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Ski speed comparison: First trimester 2019–20 vs. First trimester 2020–21

Posted on 2021-01-05 | by real biathlon | 2 Comments on Ski speed comparison: First trimester 2019–20 vs. First trimester 2020–21

In the past, I often compared changes in ski speed to the entire previous season, which might be slightly deceiving, especially at the beginning of a season. Some athletes start particularly strong before Christmas, others might do better late in a season, when parts of the field are already tired. Potentially, it’s a better idea to only compare the same World Cup period. Here I did this specifically for World Cup trimester 1 (roughly December 2019 vs. December 2020).

I used the percentage back from the top 30 median for this. Comparisons against the entire field are problematic this year, because of temporary rule changes (each National Federation can register two athletes who have not fulfilled the qualification criteria). That makes the whole field slightly slower.

If you can’t find a specific athlete, you can always look up the complete World Cup field (also available per trimester) for the ongoing season (as well as all previous seasons) here:

  • Ski speed: Men | Women

Note: Only athletes with at least 5 non-team races in trimester 1 of both the previous and the current season are included in the tables below. “Back from Top30 median” is the percentage back from each race’s top 30 median Course Time (arithmetic mean per season).


Men

Martin Ponsiluoma and Sebastian Samuelsson are the most improved overall. Both lowered their average ski rank by at least 24 positions, plus they are skiing 3.5% and 3.0% faster respectively (compared to their speed last December). Veteran Jakov Fak (his 15th World Cup season) is currently on his best ski form in 5 years. World Cup leader, Johannes Thingnes Bø, is very close to his level from last December (he is slightly ahead).

Quentin Fillon Maillet started the season as one of the favorites, but he is not at his peak form yet; his hit rate is at a career high right now, but his speed has declined a lot compared to December 2019 (average ski rank almost doubled). For this pre-Christmas period, Germany and France have only one athlete each who improved season-to-season: Erik Lesser (only started in 4 races in December 2019) and Fabien Claude, respectively.

