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Vic Hare

Corryong Cup 2024 · Task 4 (Open) (Fri, 12 Jan 2024) · open · ranked #2 · times in Australia/Melbourne (GMT+11)

Scores computed

Made goal in 2:40:47 — 528.8 points

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The flight

What the tracklog shows, and which crossings scored.

How this works

Crossed the start cylinder boundary 7 times. The scored start is the latest crossing from which the flight still makes its best run along the course — re-starting supersedes an earlier start, while simply flying back through the cylinder later in the task changes nothing.
The 14:00:46 crossing is the scored start. By the 15:02:51 crossing the flight had already reached TP4 (GRGGRG), so treating that as a re-start would mean flying the course again from there — a shorter, later run that scores less.
Start time taken: the start gate — the speed-section clock runs from the gate, not from the crossing (FAI S7F §8.3.1).14:00:00
Completed the task — full task distance is credited.

Day quality — points on offer

Task validity 55.81% of a perfect day, so 558.1 of 1000 points were available.

How this works

Launch validity — the day counts for less if much of the field never got into the air.100%

47 pilots flew out of 47 present. Nominal launch is 96%, so launch validity is full once 46 pilots are in the air.

Distance validity — the day counts for less if the field as a whole did not get far.55.81%

Measured against a 35.0 km nominal distance, a 30% nominal goal and a 5.0 km minimum distance. The field flew 13.6 km past the minimum on average, with a best of 67.6 km.

How far the field got — the spread distance validity is computed from, one dot per pilot. 47 pilots flew; you flew 67.6 km, further than 45 of them. The day averaged 13.6 km past the 5.0 km minimum, against a 35.0 km nominal distance.
Time validity — the day counts for less if the fastest pilot got round much quicker than the task was meant to take.100%

The fastest pilot took 2:20:43 against a nominal task time of 1:30:00 — the task took as long as it was meant to, so no time devaluation applies.

Points on offer for the day558.1 pts

1000 × 1.00 × 0.5581 × 1.00 = 558.1

Split between the components: 2 of 47 pilots made goal — a goal ratio of 0.04

distance 464.5 · time 65.6 · leading 16.4 · arrival 11.7

The share each component takes of the day

distance 83.2% · time 11.7% · leading 2.9% · arrival 2.1%

Distance points

464.5 of 464.5 pts

Full distance — one of 2 pilots in goal

How this works

Task distance67.6 km

The optimized task line — the shortest legal way round the turnpoints.

Scored distance67.6 km

Measured along the optimized task line, up to the furthest point on course.

Best distance in class67.6 km
Made goal — full available distance points.464.5 pts
The curve is the distance-points formula, half of it built from where the field landed out (FAI S7F §11.1.1) — every dot is a pilot, sitting exactly on it. Its steepest stretches are the ones fewest pilots got past, so flying through one is worth more than the same distance somewhere easy. You flew 67.6 km of the class best 67.6 km, worth 464.5 of 464.5.

Time points

47.1 of 65.6 pts

2nd fastest of 2 through the speed section

How this works

Time points use the 5⁄6 speed-fraction exponent (the current FAI S7F, S7F §11.2).
Your speed section time2:40:47

Timed from your 14:00:00 start gate to the end of the speed section (FAI S7F §8.7) — you crossed the start at 14:00:46.

Fastest time in class2:20:43

Set by Stuart Cathcart — you were 20:04 behind.

Time points fall off with the gap to the fastest time47.1 pts

speed fraction = max(0, 1 − ((T − Tbest) ÷ √Tbest)^5⁄6) = 0.7186; × 65.6 available = 47.1 (times in hours)

Leading points

13.3 of 16.4 pts

2nd best of 45 measured leading coefficients

How this works

Leading points reward flying out front during the speed section — the pilot with the best leading coefficient takes all available leading points, others fall off with the gap.13.3 pts
Your leading coefficient — the area under your distance-over-time curve, so lower means further ahead for longer1.991

Best in class 1.879.

Leading points fall off with the gap to the best coefficient13.3 pts

leading factor = max(0, 1 − ((LC − LCbest)² ÷ LCbest)^1⁄3) = 0.812; × 16.4 available = 13.3

Measured with the classic squared-distance leading coefficient (S7F §11.3.1, the hang-gliding / GAP2016–2018 variant).
The curve is the leading-points formula — every dot is a pilot, sitting exactly on it. Your coefficient of 1.991 against the class best of 1.879 puts you at 13.3 of 16.4.

Arrival points

3.9 of 11.7 pts

2nd of 2 to the end of the speed section

How this works

Arrival points reward crossing the end of the speed section early relative to the other pilots who reached it.3.9 pts
Reached the end of the speed section 2nd of 216:40:47

The arrival order is by the clock at the end of the speed section, not by speed — an earlier start gate can put a slower pilot ahead of a faster one here.

Arrival points fall off steeply with each place3.9 pts

arrival ratio = 1 − (2 − 1) ÷ 2 = 0.50; arrival factor = 0.2 + 0.037·r + 0.13·r² + 0.633·r³ = 0.330; × 11.7 available = 3.9

One place earlier would have been worth 7.8 more points

The curve is front-loaded: first place takes all 11.7 available, and everyone else who reaches the end of the speed section keeps at least 3.9 of them.

Total

528.8 of 558.1 pts

How this works

Distance + time + leading + arrival, minus penalties528.8 pts

round(464.5 + 47.1 + 13.3 + 3.9, 1 dp) = 528.8

Where the points went

Your 528.8 against the 558.1 that won the class.

How this works

Distancelevel

you 464.5, the leader 464.5

Time−18.5 pts

you 47.1, the leader 65.6

Leading−3.1 pts

you 13.3, the leader 16.4

Arrival−7.8 pts

you 3.9, the leader 11.7

Penalties+0.1 pts

you 0, the leader −0.1

Behind Stuart Cathcart−29.3 pts

Spread across time-points, arrival-points and leading-points — time-points the largest, at 18.5.