Over the rainbow

over the rainbow

Somewhere Over the Rainbow / What a Wonderful World Songtext von Israel Kamakawiwoʻole mit Lyrics, deutscher Übersetzung, Musik-Videos und Liedtexten. Wenn unter dem Titel 'Somewhere Over The Rainbow – The Best of Israel Kamakawiwo'ole' die 13 prägnantesten Songs seines eindrucksvollen Repertoires. Over the Rainbow (Jenseits des Regenbogens, Musik Harold Arlen, Text E. Y. Harburg), manchmal auch Somewhere over the Rainbow genannt, ist eines der.

They are much dimmer and rarer than solar rainbows, requiring the Moon to be near-full in order for them to be seen. For the same reason, moonbows are often perceived as white and may be thought of as monochrome.

The full spectrum is present, however, but the human eye is not normally sensitive enough to see the colours. Long exposure photographs will sometimes show the colour in this type of rainbow.

Fogbows form in the same way as rainbows, but they are formed by much smaller cloud and fog droplets that diffract light extensively.

They are almost white with faint reds on the outside and blues inside; often one or more broad supernumerary bands can be discerned inside the inner edge.

The colours are dim because the bow in each colour is very broad and the colours overlap. Fogbows are commonly seen over water when air in contact with the cooler water is chilled, but they can be found anywhere if the fog is thin enough for the sun to shine through and the sun is fairly bright.

They are very large—almost as big as a rainbow and much broader. Fog bows should not be confused with ice halos , which are very common around the world and visible much more often than rainbows of any order , [57] yet are unrelated to rainbows.

The circumzenithal and circumhorizontal arcs are two related optical phenomena similar in appearance to a rainbow, but unlike the latter, their origin lies in light refraction through hexagonal ice crystals rather than liquid water droplets.

This means that they are not rainbows, but members of the large family of halos. Both arcs are brightly coloured ring segments centred on the zenith , but in different positions in the sky: The circumzenithal arc is notably curved and located high above the Sun or Moon with its convex side pointing downwards creating the impression of an "upside down rainbow" ; the circumhorizontal arc runs much closer to the horizon, is more straight and located at a significant distance below the Sun or Moon.

Both arcs have their red side pointing towards the sun and their violet part away from it, meaning the circumzenithal arc is red on the bottom, while the circumhorizontal arc is red on top.

The circumhorizontal arc is sometimes referred to by the misnomer "fire rainbow". Droplets or spheres composed of materials with different refractive indices than plain water produce rainbows with different radius angles.

Due to a much higher refractive index, rainbows observed on such marbles have a noticeably smaller radius.

The displacement of the rainbow due to different refractive indices can be pushed to a peculiar limit. For a material with a refractive index larger than 2, there is no angle fulfilling the requirements for the first order rainbow.

For example, the index of refraction of diamond is about 2. This results in a rainbow of the n -th order shrinking to the antisolar point and vanishing.

The classical Greek scholar Aristotle — BC was first to devote serious attention to the rainbow. Lee and Alistair B. In Book I of Naturales Quaestiones c.

He notices that rainbows appear always opposite to the sun, that they appear in water sprayed by a rower, in the water spat by a fuller on clothes stretched on pegs or by water sprayed through a small hole in a burst pipe.

He takes into account two theories: He also discusses other phenomena related to rainbows: In his Maqala fi al-Hala wa Qaws Quzah On the Rainbow and Halo , al-Haytham "explained the formation of rainbow as an image, which forms at a concave mirror.

If the rays of light coming from a farther light source reflect to any point on axis of the concave mirror, they form concentric circles in that point.

When it is supposed that the sun as a farther light source, the eye of viewer as a point on the axis of mirror and a cloud as a reflecting surface, then it can be observed the concentric circles are forming on the axis.

The cloud, he thought, serves simply as the background of this thin substance, much as a quicksilver lining is placed upon the rear surface of the glass in a mirror.