Changes in Ski Speed compared to 2019–20 season | World Cup Trimester 1

NoFamily NameGiven NameNationRacesSki Rank
(avg)
Changeback from
Top30 median
(in %)
Change
NoFamily NameGiven NameNationRacesSki Rank
(avg)
Changeback from
Top30 median
(in %)
Change
1PonsiluomaMartinSWE
95.7-24.3-1.66-3.49
2SamuelssonSebastianSWE
98.2-25.9-1.13-2.99
3LatypovEduardRUS
918.9-26.3+0.40-2.78
4BocharnikovSergeyBLR
827.5-21.8+1.06-2.49
5FakJakovSLO
920.0-17.5+0.46-1.84
6ChristiansenVetle SjaastadNOR
913.3-12.8-0.63-1.67
7DaleJohannesNOR
96.1-8.9-1.97-1.61
8LangerThierryBEL
751.7-8.7+3.72-1.48
9NelinJesperSWE
912.2-14.2-0.44-1.44
10DombrovskiKarolLTU
761.1-11.5+4.84-1.40
11DohertySeanUSA
849.6-11.7+3.64-1.17
12EliseevMatveyRUS
935.8+4.3+2.15-1.14
13WegerBenjaminSUI
920.2-7.8+0.58-0.87
14LoginovAlexanderRUS
913.7-5.9-0.25-0.76
15GuzikGrzegorzPOL
756.4-11.2+4.29-0.73
16NordgrenLeifUSA
651.8-3.3+3.60-0.67
17GaranichevEvgeniyRUS
533.8-8.2+2.27-0.60
18TrsanRokSLO
667.0-12.8+5.98-0.41
19BoeJohannes ThingnesNOR
92.4-2.1-2.66-0.24
20VaclavikAdamCZE
643.8-1.0+2.78-0.22
21PrymaArtemUKR
836.0+1.0+2.13-0.13
22ClaudeFabienFRA
910.2-1.8-0.68-0.13
23DovzanMihaSLO
678.7+2.5+7.08-0.13
24HiidensaloOlliFIN
647.3-0.7+3.27-0.12
25BoeTarjeiNOR
94.6-1.4-1.79-0.08
26GuigonnatAntoninFRA
931.0+1.7+1.60+0.06
27FemlingPeppeSWE
851.9-2.1+3.65+0.11
28BormoliniThomasITA
544.4+2.0+2.75+0.15
29BjoentegaardErlendNOR
512.6+0.5-0.43+0.19
30PeifferArndGER
718.0+2.2+0.17+0.20
31JacquelinEmilienFRA
910.2+0.9-0.81+0.22
32StvrteckyJakubCZE
733.0+4.0+1.69+0.23
33SeppalaTeroFIN
830.3+4.8+1.39+0.31
34BauerKlemenSLO
747.9-0.9+4.05+0.33
35RastorgujevsAndrejsLAT
820.6+4.1+0.49+0.54
36KrcmarMichalCZE
932.1+9.7+1.59+0.57
37HoferLukasITA
913.3+1.8-0.25+0.62
38DudchenkoAntonUKR
660.2+7.3+4.55+0.75
39EderSimonAUT
939.2+6.2+2.58+0.78
40LeitnerFelixAUT
736.4+8.4+2.00+0.79
41ClaudeFlorentBEL
646.0+14.3+3.05+0.79
42DollBenediktGER
916.0+5.6+0.00+0.84
43SinapovAntonBUL
668.2-1.3+6.13+0.91
44StroliaVytautasLTU
749.4+5.6+3.83+0.94
45Fillon MailletQuentinFRA
911.0+4.1-0.64+1.28
46WindischDominikITA
534.4+13.7+1.87+1.46
47EberhardJulianAUT
821.6+10.8+0.70+1.51
48ErmitsKalevEST
858.0+10.0+4.88+1.67
49KuehnJohannesGER
821.6+14.3+0.57+1.74
50PidruchnyiDmytroUKR
843.5+20.9+2.99+1.82
51DesthieuxSimonFRA
919.6+11.0+0.45+1.98
52TkalenkoRuslanUKR
575.4+20.4+6.16+2.22
53IlievVladimirBUL
641.8+23.3+2.61+2.39


Women

Among regular starters, Dzinara Alimbekava is by far the most improved, 5.0% faster than last season (plus her average ski rank is now an incredible 44.8 positions lower!). Lisa Theresa Hauser and Franziska Preuß stood out more for their (fast) shooting in the past, but they are both among the top 15 skiers at the moment. Hauser’s transformation is particularly remarkable (over 2% faster than any of her previous 7 seasons), Preuß was close to this level before (five years ago).

World Cup leader and overall fastest skier, Marte Olsbu Røiseland, is missing in the table below, because she only appeared in 4 races in December 2019. She is actually slower compared to her speed at the start of the 2019–20 season (+0.5%). Last year’s top skier, Denise Herrmann, is struggling to get going; her average ski rank in trimester 1 last season was 4.5, now it’s 8.3. Dorothea Wierer was the 9th fastest skier last season, now she’s ranked 23rd.

