Classic victory ranking

The victory rankings shows the horses that have won the most titles in each discipline. Quite often, the ones with the most titles have reached the highest level!

This ranking is updated every night. Only horses with significant records of achievement are saved.

Last update on 8th May 2026.

Victories in gallop races

There is nothing to display in that ranking

Victories in trot races

		Horse	Number

118	=	Standing Centre Raison D'être	239
119	=	Prudentia_460.86 ·▫●完成●▫·	238
120	=	Boomarang Raison D'être	233
121	=	Þ◊µbĻÈ wÎηηÎη૬S Ϯħє Ʀαĩɳɓσὧ Ħσŗᵴє	232
122	=	Bᴀᴄᴋ ᴛᴏ ᴛʜᴇ ʀσσᴛs Raison D'être	232
123	=	Dodo Special	231
124	=	Rodrick Raison D'être	230
125	=	Μήλο άλογο Raison D'être	229
126	=	ℱɑℓɑ ♚ ♠ Ꮨթթﻪℓﻪ८հεร ♠	225
127	=	Winter King ȶɦɛ ֆӄʏ ɨֆ ȶɦɛ ʟɨʍɨȶ	224
128	=	Painfully Raison D'être	222
129	=	Automated purchase The Kosmic Wazoo ♪	222
130	=	HoG DOG ~Classic Colours	221
131	=	March Madness ʀєѕυʀgєɴᴄє	220
132	=	Red Butterfly Raison D'être	220
133	=	Weekend Surprise Canadian Thoroughbred	219
134	=	Κολοκύθα Raison D'être	219
135	=	kᥱყ-ᥣιmᥱ grᥱᥱᥒ Raison D'être	219
136	=	Thoroughbred Filly	218
137	=	Looking Up Raison D'être	218

Victories in show-jumping

There is nothing to display in that ranking

Victories in cross-country

There is nothing to display in that ranking

Victories in dressage

		Horse	Number

252	=	AddictiveMelody	224
253	=	Okami	223
254	=	Black Magic ❀Poppy Hills❀	222
255	=	Glory Days Turn For Home	222
256	=	╰☆╮Andromeda╰☆╮ ɴᴏямᴀɴᴅysᶠʳᵉᶰᶜʰ ᵏᶤˢˢ	222
257	=	Innocent Ƈяυєℓ Sυммєя	220
258	=	Heaven Sent °• Dᵒˡˡʸ Mⁱˣᵗᵘʳᵉˢ •°	218
259	=	Archangel ✡Shαdoω Кnights Ғυry✡	218
260	=	Burning Down Alaska ✡Shαdoω Кnights Ғυry✡	217
261	=	Winter King ȶɦɛ ֆӄʏ ɨֆ ȶɦɛ ʟɨʍɨȶ	216
262	=	tuyu Ӻɍσӎ Ŋσsє ₮σ ₮σєs	216
263	=	Jö†ñår Ƈяυєℓ Sυммєя	216
264	=	Not a Knabstrupper Ƈяυєℓ Sυммєя	215
265	=	Rose of Meadow Brook	215
266	=	Natchez Θblιvισn	215
267	=	WerewolfAppocolyse σf ímmσrtαlís αdníhí	214
268	=	էաﻨlﻨցհէ'ร ցlεձოﻨռց ъlձƈĸ รհձժօաร	213
269	=	The Unexpected	213
270	=	Purple Dragon of Sคℓikคwσσd	213
271	=	M10186.64 συяlαdчƒяιε	213