南國一支菸 · YouTube · 1:56
This 116-second ESPN SportScience segment analyzes Jeremy Lin using three measured ideas: quickness, penetration, and release. It states that Lin has average top speed but rapid acceleration, showing a change from about 0 mph to 10 mph in under one second. It then quantifies a spin move at 875°/sec and compares it with Derrick Rose at 900°/sec. Finally, it measures a three-point shot at a 50° release angle versus an on-screen optimal 48°, and gives an average release time of 0.60 seconds compared with Ray Allen's 0.73 seconds.
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Generated from the video's visuals and explanation; not verbatim speech.
The clip opens with ESPN SportScience branding and a narrated setup that Jeremy Lin had been overlooked for years, framing the rest as a measured analysis of the traits behind his recent rise.
The first category is QUICKNESS. The narration explicitly separates top speed from quickness by saying Lin has average top speed but is quick.
The example then quantifies that claim: within three strides, he accelerates from essentially zero to roughly 10 mph in less than one second. On screen, a measurement box changes from "0 MPH" to "10 MPH" beside the text "IN LESS THAN 1 SECOND".
The video compares this acceleration with John Wall, identified in subtitles as the 2010 number one draft pick, using the numerical example to argue that Lin's burst is exceptional even if his top speed is not.
The second category is PENETRATION. The narration says Lin creates lanes with crossovers, hesitations, and spin moves.
The spin move is then measured at 875°/sec on screen, while the narrator rounds this to nearly 900 degrees per second. A split-screen comparison places Lin's 875°/sec next to Derrick Rose's 900°/sec to show how close the two rotational speeds are.
The third category is RELEASE. The example is the game-winning three-pointer against Toronto.
A protractor-style overlay marks the shot's launch angle as 50°, while another label gives an "OPTIMAL RELEASE" of 48°. The narration states that the shot is within two degrees of the ideal launch angle, which follows directly from subtracting 48° from 50°.
The video then notes that Lin's form is unorthodox, with some right elbow flare, but argues that this does not prevent a fast release.
That claim is supported numerically by a release time of 0.60 seconds on average. A split-screen comparison shows Ray Allen at 0.73 seconds, so Lin's displayed release is 0.13 seconds faster.
The closing section returns to highlight footage and a verbal pun, then ends with host John Brenkus signing off for ESPN Sports Science.
The video distinguishes two different motion qualities. Top speed is the maximum running speed, while quickness here refers to how rapidly Lin can increase speed from a near-stop. The narration says Lin has average top speed but is quick, and the example supports this with a very short acceleration interval.
During the QUICKNESS section, the clip shows a dribble move and overlays a measurement box that changes from 0 MPH to 10 MPH with the caption IN LESS THAN 1 SECOND. This is used as direct evidence of rapid linear acceleration rather than elite top speed.
In the PENETRATION section, the video measures a spin move in degrees per second. Jeremy Lin is shown at 875°/sec, and the narration describes this as nearly 900 degrees per second. The unit is angular speed, not linear speed.
A split-screen graphic compares Lin's spin rate with Derrick Rose's. The displayed values are 875°/sec for Lin and 900°/sec for Rose, supporting the narration that Lin's spin is almost as fast as Rose's.
The RELEASE section analyzes the game-winning three-pointer against Toronto. An overlay marks the actual release angle at 50° and labels the optimal release as 48°. The narration says this is within two degrees of ideal, which matches the displayed subtraction.
The narrator notes that Lin's shooting form is unorthodox, with a bit of right elbow flare, but immediately contrasts that with the claim that he still has a quick release. The point is that form and release speed are being discussed separately.
The video gives Lin's average three-point release time as 0.60 seconds and compares it with Ray Allen's 0.73 seconds in a split-screen graphic. Because 0.60 is smaller than 0.73, the clip presents Lin's release as faster by 0.13 seconds.
Explore conditions, steps and evidence. Supplementary explanations are labeled separately from content shown in the video.