Changes in Ski Speed compared to 2019–20 season | World Cup Trimester 1

NoFamily NameGiven NameNationRacesSki Rank
(avg)
Changeback from
Top30 median
(in %)
Change
NoFamily NameGiven NameNationRacesSki Rank
(avg)
Changeback from
Top30 median
(in %)
Change
1AlimbekavaDzinaraBLR
914.2-44.8-0.33-5.02
2BeaudrySarahCAN
758.9-21.1+4.54-4.11
3ChevalierChloeFRA
822.6-34.7+0.99-3.25
4BlashkoDaryaUKR
943.9-12.1+3.64-2.65
5HauserLisa TheresaAUT
912.7-24.0-0.36-2.47
6OebergElviraSWE
96.7-12.3-1.64-2.33
7PreussFranziskaGER
912.1-8.4-0.56-1.01
8GasparinElisaSUI
745.6-9.2+3.09-0.99
9SchwaigerJuliaAUT
742.9-8.7+2.89-0.94
10EganClareUSA
928.1-8.7+1.25-0.93
11BescondAnaisFRA
916.0-10.5+0.16-0.85
12KnottenKaroline OffigstadNOR
932.9-3.7+1.89-0.79
13CadurischIreneSUI
667.2-2.8+6.03-0.53
14OebergHannaSWE
912.0-1.8-0.72-0.49
15ColomboCarolineFRA
828.4-5.5+1.43-0.41
16TandrevoldIngrid LandmarkNOR
97.1-4.6-1.28-0.29
17PerssonLinnSWE
919.3-3.1+0.33-0.28
18LunderEmmaCAN
937.1-3.7+2.41-0.26
19GasparinSelinaSUI
619.7-1.7+0.44-0.14
20GasparinAitaSUI
747.6+5.1+3.48-0.06
21DavidovaMarketaCZE
96.9-1.1-1.43-0.02
22CharvatovaLucieCZE
722.8+1.1+0.84+0.08
23JislovaJessicaCZE
752.0+3.5+3.77+0.16
24SimonJuliaFRA
919.3+5.6-0.15+0.17
25VoroninaTamaraRUS
568.8+7.4+5.44+0.23
26TalihaermJohannaEST
655.7+0.2+4.88+0.30
27BrorssonMonaSWE
828.9+2.7+1.55+0.35
28InnerhoferKatharinaAUT
821.8+1.4+0.83+0.39
29Braisaz-BouchetJustineFRA
95.8-0.2-1.62+0.48
30ZukKamilaPOL
734.9+6.9+1.99+0.58
31EckhoffTirilNOR
95.6+1.3-1.94+0.73
32VittozziLisaITA
931.4+8.0+1.82+0.84
33OjaReginaEST
576.0+11.0+6.70+0.89
34KryukoIrynaBLR
737.5+11.8+2.20+1.02
35HerrmannDeniseGER
98.3+3.8-1.25+1.09
36ZbylutKingaPOL
761.4+8.9+5.21+1.25
37TachizakiFuyukoJPN
848.3+7.5+3.91+1.33
38EderMariFIN
618.7+7.2+0.30+1.35
39KocerginaNataljaLTU
583.0+14.0+7.64+1.35
40WiererDorotheaITA
921.1+12.0+0.61+1.66
41HinzVanessaGER
745.0+17.0+3.03+1.77
42MironovaSvetlanaRUS
625.5+15.1+1.02+1.79
43SanfilippoFedericaITA
550.8+12.6+4.02+1.85
44SemerenkoValentinaUKR
555.5+17.5+4.22+2.04
45PidhrushnaOlenaUKR
543.6+19.0+3.21+2.14
46HaeckiLenaSUI
832.3+22.7+1.86+2.62
47PuskarcikovaEvaCZE
752.4+27.4+4.42+3.39

One thing that stands out is how well Norway and Sweden are doing (both men and women). Every athlete of those two nations either improved (often significantly), or at least managed to maintain their previous level; not a single athlete got notably worse.

Posted in Statistical analysis | Tagged 2019–20 season, 2020–21 season, skiing

Biathlon Analysis Videos on German TV

Posted on 2021-01-04 | by rjweise | Leave a Comment on Biathlon Analysis Videos on German TV

The German ARD Sportschau does some very cool analysis after every biathlon race with the assistance of former athletes Kati Wilhelm or Magdalena Neuner.

They typically compare two athletes side by side, looking at ski-speed and shooting speed and results:

I thought it would be interesting to re-create a similar visualization but with the ability to hand-pick the athletes, so I did exactly that in Tableau:

As stated on the report, note that the filters are only showing relevant data, so if you are looking for something that’s not in the list, make sure to reset all filters to show all.

Assuming people watching the analysis videos speak German, the report contains all content in both english and German.

Posted in Statistical analysis

Is Oberhof the most challenging venue on the World Cup tour?

Posted on 2020-12-28 | by real biathlon | Leave a Comment on Is Oberhof the most challenging venue on the World Cup tour?