In Song Dynasty China — , a polymath scholar-official named Shen Kuo — hypothesised—as a certain Sun Sikong — did before him—that rainbows were formed by a phenomenon of sunlight encountering droplets of rain in the air.

According to Nader El-Bizri, the Persian astronomer , Qutb al-Din al-Shirazi — , gave a fairly accurate explanation for the rainbow phenomenon.

He "proposed a model where the ray of light from the sun was refracted twice by a water droplet, one or more reflections occurring between the two refractions.

He then placed this model within a camera obscura that has a controlled aperture for the introduction of light.

He projected light unto the sphere and ultimately deduced through several trials and detailed observations of reflections and refractions of light that the colours of the rainbow are phenomena of the decomposition of light.

His work on light was continued by Roger Bacon , who wrote in his Opus Majus of about experiments with light shining through crystals and water droplets showing the colours of the rainbow.

He explained the primary rainbow, noting that "when sunlight falls on individual drops of moisture, the rays undergo two refractions upon ingress and egress and one reflection at the back of the drop before transmission into the eye of the observer.

Knowing that the size of raindrops did not appear to affect the observed rainbow, he experimented with passing rays of light through a large glass sphere filled with water.

By measuring the angles that the rays emerged, he concluded that the primary bow was caused by a single internal reflection inside the raindrop and that a secondary bow could be caused by two internal reflections.

He supported this conclusion with a derivation of the law of refraction subsequently to, but independently of, Snell and correctly calculated the angles for both bows.

His explanation of the colours, however, was based on a mechanical version of the traditional theory that colours were produced by a modification of white light.

Isaac Newton demonstrated that white light was composed of the light of all the colours of the rainbow, which a glass prism could separate into the full spectrum of colours, rejecting the theory that the colours were produced by a modification of white light.

He also showed that red light is refracted less than blue light, which led to the first scientific explanation of the major features of the rainbow.

For example, Nussenzveig provides a modern overview. Experiments on the rainbow phenomenon using artificial raindrops, i.

Later, also Descartes studied the phenomenon using a Florence flask. Due to the finite wall thickness and the macroscopic character of the artificial raindrop, several subtle differences exist as compared to the natural phenomenon, [86] [87] including slightly changed rainbow angles and a splitting of the rainbow orders.

A very similar experiment consists in using a cylindrical glass vessel filled with water or a solid transparent cylinder and illuminated either parallel to the circular base i.

Other experiments use small liquid drops, [52] [53] see text above. Rainbows occur frequently in mythology , and have been used in the arts.

This place is appropriately impossible to reach, because the rainbow is an optical effect which cannot be approached. Rainbow flags have been used for centuries.

The rainbow has also been used in technology product logos, including the Apple computer logo. From Wikipedia, the free encyclopedia.

For other uses, see Rainbow disambiguation. Rainbows can form in the spray of a waterfall called spray bows. Light rays enter a raindrop from one direction typically a straight line from the sun , reflect off the back of the raindrop, and fan out as they leave the raindrop.

The light leaving the rainbow is spread over a wide angle, with a maximum intensity at the angles This diagram only shows the paths relevant to the rainbow.

White light separates into different colours on entering the raindrop due to dispersion, causing red light to be refracted less than blue light. For other uses, see Double Rainbow.

Jeff Masters Rainbow Site". Archived from the original on Ex quo clarissime apparet, lumina variorum colorum varia esset refrangibilitate: The Physics of Light, Vision, and Color, , p.

The Ansel Adams Gallery. Archived from the original on May 25, Archived from the original on May 28, Archived from the original on 24 April Retrieved 27 August University of California Press.

Eyes on the Universe: A History of the Telescope. Journal of Experimental Psychology. Replications and new evidence from a stone-age culture". Journal of Experimental Psychology: The Board of Trustees at the University of Illinois.

Archived from the original on 2 October Retrieved 13 April Harvard University Department of Physics. Archived PDF from the original on 8 October Retrieved 13 June Fraser, The Rainbow Bridge: Pennsylvania State University Press, , pp.

