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Lo spagnolo porta a casa il primo set al tiebreak: 7-6 il punteggio dopo ben un’ora e 8 minuti di gioco contro il francese Cazaux. Ora il secondo set, da seguire su Sky Sport Arena, Sky Sport Mix e in streaming su NOW. Dopo questa sfida, toccherà al derby azzurro tra Lorenzo Musetti e Lorenzo Sonego.
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Chi vince affronterà negli ottavi di finale Daniil Medvedev che oggi non è sceso in campo per via del forfait pre match di Grigor Dimitrov
“,”postId”:”a50d1a9b-dce1-4df9-a557-69ce31e46a92″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T16:20:00.744Z”,”timestampUtcIt”:”2025-10-29T17:20:00+0100″,”altBackground”:false,”content”:”
Sonego va a caccia degli ottavi a livello Masters 1000 per la prima volta da Monte-Carlo 2024
“,”postId”:”69675b31-39f9-4116-8360-fe83fdde2d09″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T16:15:00.511Z”,”timestampUtcIt”:”2025-10-29T17:15:00+0100″,”altBackground”:false,”content”:”
Sonego ha un bilancio di 6 vittorie e 35 sconfitte contro giocatori top 10. L’ultimo successo risale al Roland Garros 2023 contro Rublev
“,”postId”:”c01a6d31-5f5b-49f0-ba2c-bde32b08bfd0″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T16:10:00.749Z”,”timestampUtcIt”:”2025-10-29T17:10:00+0100″,”altBackground”:false,”content”:”
Per Musetti è il terzo evento su cemento indoor della stagione dopo Bruxelles e Vienna, giocati nelle ultime due settimane. In Belgio non è andato oltre i quarti mentre in Austria si è fermato in semifinale
“,”postId”:”9ea6649b-1d81-49f5-ad93-bb64800e12ae”,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T16:05:00.084Z”,”timestampUtcIt”:”2025-10-29T17:05:00+0100″,”altBackground”:false,”content”:”
Musetti ha un bilancio di 6 vittorie e 1 sconfitta con connazionali da Wimbledon dello scorso anno. L’unica sconfitta contro Jannik Sinner nei quarti degli US Open di quest’anno
“,”postId”:”2970c2ab-efac-4b93-98a2-f82839b7586b”,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T16:00:00.052Z”,”timestampUtcIt”:”2025-10-29T17:00:00+0100″,”altBackground”:false,”title”:”I giocatori con almeno 20 vittorie Masters 1000 in una stagione dal 2020″,”content”:”