During the Christmas break, I worked on compiling a new data set: Statistics for each World Cup location. The full stats are available as bonus content (if you are interested in that you might have a look at the real biathlon Patreon page). Here’s a summary and some examples.

The upcoming World Cup stop, Oberhof, is probably not the most popular location among athletes, due to its notoriously bad weather, but the Oberhof shooting range (in parts because of the weather) has always been one of the most interesting. Here’s the data to back that up. Not only is Oberhof the venue with the lowest average hit rate (75.1%), it also has the highest average shooting time (36.8s) of regular World Cup venues (not including Brezno-Osrblie, which held its last race in 2006, when shooting times where generally slower than they are now).

All-time shooting results for regular Biathlon World Cup venues

VenueNationFirst
Year
Last
Year
RacesTotal
hit rate
(in %)
Prone
hit rate
(in %)
Standing
hit rate
(in %)
Shooting
Time
(in sec)
Prone
Time
(in sec)
Standing
Time
(in sec)
Antholz-AnterselvaITA
1975202023877.681.274.132.933.531.9
RuhpoldingGER
1978202023580.683.977.432.933.632.3
HochfilzenAUT
1978202118978.381.675.135.436.134.7
Oslo HolmenkollenNOR
1983201917280.082.577.630.531.829.2
OestersundSWE
1970202016878.481.875.135.337.533.1
OberhofGER
1984202016175.178.971.436.836.736.4
PokljukaSLO
1993202015079.682.976.333.733.434.1
KontiolahtiFIN
199020219578.581.775.433.534.232.4
Khanty-MansiyskRUS
200020167979.282.376.132.933.532.2
Brezno-OsrblieSVK
199620066079.582.976.138.435.341.4
LahtiFIN
198020075578.780.876.531.633.130.0
Nove MestoCZE
201220204179.282.875.731.632.630.6
PyeongChangKOR
200820183377.881.374.334.835.434.2
CanmoreCAN
198720192776.879.574.134.535.533.5
Soldier Hollow, UtahUSA
200120192080.583.977.233.834.333.3
Annecy-Le Grand BornandFRA
201420201883.285.880.728.930.127.7
SochiRUS
201320141783.686.081.130.731.529.9
Cesana San SicarioITA
200520061678.180.975.434.135.332.9
WhistlerCAN
200920101682.184.979.433.434.032.8
Fort Kent, MEUSA
200420111281.184.278.029.230.627.8
Presque Isle, MEUSA
201120161176.980.673.233.934.832.9
TrondheimNOR
20092009683.385.680.929.030.427.7
TyumenRUS
20182018683.785.581.928.629.827.4

Although I didn’t include the data here, it’s worth pointing out that Oberhof isn’t just challenging at the range, it also has one of the most difficult and selective tracks: on average, 13.1 of the top 30 athletes ski outside a +/- 30 sec range of the median – also the highest for any venue with more than 30 World Cup races.

The other German location, Ruhpolding, is almost the polar opposite; arguably the easiest regular World Cup range (average shooting percentage of 80.6%). Le Grand Bornand has an even higher hit rate (83.2%), but has also staged over 200 races less; it’s likely that percentage will regress to the mean at least somewhat if more events are held there. Antholz is noteworthy as well, having a relatively fast average shooting time, but a poor average hit rate; apparently the nice weather there combined with the altitude is deceptive.

Overall hit rate (including relays) | Oberhof vs. Hochfilzen

In the chart above you can see a comparison for overall hit rates (per race, 10 race moving average) for the last and the upcoming World Cup stops. Hochfilzen (on average) had roughly 5% better shooting results in the last 15 years.

Ski Speed (in km/h) in Oberhof | Men’s Non-Team races

Here’s the winner’s ski speed (in km/h) for men’s non-team events in Oberhof. Clearly, there are huge differences between seasons (a good example why the physical speed isn’t a great data point for long-term ski speed comparisons).