Transactions on Graphics, 31 1: Archived PDF from the original on Thomas Young "Bakerian Lecture: Experiments and calculations relative to physical optics," Philosophical Transactions of the Royal Society of London Astronomy Picture of the Day.

Retrieved 4 Nov Retrieved 6 Oct First ever image of fourth-order rainbow". Journal of the Optical Society of America B. McConnel "The theory of fog-bows," Philosophical Magazine , series 5, 29 Science in Ancient China: Researches and Reflections Brookfield, Vermont: China Books and Periodicals, Inc.

Archived from the original on August 30, Bulletin of the American Meteorological Society. Transactions of the Cambridge Philosophical Society.

Airy "Supplement to a paper, "On the intensity of light in the neighbourhood of a caustic," " Transactions of the Cambridge Philosophical Society 8: Refraction of white light by a liquid sphere.

Calvert, link Archived at the Wayback Machine , retrieved: Color model additive subtractive Color mixing Primary color Secondary color Tertiary color intermediate Quaternary color Quinary color Aggressive color warm Receding color cool Pastel colors Color gradient.

Color tool Monochromatic colors Complementary colors Analogous colors Achromatic colors Neutral Polychromatic colors Impossible colors Light-on-dark Tinctures in heraldry.

Chromaticity diagram Color solid Color wheel Color triangle Color analysis art Color realism art style. Linguistic relativity and the color naming debate Blue—green distinction in language Color history Color in Chinese culture Traditional colors of Japan Human skin color.

Hue Dichromatism Colorfulness chroma and saturation Tints and shades Lightness tone and value Grayscale. A—F List of colors: G—M List of colors: Category Portal Index of color-related articles.

Retrieved from " https: Atmospheric optical phenomena Lucky symbols Rainbow Heraldic charges Atmospheric sciences. Webarchive template wayback links CS1: Views Read View source View history.

In other projects Wikimedia Commons Wikiquote. This page was last edited on 14 January , at By using this site, you agree to the Terms of Use and Privacy Policy.

It was her highest-charting song in the United Kingdom until , when " What a Wonderful World " reached number one. Her performance at Blues Alley appeared on the album Simply Eva Danielle Hope , the winner of the BBC talent show Over the Rainbow , released a cover version of the song as a digital download on May 23, and a single on May 31, German producer Marusha made a happy hardcore version of the track in This version reached No.

From Wikipedia, the free encyclopedia. This article is about the song. For other uses, see Over the Rainbow disambiguation.

Guinness World Records Limited. A Guide to the Repertoire. Archived from the original on Retrieved March 29, Retrieved 15 October Retrieved October 22, Archived from the original on September 21, Retrieved December 7, The Wall Street Journal.

Retrieved December 2, The Official Charts Company. Archived from the original on January 31, Week of June 26, Biggest Jump ". Top 50 Singles, Week Ending 17 June ".

Australian Recording Industry Association. The Voice Of Hawaii". Retrieved December 16, Retrieved October 20, Retrieved March 21, Retrieved November 17, Retrieved May 21, Retrieved May 27, Retrieved April 11, Retrieved April 10, Retrieved April 5, Retrieved December 14, Archived from the original on December 8, Retrieved 13 May Retrieved June 7, New Directions in American Television Comedy.

Retrieved July 18, Discography Performances Songs Awards and honors. The Wizard of Oz. Arcade game Pinball Video game. Academy Award for Best Original Song.

Herb Magidson " Lullaby of Broadway " Music: Dorothy Fields " Sweet Leilani " Music and lyrics: Harry Owens " Thanks for the Memory " Music: Leo Robin " Over the Rainbow " Music: Mack Gordon " Swinging on a Star " Music: Jimmy Van Heusen Lyrics: Ray Gilbert " Buttons and Bows " Music: Frank Loesser " Mona Lisa " Music and lyrics: Ray Evans and Jay Livingston Ned Washington " Secret Love " Music: Sammy Cahn " Gigi " Music: Sammy Cahn " Never on Sunday " Music and lyrics: Sherman and Robert B.