On-screen graphic shows "0 MPH" and then "10 MPH".
Miles per hour, a unit of linear speed.
Linear speed in the acceleration example.
On-screen text reads "IN LESS THAN 1 SECOND".
Second, a unit of elapsed time.
Time interval in the acceleration example.
On-screen graphics show "SPIN: 875° / SEC", "JEREMY LIN: 875° / SEC", and "DERRICK ROSE: 900° / SEC".
Degrees per second, a unit of angular speed.
Spin rate in the penetration example.
On-screen graphics show "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
Degree, a unit of angle.
Launch angle of the basketball shot.
On-screen graphics show "RELEASE TIME: 0.60 SECONDS", "JEREMY LIN: RELEASE TIME: .60 SECONDS", and "RAY ALLEN: RELEASE TIME: .73 SECONDS".
Seconds, a unit of elapsed time for release duration.
Shooting release time comparison.
Narrator says Lin can accelerate from essentially zero to roughly 10 miles an hour in less than a second.
Graphic displays "0 MPH" changing to "10 MPH" with "IN LESS THAN 1 SECOND".
The segment uses a short burst of motion to illustrate rapid change in linear speed. The video states the initial speed as essentially zero, the final speed as about 10 mph, and the elapsed time as less than one second. This is presented as evidence of quickness rather than top speed.
Applies to the specific dribbling move shown in the clip.
The video gives approximate values, not a full kinematic derivation.
Narrator says spin moves measure at nearly 900 degrees per second.
Graphic shows "SPIN: 875° / SEC" and later compares "JEREMY LIN: 875° / SEC" with "DERRICK ROSE: 900° / SEC".
The video quantifies rotational motion during a spin move using degrees per second. Jeremy Lin's measured spin is shown as 875°/sec, while Derrick Rose is shown at 900°/sec for comparison.
Refers to the spin rate during the demonstrated move.
The unit is degrees per second, not radians per second.
Narrator says the three-pointer is released at roughly 50 degrees and that this is within two degrees of the ideal launch angle.
Graphic shows "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
The segment defines the shot's release angle from the horizontal and compares it with an on-screen value labeled "OPTIMAL RELEASE". The video states Lin's angle is 50° and the optimal value is 48°, so the difference is 2°.
Applies to the game-winning three-point shot shown against Toronto.
The video does not derive why 48° is optimal; it only labels it as optimal.
Narrator says Lin gets up threes on average in only six tenths of a second and that this is faster than Ray Allen's average release time.
Graphic shows "RELEASE TIME: 0.60 SECONDS" and later "JEREMY LIN: RELEASE TIME: .60 SECONDS" versus "RAY ALLEN: RELEASE TIME: .73 SECONDS".
The video treats release time as the elapsed time needed to get a shot away. Lin's average three-point release is given as 0.60 seconds, compared with Ray Allen's 0.73 seconds.
The values are presented as averages in the narration.
The clip does not define the exact start and end events used to measure release time.
Narrator says, "Lin has average top speed, but he's quick."
Jeremy Lin is described as having average top speed while still being very quick in acceleration.
The claim refers to the player shown in the preceding basketball clips.
Existential example from the analyzed play; no formal universal quantifier is stated.
Narrator says the acceleration is on par with 2010 number one draft pick John Wall.
The Chinese subtitle identifies "2010 top scorer: John Wall".
The video claims Lin's 0-to-10-mph acceleration is on par with John Wall's.
Based on the acceleration example just shown.
John Wall is identified in the video as the 2010 number one draft pick.
Comparative claim about the measured acceleration in the example.
Narrator says spin moves measure at nearly 900 degrees per second.
Graphic shows "SPIN: 875° / SEC".
Lin's spin move is claimed to occur at nearly 900 degrees per second.
Refers to the spin move shown in the penetration section.
Specific measured example.
Narrator says this is almost as fast as spins measured from Derrick Rose.