Total Shooting Time comparison | Hochfilzen vs. Oberhof

Lastly, I added a chart of the average total shooting times (per race, 10 race moving average). Hochfilzen and Oberhof are actually closer in that category, however, the shooting times in Hochfilzen got faster over the last decade, while there is no such trend in Oberhof.

Posted in Long-term trends, Statistical analysis | Tagged shooting

How did the competitive (ski) level change in biathlon?

Posted on 2020-12-27 | by rjweise | Leave a Comment on How did the competitive (ski) level change in biathlon?

While chatting on Instagram with the authors of the great Extra Runde podcast (although most of their pods are in German, they have some special editions in English too!) they suggested researching the change in skiing score over the seasons: In terms of research ideas it would be interesting to see what a -6% in skiing is worth today vs 5 or 10 years ago, if that’s possible. So how did the competitive level change in biathlon.

It took me a while to fully understand what we are trying to research here, and some assumptions and definitions need to be made. These are my assumptions and definitions I used in the article and visualization, hoping they align with what the guys from Extra Runde intended:

1. “-6% in skiing” refers to: back from median (in %): Arithmetic mean of percent back from each race’s median Course Time

2. I assumed “is worth today vs 5 or 10 years ago” meant how many seconds did you gain or lose in the different seasons. I calculated both the seconds behind or ahead of the course median time, as well as the course fastest time. For example, in the current season, if an athlete has a -6% in skiing, he or she is 103.02 seconds faster than the course median time, and 7.9 seconds faster than the fastest skier of the races. These values are calculated per race, and then we look at the mean per season.

3. “how did the competitive level change” is not so much a number but a difference between seasons of what athletes would gain or lose compared to the median and fastest times.

The Data and Dashboard

The data is from Real Biathlon’s Patreon subscription. You only need access to two data sets, Race Data Old Races (1958 – 2017) and Race Data Current Races (2018 – present). The dashboard referenced below contains data from the 2009-2010 season all the way up to the first trimester of races of the 2020-2021 season.

The dashboard can be found on my Tableau Public account, where it can be used interactively. Since it uses a chart type that is less common and sometimes confusion at first sight (sometimes referred to as a connected scatterplot used for showing the evolution of two variables based on a third variable), below or some examples to better understand the dashboard.

By default, the dashboard shows a -6% skiing score, so 6% faster than the course median time (Wikipedia: a median is a value separating the higher half from the lower half of a data sample, a population or a probability distribution. For a data set, it may be thought of as “the middle” value.) Note that this value can be changed by you by sliding the white dot over to the left or right, or using the two arrows:

The full dashboard looks like this and can be found on Tableau Public:

Since the data points are shown by season but the skiing times are calculated per individual race, the data points show seasonal averages. Let’s look at the first chart, specifically the two highlighted sections, and explain what they tell us (ft = fastest time, mt = median time):

For the highlighted women section, if you had a skiing score of -6% in the 2010-2011 season, you would have been 14.2 seconds slower than the Fastest Time, but 104.07 seconds faster than the Median Time. Now again, this is an average for all races in the 2010-2011 season. For the next season, a -6% skiing score would have gotten you 29.51 seconds behind the lead skier and almost 103 seconds ahead of the median time. This tells us that between the 2010-2011 and 2011-2012 seasons the general competition (difference Median Time) stayed roughly the same, but the lead skiers got stronger.

For the highlighted men section, for a -6% skier score, one would be ahead of the lead skier by 11.54 and 7.90 seconds respectively, but the difference with the Median Time stayed roughly the same.

Perhaps an even better example is the following, where between the 2014-2015 and 2015-2016, a -6% skier score would have been slower than the fastest skier in 2014-2015, but faster than the fastest skier in the following season!