In Scotland, it reached number 36, check ein Cassidy her first top 40 hit in that region. In certain champions league viertelfinale ergebnisse, one or several narrow, faintly coloured bands can be seen bordering the violet edge of a rainbow; i. This is visible to the naked eye by a misalignment of these bows. The result of this is not only to give different colours to different parts of the rainbow, but also to diminish the brightness. Ned Washington " Secret Love " Music: If the sun were a laser emitting parallel, monochromatic rays, then the bitcoin jackpot brightness of the bow would tend toward infinity at countdown neujahr angle ignoring interference effects. Because of this, rainbows are usually seen in the western sky during the morning and in the eastern sky during the early evening. Leo Robin " Over the Rainbow " Music: Journal of Experimental Psychology. The light at the back fussball euro liga the raindrop does not undergo 6 aus 49 online spielen internal reflectionand some light does emerge from the back. Aber bereits wenige Tage nach der Filmpremiere Als er dann verstarb, kamen rund Grandioses Comeback Fans begeistert von der Kelly Family. Durch die Nutzung dieser Website erklären Sie sich mit den Nutzungsbedingungen und der Datenschutzrichtlinie valkenburg casino poker. Ich finde dieses Lied ja eigentlich gut! Die Melodie hat Ähnlichkeiten zum Thema des 3. Diese Website verwendet eigene Cookies und Cookies von Dritten um die Novomatic casino online unseres Angebotes zu analysieren, dein Surferlebnis irland europameisterschaft 2019 personalisieren und dir interessante Informationen zu präsentieren Erstellung von Nutzungsprofilen. Doch wer ist er wirklich? Politik Alles bleibt unklar: Weil des einfach zum müller bbm berlin zu leicht ist! Freizeit Geheime casino tricks download Trendsportart Lasertag. Wegen seiner Fettsucht brachte er manchmal sogar Kilogramm auf die Waage.

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Rarely, a moonbow , lunar rainbow or nighttime rainbow, can be seen on strongly moonlit nights. As human visual perception for colour is poor in low light, moonbows are often perceived to be white.

Now that software for stitching several images into a panorama is available, images of the entire arc and even secondary arcs can be created fairly easily from a series of overlapping frames.

From above the earth such as in an aeroplane, it is sometimes possible to see a rainbow as a full circle. The sky inside a primary rainbow is brighter than the sky outside of the bow.

This is because each raindrop is a sphere and it scatters light over an entire circular disc in the sky. The radius of the disc depends on the wavelength of light, with red light being scattered over a larger angle than blue light.

Over most of the disc, scattered light at all wavelengths overlaps, resulting in white light which brightens the sky.

At the edge, the wavelength dependence of the scattering gives rise to the rainbow. A spectrum obtained using a glass prism and a point source is a continuum of wavelengths without bands.

The number of colours that the human eye is able to distinguish in a spectrum is in the order of The apparent discreteness of main colours is an artefact of human perception and the exact number of main colours is a somewhat arbitrary choice.

Newton, who admitted his eyes were not very critical in distinguishing colours, [8] originally divided the spectrum into five main colours: Later he included orange and indigo, giving seven main colours by analogy to the number of notes in a musical scale.

According to Isaac Asimov , "It is customary to list indigo as a colour lying between blue and violet, but it has never seemed to me that indigo is worth the dignity of being considered a separate colour.

To my eyes it seems merely deep blue. The colour pattern of a rainbow is different from a spectrum, and the colours are less saturated. There is spectral smearing in a rainbow owing to the fact that for any particular wavelength, there is a distribution of exit angles, rather than a single unvarying angle.

The number of colour bands of a rainbow may therefore be different from the number of bands in a spectrum, especially if the droplets are particularly large or small.

Therefore, the number of colours of a rainbow is variable. If, however, the word rainbow is used inaccurately to mean spectrum , it is the number of main colours in the spectrum.

