Mallorca's climbs, measured · Serra de Tramuntana

Coll des Cocons from Palmanova

Pass · 2.3 km · 106 m · 4.5% · measured 7 August 2026

The Ma-1015 crosses coll des Cocons at 109 m. Climbed from Palmanova it is 2.3 km long and gains 106 m, an average of 4.5%.

Mid-table on all three measures — 106 m over 2.3 km, against an island median of 192 m — this is the riding the island is actually made of. The steepest kilometre falls in the middle, from km 1.1. You do not have to invent a day around it: the Consell's signposted Llogarets de Ponent climbs it at km 2.3 of 63.3 km.

Build a week around this climb →

The shape of it

Length
2.3 km

from 3 m at the foot to 109 m at the top

Height gained
106 m

summit minus the lowest point on the road — not a running total of every rise

Average gradient
4.5%

height gained over length

Steepest kilometre
6.3%

from km 1.1

0.0–1.0 km at 2.6% 1.0–2.0 km at 6.1% 2.0–2.3 km at 5.5% 1 2 Palmanova side · 3 m coll des Cocons · 109 m
Every kilometre is shaded by its own gradient. Vertical scale exaggerated ×5 — as every elevation profile is, including the ones that do not say so.

Kilometre by kilometre

The worst whole kilometre below runs from km 1.0, at 6.1%. No kilometre of it goes backwards — you climb 108 m and keep it.

Every kilometre of the climb to coll des Cocons from Palmanova

KilometreGradientAltitude at the end
0.0 – 1.02.6%29 m
1.0 – 2.06.1%90 m
2.0 – 2.35.5%108 m

How we got this Elevation sampled every 10 m from the Instituto Geográfico Nacional's 5 m national terrain model along the OpenStreetMap centreline, then smoothed over 50 m. The final row is short where the climb does not end on a whole kilometre.Computed from IGN Elevacion4258_5 (CC BY 4.0 scne.es) and OpenStreetMap (ODbL).Computed 7 August 2026.

How much of the climb sits at each steepness

GradientDistanceShare of the climb
downhill0.2 km9%
0–4%0.5 km21%
4–6%1.3 km56%
6–8%0.2 km9%
10%+0.1 km4%

How we got this Measured over 100 m windows — short enough to be meaningful, long enough that a 5 m terrain model's own vertical noise does not dominate.Computed from the same elevation series.Computed 7 August 2026.

The bends, counted

Counted from the road centreline rather than from memory: 1 hairpin on this side, where a hairpin is a turn of at least 135° taken inside 150 m of road. The one is at km 0.1. Drop the distance condition and count every turn of 135° however long it takes, and the figure is 1 — which is why published hairpin counts disagree with each other.

That puts this road 62th of the 116 climb-sides with a bend count, at 0.4 hairpins per kilometre. The twistiest roads on Mallorca has the whole ranking, the rule the count uses, and four published counts checked against the road they were counted on.

Every hairpin on the climb, in the order you meet them

KilometreTurnTaken withinDirection
0.1161°78 mright

How we got this Bearings are taken every 5 m along the OpenStreetMap centreline and consecutive turns in the same direction are added into one bend; a bend ends when the road has turned 25° back the other way. A bend of at least 135° within 150 m of road is a hairpin. One script applies that rule to all 116 climb-sides it can reproduce.Computed from the same OpenStreetMap centreline the gradients are measured along.Computed 6 August 2026.

Where it stands

Its steepest kilometre averages 6.3% against an island median of 7.1%, so it is gentler than the middle of the set. It gains less than the 192 m the median climb-side here gains, and the table puts every other measure beside the same middle.

coll des Cocons from Palmanova, against all 75 published climb-sides

MeasureThis climbIsland medianRank
Height gained106 m192 m72 of 75
Length2.3 km5.0 km65 of 75
Average gradient4.5%4.5%
Steepest kilometre6.3%7.1%60 of 75
Altitude at the top109 m75 of 75
Difficulty index0.560 of 75

How we got this Rank among every climb-side published in this catalogue, all measured by one script from the same two datasets — which is what makes the comparison worth more than the individual figures. The difficulty index is height gained squared, divided by ten times the length in metres — published so it can be argued with. Average gradient is not ranked: on its own it rewards short steep ramps over anything else.Computed from the 75 published climb-sides.Computed 7 August 2026.

The gear it asks for

The number that decides whether you ride up a climb or walk it is not its average. It is the steepest sustained kilometre, which here is 6.3% — so that is what this calculator is wired to. It opens on this climb; change the chainring, the cassette and your weight and it will tell you what cadence that gear actually turns.

The kilometre that decides it Turning 85 rpm — the gear is not the problem here. 6.3% for a kilometre · 12.3 km/h · 85 rpm in a 34×30

coll des Cocons — Palmanova is 2.3 km and gains 106 m, and its hardest continuous kilometre averages 6.3%. That kilometre, not the average, is what your lowest gear has to survive.

Where Gradient km/h rpm What that means
Over the whole climb 4.5% 15.9 110 You would be out of this gear long before here: 110 rpm. The row is about the gradient, not about your bottom gear.
On its steepest kilometre 6.3% 12.3 85 Turning 85 rpm — the gear is not the problem here.

A 34×30 on 28 mm tyres moves you 2.41 m per pedal revolution.