Split-screen graphic shows "JEREMY LIN: 875° / SEC" and "DERRICK ROSE: 900° / SEC".
The video claims Lin's spin speed is almost as fast as Derrick Rose's measured spin speed.
Uses the displayed values 875°/sec for Lin and 900°/sec for Rose.
Direct numerical comparison between two players.
Narrator says the release is at roughly 50 degrees and that this is within two degrees of the ideal launch angle.
Graphic shows "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
Lin's three-point release angle is claimed to be within two degrees of the ideal launch angle.
Based on the displayed values 50° and 48°.
Specific shot example.
Narrator says Lin's release is faster than the average release time of Ray Allen.
Graphic shows "JEREMY LIN: RELEASE TIME: .60 SECONDS" and "RAY ALLEN: RELEASE TIME: .73 SECONDS".
The video claims Lin's average three-point release time is faster than Ray Allen's.
Uses the displayed values 0.60 s and 0.73 s.
Comparison of average values stated by the narration.
On-screen values are "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
Narrator says this is within two degrees of the ideal launch angle.
Read the measured release angle from the graphic.
Directly shown on screen.
Read the optimal release angle from the graphic.
Directly shown on screen.
Subtract the two angles to obtain the stated difference.
Arithmetic subtraction of the displayed values.
The displayed release angle is 2° above the displayed optimal release angle.
Graphics show ".60 SECONDS" for Jeremy Lin and ".73 SECONDS" for Ray Allen.
Take Lin's release time from the graphic.
Directly shown on screen.
Take Allen's release time from the graphic.
Directly shown on screen.
Compare the two numbers to determine which release is faster.
Smaller elapsed time means faster release.
Lin's displayed release time is shorter than Ray Allen's by 0.13 seconds.
Narrator describes a play in which Lin accelerates from essentially zero to roughly 10 mph in less than a second.
Graphic shows "0 MPH", "10 MPH", and "IN LESS THAN 1 SECOND".
Game footage is overlaid with the speed graphic during the dribble move.
Use the shown play to quantify how quickly Lin changes speed.
Initial speed is described as essentially zero.
Final speed is described as roughly 10 mph.
Elapsed time is less than one second.
Demonstrate quickness through a measured change in linear speed over a short time interval.
Identify the starting speed from the narration and graphic.
Stated directly in the clip.
Identify the ending speed from the narration and graphic.
Stated directly in the clip.
Use the displayed time bound.
Shown on screen as "IN LESS THAN 1 SECOND".
The example presents a speed change of about 10 mph in under one second.
The narration and the on-screen graphic agree on the approximate values.
Narrator says the spin measures at nearly 900 degrees per second and compares it with Derrick Rose.
Graphics show "SPIN: 875° / SEC", then "JEREMY LIN: 875° / SEC" and "DERRICK ROSE: 900° / SEC".
Quantify the rotational speed of Lin's spin move and compare it with another player.
Lin's spin is shown as 875°/sec.
Rose's spin is shown as 900°/sec.
Show that Lin's spin rate is close to the benchmark value shown for Derrick Rose.
Read Lin's angular speed from the graphic.
Directly displayed on screen.
Read Rose's angular speed from the comparison graphic.
Directly displayed on screen.
Interpret the comparison as "almost as fast" in the narration.
The narrator explicitly makes this comparison.
Lin's spin is presented as 875°/sec, only slightly below Rose's 900°/sec.
The numerical values are shown side by side in the split-screen graphic.
Narrator refers to the game winner against Toronto and says the release is at roughly 50 degrees, within two degrees of the ideal launch angle.
Graphic shows "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
A protractor-like overlay marks the shot angle.
Measure the launch angle of the shown shot and compare it with the stated optimal angle.
The shot is identified as the game winner against Toronto.
Measured release angle is 50°.
Optimal release is labeled 48°.
Show that the shot's launch angle is close to the value labeled optimal in the video.
Read the measured angle from the overlay.
Displayed on screen.
Read the optimal angle from the overlay.
