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41th Spar Budapest Marathon | 2026 Course | Altimetry

41th Spar Budapest Marathon: 2026 route, altimetry, uphill/downhill statistics, gpx file

Note: "41th Spar Budapest Marathon" is NOT organized by goandrace.com

41th Spar Budapest Marathon course map. Length: 42.195 km.

42.195 km (26.2 mi) course map of the event "41th Spar Budapest Marathon" in Budapest (Sunday, October 11, 2026). Explore the route!

Start line: Pázmány Péter Promenade

Do you want to fly over the path with a Google Earth 3D video? Click on the following link: 41th Spar Budapest Marathon, fly over the path (3D video).

GPS track - .gpx file download

Download the gps race path by clicking here. You can send the .gpx file to your Garmin watch or other compatible device and follow the path. For instructions on how to upload the GPX file onto your Garmin watch click here.

 .gpx file download

NB: it is possible that the length calculated from the gpx file is greater than that of the race, with an error typically of 1-2%.

Click the following link to visit the 41th Spar Budapest Marathon event page.

41th Spar Budapest Marathon: route altimetric information



41th Spar Budapest Marathon: GNR-GAP index (v 1.0, experimental, see more)

41th Spar Budapest Marathon: interactive route

You can set the km (or mile) markers and you can select different types of layers (Satellite or Openstreetmap).

41th Spar Budapest Marathon: altimetry graph

41th Spar Budapest Marathon: slope graph

41th Spar Budapest Marathon: percentage distribution of slope

41th Spar Budapest Marathon: km by km elevation analysis

Lap Start Elev. End Elev. Elev. Diff. Avg Slope Min Elev. Max Elev. Total Ascent Total Descent
KM 0-1 101 101 -1 -0.1% 98 101 3 4
KM 1-2 101 107 +6 +0.6% 101 107 6 0
KM 2-3 107 103 -4 -0.4% 103 107 0 4
KM 3-4 103 117 +14 +1.4% 103 117 14 0
KM 4-5 117 130 +13 +1.3% 117 142 25 12
KM 5-6 130 119 -10 -1.0% 100 130 19 30
KM 6-7 119 118 -2 -0.2% 116 120 2 4
KM 7-8 118 120 +2 +0.2% 117 120 3 1
KM 8-9 120 121 +1 +0.1% 120 121 2 1
KM 9-10 121 113 -7 -0.7% 114 122 1 8
KM 10-11 113 107 -6 -0.6% 106 113 2 8
KM 11-12 107 109 +2 +0.2% 108 110 2 1
KM 12-13 109 109 0 0% 102 109 6 6
KM 13-14 109 106 -3 -0.3% 106 109 0 4
KM 14-15 106 107 +2 +0.2% 101 107 6 4
KM 15-16 107 97 -10 -1.0% 97 108 1 11
KM 16-17 97 107 +9 +0.9% 97 107 9 0
KM 17-18 107 103 -3 -0.3% 103 107 0 3
KM 18-19 103 100 -3 -0.3% 100 103 0 3
KM 19-20 100 103 +3 +0.3% 100 104 4 1
KM 20-21 103 104 +1 +0.1% 103 106 3 2
KM 21-22 104 103 0 0% 97 104 6 7
KM 22-23 103 108 +5 +0.5% 104 109 5 1
KM 23-24 108 103 -5 -0.5% 103 108 0 5
KM 24-25 103 108 +5 +0.5% 103 111 7 2
KM 25-26 108 98 -10 -1.0% 95 108 3 13
KM 26-27 98 101 +3 +0.3% 98 104 5 3
KM 27-28 101 109 +8 +0.8% 101 109 8 0
KM 28-29 109 108 -1 -0.1% 108 111 2 3
KM 29-30 108 103 -5 -0.5% 98 108 5 10
KM 30-31 103 106 +3 +0.3% 103 110 7 4
KM 31-32 106 105 -1 -0.1% 103 106 2 3
KM 32-33 105 105 0 0% 105 109 3 3
KM 33-34 105 103 -2 -0.2% 104 106 1 3
KM 34-35 103 101 -2 -0.2% 100 103 1 3
KM 35-36 101 103 +2 +0.2% 101 104 4 2
KM 36-37 103 109 +5 +0.5% 104 109 6 1
KM 37-38 109 106 -3 -0.3% 107 111 2 4
KM 38-39 106 108 +1 +0.1% 105 108 3 1
KM 39-40 108 109 +1 +0.1% 108 110 3 2
KM 40-41 109 109 0 0% 103 110 7 6
KM 41-42 109 108 -2 -0.2% 105 110 3 5
KM 42-42.20 108 107 0 -0.1% 107 108 0 1

GNR-GAP index - Go&Race Algorithm Estimate

Based on the elevation profile analysis, running on this course is estimated to result in a pace that is 1.8% slower.