Hopefully, this is now a bit more clear, and we’ll move on to the next chart which is really just a copy of the first chart with one difference: the minimum and maximum values for the vertical and horizontal axis are set, where in the first chart they change based on the data to be shown. The second chart just shows better how the skiing score impacts the seconds behind or ahead from one value (-6%) to the other (+6%):

The third chart is a more traditional line chart showing men’s and women’s time behind or ahead of the fastest (top) and median (bottom) course times per season:

The final combination of charts shows the median time behind for every athlete for every race in the season. The boxplot (or box-and-whisker plot) indicates the distribution of values or spread of the data. Boxes indicate the middle 50 percent of the data (that is, the middle two quartiles of the data’s distribution), the black lines, called whiskers, display all points within 1.5 times the interquartile range (in other words, all points within 1.5 times the width of the adjoining box). Further, the combined chart shows the average fastest course time difference, the average median course time difference, the standard deviation (another way to define the spread of the data) and the variance, yet another way that tells us how data points in a specific population are spread out. 

Above we can see the 2011-2012 season had a larger spread than the previous season.

Conclusions

Although I acknowledge the main chart type is not easy to read at first sight, after reading the above I hope you better understand how to read it, and that it does a good job to further analyze the question “How did the competitive (ski) level change in biathlon?”. Specifically for the -6% skiing score, the trends tell a clear story:

With a -6% skiing score in the women’s field, the athletes spread is narrower and the fastest skiers are closer to the median: before the 2015-2016 season it would have you behind the lead skier(s) where since that season it makes you the fastest skier (so there are less skiers that stand out based on speed). Your lead over the median is declining which means the general ski speed is becoming faster.

For the men, there is also a declining lead over the median meaning the general skiing speed is improving for the field, but the -6% skiing score gets you less of a lead over the fastest skiers, meaning there are more really fast skiers.

As one would expect, the opposite skiiing score (6%) shows the arrows going in the opposite direction; slower athletes are getting closer to the median and since they are slower skiers are moving towards the fastest skiers as well:

So a big thank you to the guys from Extra Runde Biathlon for suggesting the research idea, and go give them a listen! And as usual, any feedback is appreciated.

Posted in Long-term trends, Statistical analysis

When something’s gotta give: Shooting Speed vs Accuracy

Posted on 2020-12-23 | by rjweise | Leave a Comment on When something’s gotta give: Shooting Speed vs Accuracy

Depending on the event, biathlon athletes fire 10 or 20 shots per race, with the goal to a) hit the target and b) do it as fast as possible. At first thought, you would think the longer you take per shot, the higher your chances of hitting it. But further analysis shows that this train of thought could be wrong.

First things first. For this analysis, I used Real Biathlon data for the 2017-2018, 2018-2019, 2019-2020 and the first trimester of the 2020-2021 seasons, non-team races only. We’re talking 172,765 shots fired by both male and female athletes, of which 32,162 missed the target, a ratio of just over 18.5%.

But were those misses only influenced by how fast the shooter pulled the trigger after getting ready or the previous shot? And what other factors would influence the result of a shot, that we do and do not have reliable data on? First lap or last lap, being in front or behind, the weather (think wind, temperature, precipitation), visibility, the pressure resulting from race situations or proximity of other athletes, distractions from the crowd (when present), officials, other athletes, a miss disruption the flow, etc. With so many other factors, the shooting time clearly isn’t the only external factor influencing shot results. But it is probably one that athletes at least can try to control.

To analyze the shooting I looked at the result of each shot and how many seconds it was taken after getting ready (first shot) or after the previous shot (shots two, three, four and five for every shoot), the shot intervals. Those shot intervals are measured in tenths of seconds, so to make the data more manageable and understandable, the intervals are binned: group multiple similar shot intervals together in buckets. The following chart shows the number of shots per bucket (top) and the shooting percentages per bucket (bottom):

For example, bucket 4 shows all shots with an interval between 4 and 4.99 seconds: 8,120 shots in total fall in this category, and 23.8% of those missed the target.

If we look at the top part of the chart, we can see that the majority of the shots are fired within five seconds, or between 11 and 18 seconds. Clearly this is the general distinction between shots 2, 3, 4 and 5 and the first shots respectively.