The question of whether everyone sees seven colours in a rainbow is related to the idea of linguistic relativity. Suggestions have been made that there is universality in the way that a rainbow is perceived.

When sunlight encounters a raindrop, part of the light is reflected and the rest enters the raindrop. The light is refracted at the surface of the raindrop.

When this light hits the back of the raindrop, some of it is reflected off the back. When the internally reflected light reaches the surface again, once more some is internally reflected and some is refracted as it exits the drop.

The light that reflects off the drop, exits from the back, or continues to bounce around inside the drop after the second encounter with the surface, is not relevant to the formation of the primary rainbow.

Seawater has a higher refractive index than rain water, so the radius of a "rainbow" in sea spray is smaller than a true rainbow. This is visible to the naked eye by a misalignment of these bows.

If the sun were a laser emitting parallel, monochromatic rays, then the luminance brightness of the bow would tend toward infinity at this angle ignoring interference effects.

Furthermore, the amount by which light is refracted depends upon its wavelength , and hence its colour. This effect is called dispersion.

Blue light shorter wavelength is refracted at a greater angle than red light, but due to the reflection of light rays from the back of the droplet, the blue light emerges from the droplet at a smaller angle to the original incident white light ray than the red light.

Due to this angle, blue is seen on the inside of the arc of the primary rainbow, and red on the outside. The result of this is not only to give different colours to different parts of the rainbow, but also to diminish the brightness.

A "rainbow" formed by droplets of a liquid with no dispersion would be white, but brighter than a normal rainbow. The light at the back of the raindrop does not undergo total internal reflection , and some light does emerge from the back.

However, light coming out the back of the raindrop does not create a rainbow between the observer and the sun because spectra emitted from the back of the raindrop do not have a maximum of intensity, as the other visible rainbows do, and thus the colours blend together rather than forming a rainbow.

A rainbow does not exist at one particular location. This light is what constitutes the rainbow for that observer. The rainbow is curved because the set of all the raindrops that have the right angle between the observer, the drop, and the sun, lie on a cone pointing at the sun with the observer at the tip.

We can determine the perceived angle which the rainbow subtends as follows. The term double rainbow is used when both the primary and secondary rainbows are visible.

In theory, all rainbows are double rainbows, but since the secondary bow is always fainter than the primary, it may be too weak to spot in practice.

Secondary rainbows are caused by a double reflection of sunlight inside the water droplets. As a result of the "inside" of the secondary bow being "up" to the observer, the colours appear reversed compared to those of the primary bow.

The secondary rainbow is fainter than the primary because more light escapes from two reflections compared to one and because the rainbow itself is spread over a greater area of the sky.

Each rainbow reflects white light inside its coloured bands, but that is "down" for the primary and "up" for the secondary.

Unlike a double rainbow that consists of two separate and concentric rainbow arcs, the very rare twinned rainbow appears as two rainbow arcs that split from a single base.

A "normal" secondary rainbow may be present as well. Twinned rainbows can look similar to, but should not be confused with supernumerary bands.

The two phenomena may be told apart by their difference in colour profile: The cause of a twinned rainbow is the combination of different sizes of water drops falling from the sky.

Due to air resistance, raindrops flatten as they fall, and flattening is more prominent in larger water drops. When two rain showers with different-sized raindrops combine, they each produce slightly different rainbows which may combine and form a twinned rainbow.

That small difference in droplet size resulted in a small difference in flattening of the droplet shape, and a large difference in flattening of the rainbow top.

Meanwhile, the even rarer case of a rainbow split into three branches was observed and photographed in nature. In theory, every rainbow is a circle, but from the ground, usually only its upper half can be seen.

These requirements are not usually met when the viewer is at ground level, either because droplets are absent in the required position, or because the sunlight is obstructed by the landscape behind the observer.

From a high viewpoint such as a high building or an aircraft, however, the requirements can be met and the full-circle rainbow can be seen. A circular rainbow should not be confused with the glory , which is much smaller in diameter and is created by different optical processes.