For example, a runner who maintains a pace of 5'00"/km (8'03"/mi) on a flat 42.2 km course, corresponding to a finish time of 3h30'58", is estimated to complete this course in 3h34'44". The recalculated average pace (GAP) improves to 5'05"/km (8'11"/mi), making it 0'05"/km (0'09"/mi) slower.


The following graph illustrates the Pace Adjustment (PA) factor applied to the pace along the course. The horizontal red line represents a PA of 1, meaning no pace adjustment. Above the line, the pace is slower; below the line, it is faster. The table below also provides estimates for other pace ranges.



Predict your race or analyze your performance!

This following table shows simulations for paces between 3 and 8 min/km.

RACE PREDICTION
To estimate a possible race time, use the "Pace" or "Time without slopes" column, which are valid for a flat course.
For example, if you think you can cover this distance on a flat course at a pace of 4'40"/km (or 7'31"/mi), i.e. in a time of 3h16'54", the estimate is to complete this course in 3h20'25", corresponding to a pace of 4'45"/km (or 7'39"/mi).

PERFORMANCE ANALYSIS
If you have run this race, use the table to estimate the equivalent time on a flat course. Check the "GAP" column and find the value closest to your pace, or compare the "Time with slopes" column with your time: on the same row you will find the pace and the equivalent time on a flat course in the "Pace" and "Time without slopes" columns.
For example, a time of 3h13'16" (pace of 4'35"/km or 7'22"/mi) corresponds to a time of 3h09'52" on a flat course (pace of 4'30"/km or 7'15"/mi).

