July 30 Texas vs Tampa
One-Off2jRotheraDonnées vérifiées limitéesProbabilité implicite actuelle
Tampa Bay 57%
Qualite du marche
42 / 100
Faible qualitéVolume 24h
1,8 k €
Liquidité
1,8 k €
Faible liquiditéAchat / Vente
-
Données du marché
Mis à jour il y a 15 minutes
28 juil. 26, 17:001 août 26, 15:00
Fonds fictifs uniquement, aucun argent réelCeci n'est pas un conseil financier
Résultat choisi
Tampa Bay59%
Comparer les plateformes· Tampa Bay
Classé par qualité du marché, puis liquidité et volume sur 24 h| Plateforme | Qualité | Probabilité | vs référence | Vol 24h | Liq | Fraîcheur | |
|---|---|---|---|---|---|---|---|
 KalshiMeilleur global66% de correspondance · lié | Élevée | 59% | 0pt | 173,6 k € | 166,2 k € | il y a 15 minutes | Ouvrir → |
 Gemini67% de correspondance · lié | Moyenne | 59% | 0pt | 1,4 k € | 0 € | il y a 15 minutes | Ouvrir → |
| RotheraCette page | Faible | 59% | 0pt | 1,8 k € | 1,8 k € | il y a 15 minutes | |
 Futuur68% de correspondance · auto | Faible | 58% | -1pt | 0 € | 1,9 k € | il y a 15 minutes | Ouvrir → |
Également disponible sur Futuur
Tampa Bay Rays vs. Texas Rangers
5h
58%
42%
35 • Faible qualitéSpread inconnuFaible liquiditéMarché peu profond
Volume total0 €
Volume 24h0 €
FUTUURÉgalement disponible sur Gemini
Texas vs Tampa Bay
11h
58.5%
41.5%
62 • Qualité moyenneSpread serréFaible liquiditéAmbiguïté élevée
Volume total1,4 k €
Volume 24h1,4 k €
GEMINIÉgalement disponible sur Kalshi
Texas vs Tampa Bay
4.0 pts3j
+4.0pt57.8%
-3.0pt42.2%
88 • Haute qualitéSpread serréLiquidité élevéeAmbiguïté élevée
Volume total174,3 k €
Volume 24h173,6 k €
KALSHIRègles
Who will win the July 30 Texas vs Tampa Pro Baseball game? Contracts resolve based on the result of the Texas vs Tampa Pro Baseball game originally scheduled on July 30, 2026 at 11:10am CT, as determined by the Source Agency match results.
- The winning team is determined by the final score at the conclusion of play, including all extra innings.
- Possible outcomes are Texas wins or Tampa wins.
- Resolution occurs once the first final result is reported by the Source Agency.
- If the game is shortened, called, or otherwise ended prior to the regulation number of innings, and the Source Agency declares the game and records a result, the market will resolve based on that result.
- If the game is postponed, all contracts will remain open until the rescheduled game completes, provided it completes before the contract's final expiration date and time.
Les probabilités peuvent varier en raison de structures de marché, frais et bassins de participants différents.
Grosses transactions
$1.4k58.0%KALSHITampa Bay — Yes-5 h
KALSHITampa Bay — Yes-5 h$1.8k58.0%KALSHITampa Bay — Yes-5 h
KALSHITampa Bay — Yes-5 h$1.9k44.0%KALSHITexas — Yes-5 h
KALSHITexas — Yes-5 hMarchés Associés
New York Y vs Chicago WS
185,1 k €New York Y: 49%KALSHI
KALSHIMLB: Seattle Mariners vs Los Angeles Dodgers (Jul 29, 2026)
107 k €LAD: 63%ROTHERA
ROTHERA
Tarik Skubal's Next Team
92,7 k €Los Angeles D: 47%KALSHI
KALSHIMLB: New York Yankees vs Chicago White Sox (Jul 29, 2026)
58 k €CWS: 43%ROTHERA
ROTHERA
Tarik Skubal Next Team before August 5th
56,6 k €Milwaukee: 18%KALSHI
KALSHI
Texas Rangers vs. Tampa Bay Rays
26 k €2.5: 72%
POLYMARKET
POLYMARKET
Règles
Who will win the July 30 Texas vs Tampa Pro Baseball game? Contracts resolve based on the result of the Texas vs Tampa Pro Baseball game originally scheduled on July 30, 2026 at 11:10am CT, as determined by the Source Agency match results.
- The winning team is determined by the final score at the conclusion of play, including all extra innings.
- Possible outcomes are Texas wins or Tampa wins.
- Resolution occurs once the first final result is reported by the Source Agency.
- If the game is shortened, called, or otherwise ended prior to the regulation number of innings, and the Source Agency declares the game and records a result, the market will resolve based on that result.
- If the game is postponed, all contracts will remain open until the rescheduled game completes, provided it completes before the contract's final expiration date and time.