- \n
- 2025: Carlos Alcaraz (21)
- 2024: Jannik Sinner (28), Alexander Zverev (28)
- 2023 Carlos Alcaraz (25), Daniil Medvedev (24), Andrey Rublev (21), Jannik Sinner (21), Hubert Hurkacz (20)
- 2022: Stefanos Tsitsipas (22)
- 2021: Stefanos Tsitsipas (20)
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“,”postId”:”6c8b8e24-75fe-4ce0-9a35-9efcf0f4ef8b”,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:55:00.269Z”,”timestampUtcIt”:”2025-10-29T16:55:00+0100″,”altBackground”:false,”content”:”
Con una vittoria oggi Musetti diventerebbe il secondo giocatore a centrare quest’anno le 20 vittorie a livello Masters 1000 dopo Carlos Alcaraz. Per ora l’azzurro ha un record di 19 vittorie e 8 sconfitte
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/r4ygM19XV3n2JL90b6R//j9vRl0ld/iMBrM6/mFePX8TD2%2bw7666UPWNQNLLq6xPHcTwJ0V0RrgTtx8IIjpIAuPeOxci01huFz6eTQxsg%2bNc3mo5rFOefblINEwYTLcT4Azk3Wd%2bI9qvVl9tuNaJNz2k2FZCC1S/dBt48Ei/xXkMQ95s649z7vi1e/Aq/eOoXOl9D4Dz8YFVWq0itv%2bjly3BbBEgM3BJ13MCtrsK9azB9dd09JUUpuBaHWq0EJC5eBfjiLYVTK62Ngsep1DqOzEyQDYAM6wAo3OhNbtcFn37JJOaBp2seMxqfLbuDEssb/yFkLGxOJ8z/bubGoBjIaurybF32DhfbXZpGkxI2x7pxS09Zzumylmw8ClUWAN4CqKeRYdaRDdIucFjqwu563D19PrhITNEtVmW/nXs1M%2br2ApbKNQFY5GSEus7UtMPTjHogEg5rKuVdCu8bLDgXXIcbGflaGoceFUma0ZHWuvPzl1YAXRX8PazuV82%2b7Yj0tFHXBXefCvrI%2b6LglNxV8fjoI51pEM3gBPhabh7I0jMXfMfY8Q%2bALlIKG5hPqvZ1wDWwHRbGeV2Hfs51QFs4YlYDlhCuW/0bDh%2b33BQjET8RMyDAhaAgbM7dV7sco8fPFBaw%2bwnxP9w74nC0fFmZ2OmBAmzvpIuUUuQ8cq/N0G8ufg1c8ErN19ttvHbrLvkpVvABepztkhJbkGjJvxg8PpfFyqkEXz3vH6%2bPtuJgFqs4AmejeArgIV5LY5VBbQ0ADyWgbW3KkkC9adN8pIwwH49D8beb2%2bAI2GtwtwWOEUVLG93jEuzWFF1vNudcHEwloCpTFf7AC3Y%2bgMOlmwLgUhMOlPzrZ8NtXOlApi2GDtfzZ4nXhiEUzL1A4Bi7jriUwlvsaH0cUiCUblhA42cRsWAmjzEOHaRo9qurbYh7T6rMqm%2bKrAZKFookYK188wuulKYmtQBPDT9MBdhb938t025xUiNO2AF2yE7zcWaKMiawNgNslRmrGt%2bHaxMcLZydVRpaCriI68ES2hswYLpLdCDsq0dbqHM3E4sElQmOOgOEnsKimkvrzPSTF2/mdLJaE6FpGt2Iyt9ahBcJeAZKeFENR0D4COd6jtL5d4VTcJIn90nq1cP376e7aVRS5xhs2yqSLLTg6rfRnIVsyISkds%2bTQ4EcyNHHnW2ioEMJw1Nc7QFQpWaC7VhmHjAPs6563Phcb31JjgmxtgXhvaAyUMY0UduOa0UzOjLMrFq%2bzgUqJY61tsiiiYrKPIxQDj8IbZBdQpG8YNIwYNcDIq%2bpVdrYLLMs8q510Bl%2ba8nU95F7g7ofAugKdyts4N8LKZ404w6A2GtgOPrgGg9s0Eh5gVc9qDfS/wx/ueDUcdVFdA604YoiVU9gPZfQgs4kLtnO/mXb5%2b6mQIrdVNXpYqgkGTRgYnArWW/UK2ynPJMeP9HRzi1AvEgHX1ypeHXuFzDpU1DZbDNV/tgbkTPsuabWvOe7ftb5VX7hw/m2Nnx7pCZjmtQmagME/FK0Vm02QgVWSq%2b3FXUx8Fj7oBIXJh4bynV7LifDXki8XRrz48zu2FKr7ey9oE43WdM%2bVHqUsbLtfPtcF1osw96IFLQXyA8rjtQ2W5nuNEp236qRnTHcuuwucdoaoF7/Y6Td1g35tC0irPNRY%2bMxATkQuAwzKgpxIDxwCb7Hn%2be7KuAKV5VuW5dA8lMGsY65p82KFpwJeRInBjeSjt202fPho%2bp1Y6tBXQNgBshGFF%2bjnPRj7TCMRnrqsXAz%2bEjMNh2FGQJyezh%2blGGLzLzLfAK0nrll1VeQFAkQVwdS/PpaIUAzHq3dXKuFO5L7nkqqM2I0wA5knaADtFeo5kZWzyXEG7ea/w2bOw%2bDa%2bEB77fDfPsiLeZdNgjUQhs2yAswOwyHryRpdS7jQ1nCDUxtGl1djxuv8%2b7SkAsJJJkLrIf6UHaJf3PnvDhTTN8PqBIEVCWtGm2UCJ/1kJiAUvwIagTACeUnPdYq4YZ033FK/YcPUgdI1t9i2RQRjN71Vh0vt7ilh5a0LNb6/n04BWE2y4sFztJHPHGwBLalhYAdcWZuPus36FzCYP1dAkcTz3AuOinqy16%2bgH3Ghms6Yt9zulIt08Y3HBitVyu7rsB8C1VDfcCY%2bpZxkNaFO8zLpMbxQ4fkZWjQUF1E6sSo9XASqDbVwmj8K2I2z082GzD8czA9edlALG6Vw14cv7HLuEvMhkkp6zy6hQnVRpLjRQmQUIVrbRuLD6rKPHDpCaY8kCcJADe4YeWdnW671eADb5cm%2bs5CxgdyxlC/Zdg1e0aYzfyFtFN5Vm5bXgufNaBYuwwRwqKFrVcpE6UBoEqQNnCoMpYDsWdqWoEiInm2NWmkViU0GcFnmxd%2bweqpWFa29RAq5F40U0YGhbs/UrwRT0/q5C5mWLzyKMluDYWue3ImAcrKbuIwfo48860keeyePq/oTLvHehPvelojss2oW2u6CFwNXG4wyYFoXQsxssh2Ytj2L%2bh7OkJq7TMrZGoFY0NK7krq4UJaOydwEoKCHJNYsq5rEa8%2bDSjSRh4HqXp2am9ou7EFBR%2bWjHn7DDwnB/Npr5SszNLYD17cjSSyQz9/gW437mSkk5bx7Lui1M6WbddwFgpirPjeM6hj2vBxm3qniahq2EqoEBLBHYdZLFgCyMNhxctVqp%2b3Z9GUhS7hvquB7AFwOfYa1VxTnkwaWuG4UtaZTlXpTibNv3%2bN5bP9I4Gq/yTur7q437cYlZCLm1XoZcFnf5i4v0td4nHkujNwwW3X1kpFiFwptMXVxRgs0Ws5uPDNi4q9PO4UwSJA9mSrUxFh7RiJHyWD8jWahr6l1WclMw1C%2br9HOryvrP5LySdFJIFkjkWe7sjjFnlha4nvHvCLKd///602qQAVbdSqq18yiUjv79gqZqAO7BvqW7/5MlSxsWymfbjLBiRNFNI8bd8HkTtMuwuc9rOVgFgO4Ntjlw95DUUbFqiymPfiTsAWJforErbLXwO1d4XYbLobBYquNKcp6blWbLUzVQyByXZdLtgs3tK3zOLLvHulTo0tqqzF6sRAWL4tTrTxfqyknAmp8A9GZI/eSe5k2AySpv3Qifp/KSEbJCzl1AL%2bYcT11vPfCMO8cWq6IlYkKHwYHy0MED2UVlUS0OnUENgOvtbJOMmw9QcVJJeNyDMx9f32v1frzlgU%2bJxG8Q81tL/X8wHG6AqU5VzsA%2bwm3/K9eV0vxBY/4TWxRJc/tcCVZspy0AluheOD4ZIEmN17qw%2bZP1mYBxmfqcc%2bI5Yq/txKNogggVJjnGdKMo0K6emxn7Yr9stpAwGlYMq8a53ivBBKmtyULyezTilqSmBxYE6438FwdiKshIVkCac1%2bN3UgTmDPKaJ336%2bx9UrgN4H3wksb5X7GvLjqAbritmtUjtU68ymt3enH99%2bu2JMw8SSMBWMjYHAH9w6LA4phqtbLo9Mqf5RAXsnIPGiyXyj7ISZUcVZLCZEuzovf64VbZ6of/tPcTIbCoD5n9YxJDZkVM2zxv8h/4x%2b2Rec1kfhyxLHpNl5PeyHUnEaG6HbpTOeuucl7w/lZy3AHz4ahsazRtpGN/BrJAMEst%2bcB9RRLYVzzTpk9oVJCzOQP16SKWrnObV5knD6u1KRHVzqK1YBV3%2b4pUIPrwuI6q1mSq0CBMofBYgcvq%2bNVfobNjX8GMb3e8zAOpzUIMGPNuC99KMWZAI0YO5oZqASzrgXI7WxHOyYwdYEnOO2PoDEEIgPs6blSnVcpbc%2bicxSn/nJVGg9Til%2bMw09IxFJxwoGNo16uMSkYZmvtmDczZZS0TCNo0nQdLwAMkAkXdfoyJg/J8leZV02Pft8cNACssFd2t6ep%2bTfeWcAXC7gxgWCLqWHlvDSYe/TeiFWZ7ZM64ACx135ABcGYWvmZVDZjnetCfgBdn4pC4HbATl7KiLKVhoROpKg%2biem4FLGfw1dIupklJv9zxNc9ZOVBLCH2yp55A%2bwHhcckiFWPjnPN6l9UnDBztkZ8Ad5NxZfWahdjEQuKiEEu/6WBV27W7oha4FoXTJHuApnptfiyAEoTPyZDRnbZzPitCuozQKR4OXVeqEjOOVApOLTrynX%2boHc8EZHqyni9lwM4If6tap1jisPrt6G5EqwPU8Hw4SEdS9Db/ovZ66/oD4EKnEbM6yr5QNVmYPbgBI4fRuRzkAKfvx2NPr5yGCgXjbPI8qnJ6NomALk6nCMBglwShdC5%2bMtNGPAYxuRKDxg64V3XcxpKhKqDZqTf2kxD5UIcLG48abr8e1xcjA9D61x7AzgAuQF6Fyxi8vwiVJ2Da%2bVswLxiYbpj3gNzZ/NesIyHjXq%2bpGmOvluwbEaSuJIkAfufKucN0JjowvGsg2hxzaSexcFGkUR1Wy/xmAyDuw2ppyz%2b26ZRimGbnbknhcmFp12ngWdMCI2pp0sp5rigXtkYCKQKrOoELsm8P3g/yWSZmCSsXEaEKhq5yI2Qm4Oxqt7M3Y8SwV5qdu7nOK0nYGqGM9ALwkcfGaZR%2bhM0rV34357%2bnC%2bdcNi8DMcO5pxTWzM4rVD4S6UawoeaDXNMVyrZVJ2YcrIswOX6stLQEGTh30H3jefd43k7C1GYE3HdOPMZl5kA5Lg2fN2u8L/DStr2Njp9ObDpzwRt2yUly2WaMTejDWq0taQeroxquH20zCPMyBdoJSWlSBp6tPK7uJFk1gwowTSRWRS175kENwuhcGjJpctvdLnLfW8QFqvwYy3vN1YOKzcCVgiArD2/U0DqICnXyJ3BeINXQFjjSnymzLwJuAbI4BVp2wGsAYNJ19NwJhT8QpWD%2bKnhe1SQ7hU6AyRrIJ3BHXwKClshV6SgxucTlY2cfrm8VTGwYh7x5C31Vb5O1/mqWT3VdKXVbDY0IOX%2bF4hfJh7sgWG8AGJkh2W5b5t2p1qeracA2ckwS8FBTBlOgv5sYvk8cPveF10PWUyNhzivS%2bIvvXgtmxpa9hS/5ymBfOqQ27Y%2bTrSgZfNUJ6qsNYE2mDBkF7CX3tWvq8A8Dm1Oaj/BZ/TSlcQLU2KfPENAi22JH1dV2uBqSzj9Z0ZSBTwjx9ey5qBrrCeLD8pgHvkgIhTVxiNZQOZWRBJg1vGilx3MuRPbPdb7oEjoPUHtO4lb3a37GWAVo7MVvtsm8c8PnjI6f2tgrdX9s66pERBsLxobKjJ6Xvj0w5cNX6DyIIjzifWNLMMcr57N1oTCGxAocUQpEKb3VkMBY2BYlJO2OUeD%2bBHbHAlCptdYyw09jgpun4mp2RmVAdnlxuDjWH3VMjpHxOdYKVrOxOcpvmHcVAq%2bOZ726zbrMFXBbgI%2blc6oHsUIrZAf%2bM1w%2bh5Je7HuCTUcEqjdlyHCNCCOxcDVrlKYGANYoeikAZS07WQn1MVXc9foaqNnmtZnXpj6NwAOuqgu4Ctv9VCpLFmfq0FKp2r0gh1d2YUFhS3YdVj7u%2bDh0Vg7M2eW/O6CU3mwxb4B1ygKM0fJYV5CMqkyDjQa0RmzJiVVOvSN46WxRrNRubfV2P1ptMogOKU0mi9WmLAUMXFVnb6L43p0b2sZFwyw9Udzv4cHpTxSsuUxwR2YRs5C1Eg9xBicEfxm100gWwE1Z0J1S0R0xapH3diWkDriwfXBVW23y4zkWIB9EoBrLPUIl3w3f/8ANC4FVHTNqqs2mMJczXK37xrBYKUNTtl6MM1THfDsVWwOAxT9XylfTZAy0mb42cikOg2%2bc0/S0R6bxktuTMRS6q7xdsjNwqIBiw2AOK/ib3hlVI0DJlYULSnrghlUlN5sPUIcRBLDQvbox9B1gPvPoHVhOpMqnaytz%2bF347P6aOQ%2bWU1H2bIxoYDQgVNIxtOrlUdA5pK0TqoKUHyMpPI5hMzkWdUyS6louIyHlOTPzjyAlcZbVLmCRZ9oAcDvmNcHh9nO/vU/4PGVBoBLQ2tH1/m76jXcbEJZsisJnZI/k4MyhtLI4jLUK1snBIJ/1eW6kDmtXcPFwWKE7C%2bXAq9GsoI0wsWj2XWfGNaIwX2BTCGif73olKQdqKJzt5ip7ljwZV3Z/zYpDandfR2/YKLlucneZ%2b56et7qEUOlHGJCY4WLVQCAbwG08zFs%2b5YW9kQpObJhcAvkCkP6%2bhZJP3GOnAvJci0r061M4WjB37LuK/1jojFv7dClAWXjP2jRgSKFWxMpk7xpToX05qJmNAME5FNZ4Q8mIiFT5nMvCYwZgYQKXwKHrAJR0hSdzPHU%2b5c3XbPfkInMGE6h2wK642QACND0egNrllUgZ7vbVESAvRCvbYN/qztJF6UdBk0InWH3iXM4g1uCo8oLUmfGcObG6TEnjxyr9SVWEj/kiFsnYUG%2bna4vmy0CMCudg6UPn/F4%2bhH7SsTbzZiPB3MxpS1g89lr6Pn5s1UAwNl43AIC1AtZGA8j8fmMDtDFv1RB%2b%2br%2b0NAzL2Te39yEWZs3z5hxdGZh2W7RCnmctAlSu70JnFaiNenEr9/UWYwZhTszIkjZ0c8ErgHPEEB4yr6QweY95f9NlRAQnFhLPjV5ctuC6DdHHova7CJmFgBUxqikpCw1QNoqgta3r%2broeqCvFuHtt5xdc%2bZkjAxtkz8yu6uq0x59RoSPK3/d2SUN5rlRQF7%2bRbwGUW5W04rj62ZQwFJSGao7d1XpXA%2brCSSA4rLr5VMtWPAFrSHTR5reRy84PBqPbDbDKIs/ljZ%2bEmVNDAl5ntRCaBgA5Lu8cCrbRcJ2XjnpAy7bivDJi2HIwHW9GsGSRRDP8s0EwmzCWM/aFNCrsXoZss24HVF1YJ0szfzFpzDvAFVIG0sUkyVWoKzj/3J6Okd5TxuZrNpsNBICWzqjKjItC5r0QWktpadTWwOUJQcGQ9JVfGSvNK68yD5uVqsyZta%2bPpAewNtOLFFQHK5NLA1Zdn0uLQHUt/9V4HABknpzhGxKUlYpQPiww5900YcwNAHb121UJaHvW1C/y4slH15QWjxwe59C6zJEa6Zj4nhauO/bsgD0aChigzjv2wmfgkzYIZKUuKtsCbTVnZJOFgIqjnH8%2bDQYO5gdeyjD%2bnJqFKTTpA4XQcdlvBOy4gHvcbsPlUWu8SIl%2btpvmPQuK7JVyWmDLWum9Vev9pAQ09phXUtMBE588o5YuIi2lItti2wENHcao4F3tV/d6uxn/GRGcrC0fScu9d7zMWgI5jfkp8RLV24xpF2NwpI7hXjFw/vMdFkh9n1QUDJ9j7irVPkzWqk%2b%2bwTsX4pIQUUnAgPASOko1ok5SYGt9zWNtyPhkmBxk2o1