Pace (min/km) Pace (min/mile) Time without slopes (hh:mm:ss) Time with slopes (hh:mm:ss) GAP (min/km) Δ Pace (min/km) GAP (min/mile) Δ Pace (min/mile)
3'00"4'50"2h06'35"2h08'50"3'03"0'03"4'55"0'05"
3'05"4'58"2h10'06"2h12'25"3'08"0'03"5'03"0'05"
3'10"5'06"2h13'37"2h16'00"3'13"0'03"5'11"0'05"
3'15"5'14"2h17'08"2h19'34"3'18"0'03"5'19"0'06"
3'20"5'22"2h20'39"2h23'09"3'24"0'04"5'28"0'06"
3'25"5'30"2h24'10"2h26'44"3'29"0'04"5'36"0'06"
3'30"5'38"2h27'41"2h30'19"3'34"0'04"5'44"0'06"
3'35"5'46"2h31'12"2h33'53"3'39"0'04"5'52"0'06"
3'40"5'54"2h34'43"2h37'28"3'44"0'04"6'00"0'06"
3'45"6'02"2h38'14"2h41'03"3'49"0'04"6'09"0'06"
3'50"6'10"2h41'44"2h44'38"3'54"0'04"6'17"0'07"
3'55"6'18"2h45'15"2h48'12"3'59"0'04"6'25"0'07"
4'00"6'26"2h48'46"2h51'47"4'04"0'04"6'33"0'07"
4'05"6'34"2h52'17"2h55'22"4'09"0'04"6'41"0'07"
4'10"6'42"2h55'48"2h58'57"4'14"0'04"6'50"0'07"
4'15"6'50"2h59'19"3h02'31"4'20"0'05"6'58"0'07"
4'20"6'58"3h02'50"3h06'06"4'25"0'05"7'06"0'07"
4'25"7'06"3h06'21"3h09'41"4'30"0'05"7'14"0'08"
4'30"7'15"3h09'52"3h13'16"4'35"0'05"7'22"0'08"
4'35"7'23"3h13'23"3h16'50"4'40"0'05"7'30"0'08"
4'40"7'31"3h16'54"3h20'25"4'45"0'05"7'39"0'08"
4'45"7'39"3h20'25"3h24'00"4'50"0'05"7'47"0'08"
4'50"7'47"3h23'56"3h27'35"4'55"0'05"7'55"0'08"
4'55"7'55"3h27'27"3h31'09"5'00"0'05"8'03"0'08"
5'00"8'03"3h30'58"3h34'44"5'05"0'05"8'11"0'09"
5'05"8'11"3h34'29"3h38'19"5'10"0'05"8'20"0'09"
5'10"8'19"3h38'00"3h41'53"5'16"0'06"8'28"0'09"
5'15"8'27"3h41'31"3h45'28"5'21"0'06"8'36"0'09"
5'20"8'35"3h45'02"3h49'03"5'26"0'06"8'44"0'09"
5'25"8'43"3h48'33"3h52'38"5'31"0'06"8'52"0'09"
5'30"8'51"3h52'04"3h56'12"5'36"0'06"9'01"0'09"
5'35"8'59"3h55'35"3h59'47"5'41"0'06"9'09"0'10"
5'40"9'07"3h59'06"4h03'22"5'46"0'06"9'17"0'10"
5'45"9'15"4h02'37"4h06'57"5'51"0'06"9'25"0'10"
5'50"9'23"4h06'08"4h10'31"5'56"0'06"9'33"0'10"
5'55"9'31"4h09'39"4h14'06"6'01"0'06"9'42"0'10"
6'00"9'39"4h13'10"4h17'41"6'06"0'06"9'50"0'10"
6'05"9'47"4h16'41"4h21'16"6'12"0'07"9'58"0'10"
6'10"9'55"4h20'12"4h24'50"6'17"0'07"10'06"0'11"
6'15"10'04"4h23'43"4h28'25"6'22"0'07"10'14"0'11"
6'20"10'12"4h27'14"4h32'00"6'27"0'07"10'22"0'11"
6'25"10'20"4h30'45"4h35'35"6'32"0'07"10'31"0'11"
6'30"10'28"4h34'16"4h39'09"6'37"0'07"10'39"0'11"
6'35"10'36"4h37'47"4h42'44"6'42"0'07"10'47"0'11"
6'40"10'44"4h41'18"4h46'19"6'47"0'07"10'55"0'11"
6'45"10'52"4h44'49"4h49'54"6'52"0'07"11'03"0'12"
6'50"11'00"4h48'20"4h53'28"6'57"0'07"11'12"0'12"
6'55"11'08"4h51'51"4h57'03"7'02"0'07"11'20"0'12"
7'00"11'16"4h55'22"5h00'38"7'07"0'07"11'28"0'12"
7'05"11'24"4h58'53"5h04'13"7'13"0'08"11'36"0'12"
7'10"11'32"5h02'24"5h07'47"7'18"0'08"11'44"0'12"
7'15"11'40"5h05'55"5h11'22"7'23"0'08"11'53"0'12"
7'20"11'48"5h09'26"5h14'57"7'28"0'08"12'01"0'13"
7'25"11'56"5h12'57"5h18'32"7'33"0'08"12'09"0'13"
7'30"12'04"5h16'28"5h22'06"7'38"0'08"12'17"0'13"
7'35"12'12"5h19'58"5h25'41"7'43"0'08"12'25"0'13"
7'40"12'20"5h23'29"5h29'16"7'48"0'08"12'34"0'13"
7'45"12'28"5h27'00"5h32'50"7'53"0'08"12'42"0'13"
7'50"12'36"5h30'31"5h36'25"7'58"0'08"12'50"0'13"
7'55"12'44"5h34'02"5h40'00"8'03"0'08"12'58"0'14"
8'00"12'52"5h37'33"5h43'35"8'09"0'09"13'06"0'14"

Notes on the calculation of the length, altimetry and slope

Note 1: the length of the route is calculated using the geographic coordinates. This value may differ slightly from the official length declared by the organizers.
Note 2: the altimetry may not correspond exactly to the real values. For routes obtained via Google API, it is possible that the altitude is that of the terrain, without considering tunnels or viaducts. If from GPS tracking, the error is arbitrary.
Note 3: the percentage slope is calculated on sections of at least 50 meters and smoothed. Roads with gradients between -3%% and +3%% are considered flat, between +3%% and +7%% are uphill, and greater than +7%% are considered steep.

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