the 1984/1985 season.
This is a list of characters appearing in the animated series Kim Possible.
Kimberly Ann "Kim" Possible is a crime fighter and high school cheerleading captain who saves the world on a regular basis while dealing with the normal challenges of a teenager, such as winning cheer competitions, turning in her homework on time, and maintaining a love life. Her name is a play on the word "impossible." Kim has known Ron Stoppable, her sidekick for most missions, since preschool. She has also completed missions with Wade, Monique, her brothers, and even her mother. Kim and Ron end up developing romantic feelings for each other and begin dating during their senior year, in Season 4. She famously adopts untypical teen slang such as "So not the drama", "No big" ("no big deal"), as well as the series' catch phrase, "What's the sitch?" (slang for "situation") in her speech. At Middleton High School, she is popular and charismatic, as well as an excellent student. She has an irritable and demanding personality that often affects her work, yet she fulfills the role of a protagonist by using her intelligence and sensibility to 'save the day'. Though she struggles with embarrassment, her rivalry with Bonnie, and her shyness around her crushes, she usually displays extreme maturity, going so far as to act as Ron's conscience at times. She has a good relationship with her family members, though she is often annoyed by her brothers (whom she calls "Tweebs", for "Twin Dweebs"), and embarrassed by her parents' antics.
The Wii MotionPlus (Wiiモーションプラス) is an expansion device for the Wii Remote video game controller for the Wii that allows it to capture complex motion more accurately. According to Nintendo, the sensor in the device supplements the accelerometer and Sensor Bar capabilities of the Wii Remote to enable actions to be rendered identically on the screen in real time.
The Wii's successor console, the Wii U, supports the Wii MotionPlus and its peripherals in games where use of its touchscreen-built-in primary controller is not necessary.
The Wii MotionPlus was announced by Nintendo in a press release on July 14, 2008, and revealed the next day at a press conference at the E3 Media & Business Summit. It was released in June 2009. On May 3, 2010, Nintendo announced that starting May 9, 2010, the company will include its Wii Sports Resort game and MotionPlus controller with new consoles with no price increase.
The Wii MotionPlus was developed by Nintendo in collaboration with game development tool company AiLive. The sensor used is an InvenSense IDG-600 or IDG-650 in later units, designed in accordance to Nintendo's specification; with a high dynamic range, high mechanical shock tolerance, high temperature and humidity resistance, and small physical size.
A motion is a formal step to introduce a matter for consideration by a group. It is a common concept in the procedure of trade unions, students' unions, corporations, and other deliberative assemblies. Motions can be oral or in writing, the written form being known as a resolution.
A motion is generally proposed by an individual, usually a member of the body, for the consideration of the body as a whole. With the exception of certain incidental and privileged motions, the person making the motion, known as the mover, must first be recognized by the chairman as being entitled to speak; this process is known as obtaining the floor.
Once the mover has obtained the floor, the mover states the motion, normally prefixed with the phrase "I move." For instance, at a meeting of the board of directors of a corporation, a director may state "I move that the corporation delays the launch of the new product from April to July." If the motion was in writing, the mover would say "I move the resolution at the desk" or "I move the following resolution" and would then read it. Generally, once the motion has been proposed, consideration by the assembly occurs only if another member of the body immediately seconds the motion.
In geometry, a motion is an isometry of a metric space. For instance, a plane with Euclidean distance as metric is a metric space in which a mapping associating congruent figures is a motion. More generally, the term motion is a synonym for surjective isometry in metric geometry, including elliptic geometry and hyperbolic geometry. In the latter case, hyperbolic motions provide an approach to the subject for beginners.
In differential geometry, a diffeomorphism is called a motion if it induces an isometry between the tangent space at a manifold point and the tangent space at the image of that point.
Given a geometry, the set of motions forms a group under composition of mappings. This group of motions is noted for its properties. For example, the Euclidean group is noted for the normal subgroup of translations. In the plane, a direct Euclidean motion is either a translation or a rotation, while in space every direct Euclidean motion may be expressed as a screw displacement according to Chasles' theorem. When the underlying space is a Riemannian manifold, the group of motions is a Lie group. Furthermore, the manifold has constant curvature if and only if, for every pair of points and every isometry, there is a motion taking one point to the other for which the motion induces the isometry.
Where is the apology
I've been waiting for hours
We've already lost yesterday
Something you said to me
Put this hole in my heart
Now we'll never have yesterday
No cure for this
Life lived in ignorance
Our loose thread has turned fuse
And we're burning tomorrow
Our borrowed soul
Has been burning for hours
And the things that I wish you'd say
Soon they won't matter
Our love won't bring us together
'Cause our love won't be here forever
But if you talk to me right now
If you talk to me right now
Our love won't bring us together
But this silence will last forever