How we got this Cadence, development and speed-in-gear are exact arithmetic on the tooth counts and the wheel circumference (ETRTO 622 mm rim plus two tyre sections, × π). Speed from power is modelled: gravity + rolling resistance (Crr 0.005) + air (CdA 0.35 m², air 1.2 kg/m³), divided by 97.5% drivetrain efficiency. On these gradients gravity is the overwhelming term, but the rolling and drag figures are estimates rather than measurements. 60 and 100 rpm are the lines this tool draws between grinding, turning and spun out — conventions we chose, not findings; the cadence column is the number to argue with. Every row is computed in the gear you selected, which is why the gentler one can read as a cadence nobody pedals.Computed from this site’s own measured average and steepest-kilometre gradients for each climb, plus the gear and rider figures you enter.Computed 7 August 2026.

The cassette is the one specification worth putting in writing when you book a hire bike, and it is the one most often left to chance — ask for the ratio this calculator says you need, by name. We have no bike-hire partner, so there is nothing to recommend there; what we can help with is a hire car to reach these roads from the airport, which is marked and pays us if you use it.

On the signposted network

The Consell de Mallorca signposts sixteen cycle-touring routes across the island — the readiest way to ride this climb without building a day around it from scratch. Which of them take it in, in which direction, and at what point in their day:

Official routes that ride coll des Cocons from Palmanova

RouteDirectionAt kilometreRoute lengthGPX
Llogarets de Ponent (Hamlets)climbs it0.0 – 2.3 km63.3 kmnot published

How we got this The route × climb join, computed from the two measured datasets. For an ascent the kilometres are the route's own, from the foot of the climb to its summit; for a descent only the summit crossing is recorded, because the route meets the top first. A route with no GPX is one whose reconstruction disagreed with the distance the Consell publishes by more than 5%, or whose loop did not close — its line is not published, but it still passes over this climb.Computed from the sixteen reconstructed official routes and this climb's measured foot and summit.Computed 7 August 2026.

What else is close

What else is up here, if this one turns out to be short of a day. Distances are straight-line between the summits, not by road — in the Tramuntana the road between two tops four kilometres apart can be fifteen.

Measured climbs nearest to coll des Cocons

ClimbStraight lineComarcaHeight gainedAverage
Coll de sa Creu from Calvià6.2 kmSerra de Tramuntana262 m2.8%
Coll de sa Creu from Gènova6.2 kmSerra de Tramuntana304 m5.0%
Coll de sa Creu from Gènova6.6 kmPalma248 m4.9%
mirador de na Burguesa from Gènova6.9 kmPalma184 m9.2%

How we got this Great-circle distance between the two summit points, sorted ascending. Other sides of this same summit are excluded — they are in the section above.Computed from the published climb-sides and their summit coordinates.Computed 7 August 2026.

Or go back to the whole atlas, where all 75 climb-sides can be filtered and sorted at once.

How this was measured, and how to read it

  • The inventory is queried from OpenStreetMap rather than written down: every named pass on a paved road, and every named summit a paved road dead-ends at above 150 m. Each entry carries the OSM id of its top and of the village it starts from.
  • Ways tagged as closed to the public — private, no, customers, permit — are removed from the road network before anything is routed, so no climb here is measured up somebody’s drive. A road shut to cars but open to bicycles is kept.
  • The road is the OpenStreetMap centreline of whichever road actually crosses the pass — not a GPS trace of one ride, so no rider’s wander or lost signal is in the number.
  • Elevation is sampled every 10 m from the Spanish national 5 m terrain model, and interpolated in a straight line through tunnels and over bridges, where a terrain model reads the mountain above or the valley below.
  • Where a road reaches a tunnel mouth without going through it, the model has already climbed the hill the road is about to pass under, so the last metres are dropped rather than measured. One climb-side on the island is affected and its page says how far short of the portal its figures stop.
  • The foot of the climb is the lowest point on that road between the summit and the named village. The distance from the village to the foot is reported separately, because on several of these climbs it is kilometres.
  • Height gained is summit minus foot. It is not a running total of every rise, which depends entirely on the sampling interval and is the single biggest reason published figures disagree.
  • Average gradient is height gained over length — not the mean of the per-sample gradients, which over-weights the flat bits.
  • The steepest kilometre is the largest height gain over any 1,000 m window on the climb, sliding 10 m at a time.

How we got this Inventory queried from OpenStreetMap; the road walked from Palmanova to coll des Cocons on the filtered island road graph; elevation sampled every 10 m and smoothed over 50 m. Comarca from OpenStreetMap admin_level=7 boundaries by point-in-polygon.Computed from OpenStreetMap road centrelines (ODbL) and IGN Elevacion4258_5, Spain’s 5 m national terrain model (CC BY 4.0 scne.es).Computed 7 August 2026.

Sources, because these licences require the attribution: road geometry © OpenStreetMap contributors (ODbL); elevation from the Instituto Geográfico Nacional (CC BY 4.0 scne.es); comarca boundaries from OpenStreetMap admin_level=7. This climb clears the 100 m the atlas requires of an entry; the ones that do not are listed there with their figures.

Palmanova is where this climb starts, so from there you are on it within a kilometre of the door. Somewhere to stay the night before. Otherwise it is a hire car from Palma, like most of the island. Both links are marked and pay us if you use them.