The bottom of the chart shows the miss-rate: what percentage of shots were missed for a particular bucket. And we can see that the longer the athlete waits, the higher the miss rate becomes, up to seven seconds. My guess is that after holding their breath for seven seconds they have to take one or two breaths, which has a positive effect on the hit rate making it go down for a number of seconds. The increase in miss-rate starting around the 13-second bucket likely shows the same impact from holding the breath for the first shot, typically taken after about 11-12 seconds. Even longer shot intervals resulting in more misses could be explained by lack of confidence, legs starting to shake, athletes starting to think too much about their shot, self-doubt, etc. Also rifle malfunction can play a role here, specifically for the long shot intervals.

Now let’s look at some examples of individual athletes. To avoid confusion the following charts only look at shots 2, 3, 4 and 5, as the first shot takes much longer than these other shots.

Wierer shoots fast and well, the majority of her shots in the one or two second buckets. It’s clear when things don’t go as planned and take over five seconds: the miss-rate goes up fast.

Eckhoff clearly takes more time, yet with a higher miss-rate. Only her 4, 6 and 7 second buckets have a miss-rate under 15%.

Hanna Oeberg is another fast shooter who does well in all buckets under 6 seconds except for the three-second bucket.

Alimbekava is also a fast shooter with almost all shots under 4 seconds. The miss-rate varies.

Roeiseland clearly takes a bit more time than say Wierer, and she shows a clear pattern: the longer the shot takes the higher the miss-rate.

Hauser is another fast shooter who shows a clear pattern: under 3 seconds misses roughly 10%, the longer the shot the more she misses.

Super-fast skier Herrmann shows her generally higher miss-rate, but when shooting under 2 seconds actually misses less than 10%.

Davidova shoots quite slowly compared to the athletes above, with the miss-rate increasing as she takes more time.

Lastly, one of the best shooters in the current season, Zdouc initially shows the “expected” pattern: more time leads to less misses. But that only applies for the first three buckets.

Generally, it can be argued that the general expectation that taking longer for a shot leads to better results is not true for these women above. Now let’s look at the men:

JT Boe shows good consistency (did I mention he leads the World Cup Standings?) up to 6 seconds, but he rarely takes that long.

Brother Tarjei shows a very similar pattern, but with a higher miss-rate.

QFM shows the opposite again of the expected trend, the longer he waits the higher the miss-rate.

Fellow Frenchman Jacquelin never shoots under a second, but almost all shots under four. Again the rate goes up as the shots take longer.

Loginov is an extremely fast shooter, with almost all shots under three seconds. Based on his chart taking 4 seconds per shot could lead to great results (though based on a small sample size).

Peiffer clearly is one of the slower shooters, hardly ever taking less than two seconds. His miss-rates are good though, especially in the 2-3 seconds range which he is in the most, by far.

Samuelsson shoots very consistently in two or three seconds per shot, but as we have now seen many times, the longer the shot takes the higher the miss-rate.

Eder, the leader of the Shooting Statistics list of the IBU, simply shoots very fast with a very low miss-rate. Again, even with the best shooter, the longer he takes, the higher the miss-rate.

Although all examples above don’t give a clear answer to what influences shot results, it is clear that taking more time per shot does not lead to better results. Of course, the athletes above are only a very small subset of all participants and represent the upper regions of the standings. But when going through the athletes in the lower regions of the standings the trend doesn’t change: taking more time per shot does NOT lead to better results.

The last chart doesn’t use the buckets but looks at all shots per specific shot interval (remember, down to a tenth of a second) and the miss-ratio for that shot interval. Here too, I took out all first shots.

The trend is going up rather than going down, meaning more seconds per shot means more misses. Removing some of the shot intervals with less than ten shots gives a nicer picture, but with the same conclusion: taking more time per shot does NOT lead to better results:

On Tableau Public I uploaded a dashboard that shows the same data in a slightly different visual presentation, but it allows to filter for athletes, disciplines, stand or prone, etc. Go have a look a play around with it, and let me know if you find anything interesting.

Posted in Long-term trends, Statistical analysis | Tagged shot accuracy, shot speed

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