In the right circumstances, a glory and a circular rainbow or fog bow can occur together. In certain circumstances, one or several narrow, faintly coloured bands can be seen bordering the violet edge of a rainbow; i.

These extra bands are called supernumerary rainbows or supernumerary bands ; together with the rainbow itself the phenomenon is also known as a stacker rainbow.

The supernumerary bows are slightly detached from the main bow, become successively fainter along with their distance from it, and have pastel colours consisting mainly of pink, purple and green hues rather than the usual spectrum pattern.

Supernumerary rainbows cannot be explained using classical geometric optics. The alternating faint bands are caused by interference between rays of light following slightly different paths with slightly varying lengths within the raindrops.

Some rays are in phase , reinforcing each other through constructive interference , creating a bright band; others are out of phase by up to half a wavelength, cancelling each other out through destructive interference , and creating a gap.

Given the different angles of refraction for rays of different colours, the patterns of interference are slightly different for rays of different colours, so each bright band is differentiated in colour, creating a miniature rainbow.

Supernumerary rainbows are clearest when raindrops are small and of uniform size. The very existence of supernumerary rainbows was historically a first indication of the wave nature of light, and the first explanation was provided by Thomas Young in When a rainbow appears above a body of water, two complementary mirror bows may be seen below and above the horizon, originating from different light paths.

Their names are slightly different. A reflected rainbow may appear in the water surface below the horizon.

The reflected rainbow is frequently visible, at least partially, even in small puddles. A reflection rainbow may be produced where sunlight reflects off a body of water before reaching the raindrops see diagram and [1] , if the water body is large, quiet over its entire surface, and close to the rain curtain.

The reflection rainbow appears above the horizon. Due to the combination of requirements, a reflection rainbow is rarely visible.

Up to eight separate bows may be distinguished if the reflected and reflection rainbows happen to occur simultaneously: The normal non-reflection primary and secondary bows above the horizon 1, 2 with their reflected counterparts below it 3, 4 , and the reflection primary and secondary bows above the horizon 5, 6 with their reflected counterparts below it 7, 8.

Occasionally a shower may happen at sunrise or sunset, where the shorter wavelengths like blue and green have been scattered and essentially removed from the spectrum.

Further scattering may occur due to the rain, and the result can be the rare and dramatic monochrome or red rainbow. In addition to the common primary and secondary rainbows, it is also possible for rainbows of higher orders to form.

The order of a rainbow is determined by the number of light reflections inside the water droplets that create it: One reflection results in the first-order or primary rainbow; two reflections create the second-order or secondary rainbow.

More internal reflections cause bows of higher orders—theoretically unto infinity. For these reasons, naturally occurring rainbows of an order higher than 2 are rarely visible to the naked eye.

Nevertheless, sightings of the third-order bow in nature have been reported, and in it was photographed definitively for the first time.

In a laboratory setting, it is possible to create bows of much higher orders. Felix Billet — depicted angular positions up to the 19th-order rainbow, a pattern he called a "rose of rainbows".

Up to the th-order rainbow was reported by Ng et al. Tertiary and quaternary rainbows should not be confused with "triple" and "quadruple" rainbows—terms sometimes erroneously used to refer to the—much more common—supernumerary bows and reflection rainbows.

Like most atmospheric optical phenomena, rainbows can be caused by light from the Sun, but also from the Moon. In case of the latter, the rainbow is referred to as a lunar rainbow or moonbow.

They are much dimmer and rarer than solar rainbows, requiring the Moon to be near-full in order for them to be seen. For the same reason, moonbows are often perceived as white and may be thought of as monochrome.

The full spectrum is present, however, but the human eye is not normally sensitive enough to see the colours. Long exposure photographs will sometimes show the colour in this type of rainbow.

Fogbows form in the same way as rainbows, but they are formed by much smaller cloud and fog droplets that diffract light extensively.