Displayed on screen.
Compute the difference stated by the narrator.
Simple subtraction of the two displayed values.
The shot is released at 50°, which the video says is within 2° of the ideal 48°.
The narration and the on-screen angle labels match.
Narrator says Lin gets up threes on average in only six tenths of a second and that this is faster than Ray Allen's average release time.
Graphics show "RELEASE TIME: 0.60 SECONDS" and later ".60 SECONDS" versus ".73 SECONDS".
Compare the average three-point release times shown for Jeremy Lin and Ray Allen.
Lin's release time is 0.60 seconds.
Ray Allen's release time is 0.73 seconds.
Demonstrate that Lin's release is faster according to the displayed times.
Read Lin's release time from the graphic.
Displayed on screen.
Read Allen's release time from the comparison graphic.
Displayed on screen.
Compare the two elapsed times.
A smaller time indicates a faster release.
Lin's release time is shown as 0.60 s, which is 0.13 s faster than Ray Allen's 0.73 s.
The split-screen graphic directly displays both values.
A glowing title card reads "QUICKNESS".
The Chinese subtitle reads "First is: agility".
Blue glowing text "QUICKNESS"
Chinese subtitle line
The video transitions from game highlights into the first analytical category.
The segment remains part of the same sports-science analysis format.
This card marks the beginning of the discussion of acceleration and quickness.
A dark rectangular overlay appears over game footage with "0 MPH" changing to "10 MPH" and the line "IN LESS THAN 1 SECOND".
Basketball player in motion
Dark measurement box
Text "0 MPH", "10 MPH", "IN LESS THAN 1 SECOND"
The displayed speed value increases from 0 to 10 mph while the player accelerates.
The time bound remains stated as less than one second.
The overlay visualizes a rapid increase in linear speed over a very short time interval.
A glowing title card reads "PENETRATION".
The Chinese subtitle reads "Next is: penetration ability".
Blue glowing text "PENETRATION"
Chinese subtitle line
The analysis shifts from straight-line quickness to moves that create lanes to the basket.
The presentation continues using game footage plus measurement graphics.
This card introduces the segment on crossovers, hesitations, and spin moves.
A curved teal arrow wraps around the player and a box reads "SPIN: 875° / SEC".
Player performing a spin move
Curved teal arrow
Measurement box with "SPIN: 875° / SEC"
The arrow emphasizes rotation around the player's body during the move.
The displayed quantity is angular speed in degrees per second.
The animation links the visible turn to a quantitative rotational measure.
A glowing title card reads "RELEASE".
The Chinese subtitle reads "Finally: shooting release".
Blue glowing text "RELEASE"
Chinese subtitle line
The topic changes from penetration moves to shooting mechanics.
The video continues the same measured-analysis format.
This card introduces the discussion of launch angle and release time.
A protractor-like arc appears above the shooter with labels "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
Shooter releasing the ball
Protractor arc
Labels "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°"
The overlay marks the direction of the ball at release and compares it with a reference angle.
Both quantities are angles measured in degrees.
The visual turns the shot into a geometric angle comparison.
Split-screen comparison shows "JEREMY LIN: RELEASE TIME: .60 SECONDS" on one side and "RAY ALLEN: RELEASE TIME: .73 SECONDS" on the other.
Left panel with Jeremy Lin
Right panel with Ray Allen
Text boxes with release times
The video places two shooters side by side to compare their release durations.
The compared quantity is release time in seconds.
The layout makes the numerical comparison explicit and immediate.
Narrator says Lin has average top speed but is quick.
One might assume a player who is quick must also have elite top speed.
The video explicitly separates the two ideas: Lin's top speed is called average, while his quickness is emphasized through rapid acceleration from a standstill.
Narrator says that although his form is unorthodox with a bit of right elbow flare, he does have a quick release.
A teal highlight marks the arm/elbow area during the shooting sequence.
One might infer that nonstandard shooting mechanics necessarily make the release slow.