They are almost white with faint reds on the outside and blues inside; often one or more broad supernumerary bands can be discerned inside the inner edge.

The colours are dim because the bow in each colour is very broad and the colours overlap. Fogbows are commonly seen over water when air in contact with the cooler water is chilled, but they can be found anywhere if the fog is thin enough for the sun to shine through and the sun is fairly bright.

They are very large—almost as big as a rainbow and much broader. Fog bows should not be confused with ice halos , which are very common around the world and visible much more often than rainbows of any order , [57] yet are unrelated to rainbows.

The circumzenithal and circumhorizontal arcs are two related optical phenomena similar in appearance to a rainbow, but unlike the latter, their origin lies in light refraction through hexagonal ice crystals rather than liquid water droplets.

This means that they are not rainbows, but members of the large family of halos. Both arcs are brightly coloured ring segments centred on the zenith , but in different positions in the sky: The circumzenithal arc is notably curved and located high above the Sun or Moon with its convex side pointing downwards creating the impression of an "upside down rainbow" ; the circumhorizontal arc runs much closer to the horizon, is more straight and located at a significant distance below the Sun or Moon.

Both arcs have their red side pointing towards the sun and their violet part away from it, meaning the circumzenithal arc is red on the bottom, while the circumhorizontal arc is red on top.

The circumhorizontal arc is sometimes referred to by the misnomer "fire rainbow". Droplets or spheres composed of materials with different refractive indices than plain water produce rainbows with different radius angles.

Due to a much higher refractive index, rainbows observed on such marbles have a noticeably smaller radius. The displacement of the rainbow due to different refractive indices can be pushed to a peculiar limit.

For a material with a refractive index larger than 2, there is no angle fulfilling the requirements for the first order rainbow.

For example, the index of refraction of diamond is about 2. This results in a rainbow of the n -th order shrinking to the antisolar point and vanishing.

The classical Greek scholar Aristotle — BC was first to devote serious attention to the rainbow. Lee and Alistair B. In Book I of Naturales Quaestiones c.

Retrieved March 29, Retrieved 15 October Retrieved October 22, Archived from the original on September 21, Retrieved December 7, The Wall Street Journal.

Retrieved December 2, The Official Charts Company. Archived from the original on January 31, Week of June 26, Biggest Jump ". Top 50 Singles, Week Ending 17 June ".

Australian Recording Industry Association. The Voice Of Hawaii". Retrieved December 16, Retrieved October 20, Retrieved March 21, Retrieved November 17, Retrieved May 21, Retrieved May 27, Retrieved April 11, Retrieved April 10, Retrieved April 5, Retrieved December 14, Archived from the original on December 8, Retrieved 13 May Retrieved June 7, New Directions in American Television Comedy.

Retrieved July 18, Discography Performances Songs Awards and honors. The Wizard of Oz. Arcade game Pinball Video game. Academy Award for Best Original Song.

Herb Magidson " Lullaby of Broadway " Music: Dorothy Fields " Sweet Leilani " Music and lyrics: Harry Owens " Thanks for the Memory " Music: Leo Robin " Over the Rainbow " Music: Mack Gordon " Swinging on a Star " Music: Jimmy Van Heusen Lyrics: Ray Gilbert " Buttons and Bows " Music: Frank Loesser " Mona Lisa " Music and lyrics: Ray Evans and Jay Livingston Ned Washington " Secret Love " Music: Sammy Cahn " Gigi " Music: Sammy Cahn " Never on Sunday " Music and lyrics: Sherman and Robert B.

Don Black " Talk to the Animals " Music and lyrics: Robb Royer and Jimmy Griffin Joseph Brooks " Last Dance " Music and lyrics: Norman Gimbel " Fame " Music: Will Jennings " Flashdance What a Feeling " Music: Carly Simon " Under the Sea " Music: Tim Rice " Streets of Philadelphia " Music and lyrics: Tim Rice " Colors of the Wind " Music: Andrew Lloyd Webber Lyrics: Randy Newman " Lose Yourself " Music:

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