The video states the opposite for this example: despite an unorthodox form with some right elbow flare, the release is still quick at 0.60 seconds on average.
Narrator contrasts average top speed with being quick, then gives the 0-to-10-mph example.
The acceleration example is used to distinguish quickness from top speed.
Narrator says penetration is created with crossovers, hesitations, and spin moves.
Spin rate graphic appears during the penetration section.
The angular-speed measurement is applied to explain how a spin move helps create lanes to the basket.
The release section discusses both launch angle and release time for the same shooting topic.
Graphics show "RELEASE ANGLE" and later "RELEASE TIME".
Both quantities belong to the broader analysis of shooting release introduced by the "RELEASE" section.
Narrator mentions unorthodox form and right elbow flare before stating that the release is still quick.
The discussion of form is contrasted with the measured release time to show that mechanics and speed are not being treated as identical.
Narrator distinguishes average top speed from quickness and gives the 0-to-10-mph example.
Graphics display 875°/sec for Lin and 900°/sec for Derrick Rose.
Overlay shows "RELEASE ANGLE: 50°" and "OPTIMAL RELEASE: 48°".
Split-screen shows .60 seconds for Jeremy Lin and .73 seconds for Ray Allen.
Narrator says the form is unorthodox with right elbow flare but the release is still quick.
Covered · Introductory ESPN SportScience branding and setup narration about Jeremy Lin being overlooked; no separate mathematical statement beyond framing the analysis.
Covered · QUICKNESS section with the 0-to-10-mph acceleration example and John Wall comparison.
Covered · PENETRATION section with crossover/hesitation/spin discussion and the 875°/sec vs 900°/sec comparison.
Covered · RELEASE section with launch angle 50° vs optimal 48°, release time 0.60 s vs 0.73 s, and the form-versus-speed remark.
Covered · Closing montage, punning outro, host sign-off, and final ESPN SportScience logo; no new mathematical content.
Reviewed subject paths
The video compares the average three-point release times by displaying Jeremy Lin's release time as 0.60 seconds and Ray Allen's as 0.73 seconds. Because 0.60 is smaller than 0.73, the clip presents Lin's release as faster by 0.13 seconds.
Conditions: The values are presented as averages in the narration.; The clip does not define the exact start and end events used to measure release time.
The video quantifies the rotational motion of Jeremy Lin's spin move at 875 degrees per second. It compares this to Derrick Rose's spin rate, which is shown as 900 degrees per second, to demonstrate that Lin's spin is almost as fast as Rose's.
Conditions: Refers to the spin rate during the demonstrated move.; The unit is degrees per second, not radians per second.
The video claims Lin's acceleration is on par with John Wall's because Lin accelerates from essentially zero to roughly 10 mph in less than one second. This rapid change in linear speed over a short time interval is used as evidence of exceptional quickness, comparable to the 2010 number one draft pick.
Conditions: Based on the acceleration example just shown.; John Wall is identified in the video as the 2010 number one draft pick.
The video measures the release angle of the game-winning three-pointer against Toronto at 50 degrees. It compares this to an on-screen value labeled "OPTIMAL RELEASE" of 48 degrees, stating that the shot is within two degrees of the ideal launch angle.
Conditions: Applies to the game-winning three-point shot shown against Toronto.; The video does not derive why 48° is optimal; it only labels it as optimal.
The video distinguishes quickness from top speed by separating maximum running speed from the rate of acceleration. It states that Jeremy Lin has average top speed but is exceptionally quick.
Conditions: Applies to the specific dribbling move shown in the clip.; The video gives approximate values, not a full kinematic derivation.
No, the video explicitly states the opposite for this example. It notes that although Jeremy Lin's form is unorthodox with a bit of right elbow flare, he still has a quick release, supported by his average three-point release time of 0.60 seconds.
Conditions: Applies to the specific shooting mechanics discussed in the RELEASE section.; The video contrasts form with measured release speed.
Continue with related videos in the same subject.
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