OIlEsSCHRK6/lJCLUX66U4%2baKURXrLZbXjbKOVhA1YXIQqlJILMUzpOX2zMKVdBVMhcHgEVpLOmezX8XLbbWWBFQj4y57d4GqfPwO2NaFJ%2b6dbW5PXXcPTeHe5alkAyGoA9zOc0FT/dxgYaYu7%2bS/KLT2KrQrIV2GjD2wamDbjXmlH6yiM9K2Z8LmO3fClCxYWUH47FOIC9QBmNJv2SktgsTIz%2bY0M7ki/GmT36btIBpNHjswqNleI2aVNEVqc44joHWSOKpW4tXcEK9so%2bQDGuZ5KWk0M5k7oarJfwWUggSwrXS2nQ6oHLAc%2bCvFeWyAW6onz73GirKMm00j4%2bKSUHlMc92XMXAqI6XZzFPwUNAIVqUfh/InHlI3MCixPwKxSohyvDJmrG7rJVjdGPU6FznqRCycc9FFyWcSIM5xg4l3GLjJf4UIU6VTaFzSoTXpQMugYwFKZrX0Skhf/lHgM67//PfhQaSJNaPgZpR5FdgfsSGDmTGmy2EnCI1hl5ID53Qq9CQfg2Zrqru8F20joWoFas/GXrAa0e21UpgzyJ%2bfzZYCeW5XJmK14KVwdafOO/YMGOVUTBRbGj4PbIQNM5sHUXfHOWPKoOliLWYFhVh7NjcgYFkCIRag9uu6shC0bMPnfCnGGpsNQOkofry0loNSVibIqJH2lqwAbFmYGhWM5dyaGu1R7ixNDVc3wugnzPCRA7xr%2b2Njb25tLpAFu29MuxAl/jnicZadcTdj0Xw/eGJUWLKqIbzD5y%2bErM/ew0D%2bbK2jShvTRc6xc47bMGgKtfMgOvY6IQa9O%2bd06OEZOIPKXUgKKoqwP2VE1pWbofMT2hul2dTUupMWM6VQjkynQe7UgGWzlkumOdK/UMPmKEZi6rKMojBf7Fs7ibBANfgIw2U9I0%2ba5KKWbarKKO%2b1VMetwGN5LwCevKZr5tA4q9O5XdwPlOqWhpWdRaMBa5ghqCUoWxYNRjJhsCDvRrgc%2b3np0KAN00SJi3T92xM28TrbDFfTKMDQcwFhffv10NoUqcejTu1gnh375lhgYFXRe3VZ/aSEFHNb2TJnbIztpyG0pL7efu6z0aYGcDJRXTYxMcs%2b%2bnPK4pxsqE93NH6anM8uftUdwzIxC3QVyWJptvBmyDB3UzDAd5rut4fI5eHnQjf2VeYdi1MtOdGwBgb0SVIwYSwpy6jNT%2bGEDY2h95/VhKUduYoEKiG5KR2S3jitvJnCq9k1m4qi2M%2buJ43PTVmHyDXo0po5%2bY/IcEw9kj45SD14gLw2Z1ZJrjAhDDu4mJV2FZHcU0ASkcNeEbJTV3kNeLJe2VX5p6vDStPmNxatfgsPs5Fwm4W41niZtcZdvKabQTsW/cK111ahQLUKnXWj0V6JISPWcut0je7yfq2LeiwNozNJpSJV6G9m5ozspgql%2bRBIafjz9SNk%2b27QYHvM7C2cbbvbzzq1mrFsruKjsFP2HVByw/Joi6QkrFfZcF11JaD26wwsQdp9UehiXyWN%2bSOpymhmVS9IZf90fGxQ0LOwNQO08zVb6iiCNVzFwVlQmFXL68wtSpMNz48h6%2bRqYtG/HHcCx6woZt6iSKMxPBuZ0LbyPGDYnGeLkFlUtFmAJBo75SFZtRGO9aaErbE3jUlDhPTkMlPsqjlAeWuKZcHqEedHaa3/qqDHYrM%2bBmv1MYeGesssmWu3CKgAULBLKJsy9sQrS3E3bAM0aadIljDe7S2yvhcDu68GZ95jrrOiwepMbc7CldxmXlQg2%2b34WTElkhMRe8vGnl3BHUCSgF9q0KuQGUzHMDZ1G%2bX6owEybz448ls4TF1vNI2%2bQT1TGabkkm15aJScVqg5Q5omhRwer%2b2SPjyWVBaa6SQynXnj5eXR09MznRnDNN4/bwvYTpNuf7%2bnNcwKjRy%2bHVB52Exvy36ZSGDYbKsYZDdGuVnnnbqeyiEdcw%2b%2bbiTXdaWZto3yYEExE6jc3xrFACTJpZrMWv7Y%2bNexUJyVMKnCfDbbJFd2R1mxq%2bJROOxcHwAMF3HUvJePMtPLBp8n%2bw5dZlLZwGGPmhtDyaIB9p2cV86wWVZuKdKEsBxTQHu2mhnPutjO94ENcq6YduBGBeNTG/vyytjoJSPsq31914tax9zmWZhyvNsHvbNqlL5hzMasT1cboUqJYIXH3YgLhzEX1GiBjgtP9gAmc5ysOySCVqN6fLqtyHz8nOt%2bg5aGwGMRgI3ejk5LRlKYV9cFsrY5/mY4XWyWi9BYdli7m2SxIXYdDC0bYXLqFopD6HbCXGB61UEYdbgB62wk7JAPR/nLsWb02jck1E3F7IvSMPGUusrEXxsZMlc80Y3hzxsCz3AaAfdQn4eEx16A1rgTneiBwbRBWqvRR8FImCxNAIdELHHt5c9%2bFCtr41uws2yE1CvnFHNmiWyG4AOMwhnrkpOQXUFr5zqIl3Rr1I1q3sWrAbiRbdMalG2DxyhKc94%2byDuBtHFK4ekYOKRGhgwN5aGwJKOwbhw6d4a/OUxm0zw2x3TnVm0JzKt97jr6BgV6nQoLAcSCQf3ck/wEl2RWofDcaQ9cWB3njUkZk/Tbzo0JGhOM9RMiTN1yJu3MKtYfpdmHvR6omkJfJixZGzKjPFgWHUBdn66C5gGFHUQMyD%2bMr%2bS5s%2bFeuVuqDKBLbYJSw%2bWykvltxCit4AO0CuZdRRshsSE9c6VlkgF1%2baP2LKyXF7y0%2betuzrsR8s6mwbIdldP5nWUB2MGdYgXAo7b3tSGy3BCxvG0xh8yPUhqyoA6PzTC9NgiIDcK22PZoLUixcDXTtIzJTBkozA6%2bngvME4THJxtLMmGMZNhYLcH4yWUz%2bPR6bDSTNkbVIFXJPP7BTXNIWbZc8hfkbTY4S5MAqekyagWvgUPg2U3eICUlAf7nuZiEMYmcqNrXA4oNtBuKtF8i8fx7sa03ZcjSC22kHEXLRaYFfKg0JO1qEqVqcfczsxDaZ0wlVzaWkSk4b6cpkgMHbEeuO2k18d//Ho0GiWYNNnMZUIMZKjgo%2bIhlqyWYHilrpThPW8gfUrSi7e6SsOVGBlJmmsnTLKCBYRJjBpp4bVJvb2ygvxdGp8Vi70%2bLgcTIzhnOOGEyAFYhwBRa/tHaggdBzudRdcLVpKzLupEcP9gbxJZZ2HubNarKvnw09ldeHV1E1v05UXdRk%2bPmJvwwYWNUSCmZtCS1nxfksELkv040khujWoVMm5RF7RWCfSw20YOkZoKFNZob69Htpoxi99VevOpjx3ecWReDNF%2b/WBfltIgh6zwrxL4CVGpbrCwJJSNQs30BUqt4pcz2qHjYSWbbZnbDzwngkWrA4wqnJykdQVMHKOm314JnLLD9ws%2bU8QMTA/rN60I9biZrCJtO2cmBshgNO9JMqxGFtTl4WcgzbwmXReAC1zZUloaVu9DZq7bWmiT2/cjajrQRmEvXaRt4CmQUq2aTu0qp37rj9FKWcU4MOozsxcJmMWubYSJkE9iN2rRwgPYboC8gvpaIeWBOUPc1UDPOM6DRJA7zVcIjhJbeuAEEK60sa8zCqLVdUDozxqJh34QLUjuTMCZRn0XAALuxvyoO%2bZZtkAb4TxxWjHFft6zp4qnqLvIuC5/7YkrD0/z%2bmW0vkGm5zUQpVPLxjWVTvG1R8ePH1zdNITLPb4/L1/f1QwvIwnEBtGS7axoKWo57YPDaRnnoDKlTq7XqinmLALRRNqIzSFBNVnDDu2QL5GhaDzenZwhp4J%2bk%2b6jo8dKXisrwXVk0rPNubQN1UQxmbIjI852wn9kDfAQzBm4JlDYHRXOlpvMcM0NGBrWQVSmsPlt3FSlxUqGLypdeQP46Q1/lLPrAj%2beQuYD%2bAO5D2sGeVMSS3qyR679P%2bBtis6CkyW2FhNLSTeNQMitL18p0Ydl0LeikAhxX2pR2rBGjWrV5tJMgrBk/E0PnAYew5VlQedTNSrTKeSzv%2buFCkpDXIDbO73my9pHvHvVee7Ovvf9c7vGDYb9crfZbKf56P/b1fftgWmSDRMHf2LvMRwX2fOBcVx79dKS2UUEwwxoZXPeEjLrTAjg3em4nclFJBV5RdFOuaV374ODqNlzHySrhggWrW5sKmsctdeCowAXSdfpiBKGB1SS5ESBPwrjmQsWv8QLZoAPWbct1JUVJlqI0s7rvC8A/QLR3mJwAfD6e5jPMZuZDsUbmy0O512cBXH9fUu33qAVbMy8hfFwftXaLMjAl2dwTmjFkVTbSGttl17mAsDm/FobS0rNxASc5GazG28DYRJJ/%2be68KAcq0%2bVsp/08mJsh8AaCdG2jvBaHrLt2yFiiwZ7lGErH27G1zxoGNr1y5upblrIVcDbbbeY7/z3V5DcYM4vOJkTOPmYYMo8YfNmOOWNE/igB4KD2SL0nWEkzaYOFxYIAhgCLQl/Gxo3LioF8aaoAdWvVViUO%2bejGEDdrl3wprLuyJnMDzQEVwLjlr3dQKazzImUZMfCkIbOW434utmg%2bewd7X28g%2bjD5a9RmBA/oI9f9elxlIF8O8qLVzHnvI4Ky5MSEiYUs2aAjcppz%2b/nxG3mGlSwGxsnC7yxMxGIMS3LHXEqiS2SEF/FY2BzmUa8cTwTYzQhA2wipjfbQkuCFmCCgS8kWzBsUYx/G8rA4qsTM/5w/Egrsjtigkdn3VLB/wuQjnH5fOycUAifzL19se7Br8jo/HPsWUUp7BZrluoN0kR7Xj2YUzthz1erVVdQ0StIKO%2bk0kqbsFMQjaXb3CgAp8VyHnxTky6jGvKyTKhwWHsfA7oW%2btgR0Zt8BVGIE2uv3a5RJBdSQ0RYCLf5hK0BVF7ru7SJiNduqSFdAH8D9yXuHhvoty3%2b//DSNEdnVDxqdTtQS1IR2tAe%2bjy857MChM/Q9%2b3CYbU1YjeQWHj4/%2bU5FAJAM0HZszQbTzlVv76oJofE6F%2bPJDut%2b4oxiwByNgeI9HVF5rmvAbRWHkitVfaWov/2ERySQIRDPkNsKEaxqKD1BLtwB%2bJBNMmgN7B36KQUdAJWLkU/l%2bQ3gryPXdWFzznHn88227%2bPEhc5n2AtC5uMxaUbBBgmFTZNEM6WFC1fPvg%2bXrOREIXWJAZXHg%2bU1BMTSTBErrx1Nc75supOU2hPvqM1GhCpbWCLxjOSdaYyoYV7J5AtpBsHtKM04951FpKoN91OqmwrViWvnkAuTG4PG12iAOeLzMynIpwINct6sJufcd9WybX6fkfCxONk6gAQtz0VPmoDJLngQWBXkvgq8vwLAJVVFtgbcFi2Ffdlop7unC42Fmv1Xpv9V6GzQMFHXXUoB7K6C3Pw5qbUxh8pGmxBW3h5qfSRh9Uzz9EvpZ2jKb2NDwpcPmR8aukCvxy8F2jNuUI%2bTu0pQvtuZ886RObVOizqGVJrmtPQRem4rJ3RWiRJxCoEdKcXNyhFW%2b223QSEL5gqMIt0w8t1VIta05MlSYe6auzSG26Qhno2s4VMxBA6Jww4qZr7o5ySzkPl8v%2bRtPiSQ0xX1AEsxJO/h1Vrm8TluBq1GYE9S2/XhMGNgSRsDkRHD0s7e0k2k2Kghi2rjk3cKdSEuU6NRjy%2br13aheAdcubGgWxYTLdhvaKcRYHez3voxvM8nd/bgqYxCwVnH1NhG%2bDyB6aLuzO1mUmFjxvSeZXffwHNfh3sKhbzJpPFTJnpcpaCvZ2TdmV4XQ2mF9kef77bAPY6Lc/GrScMxt5/p7JsTQkmok2CE2SOP0FO7gqKlOqiSGi4TuVCZSYE4RgAvSGVuwl3bDZU7AIvsbLfnLXyjfYyZLlBIjKYywgb1Zb8uZ94cOvO67SJcRhygufCgDrzfwHWWx8cLnP/7EGh9PMWnXC56XGLVIVQdNd7T3/x9eSbn1Pfl%2bQbvSALVo9Zxvx/TBEwkWJkLjQNwFbDyLfDmEXzMXQXrtyJnX5YsykuCDBhNnRidHGADBTGIQLsjn11sm64n1HhgbdW9adMzVF7yy7dSXmrIUYW9xngGsi1rtWjUqrSC2UYeqxdAv94AhWzsTBgXSO0acTPEGTM8QCOQD/AHsL5B%2bfVMAtVDar77QIPn0uWBx%2bEoKS35prTcxyuk10UXxZAkWFkDKNBkUIpQJAQ2IFSx51H9Nk%2bxoLZHIrapEMVZlgDrQ2aBvmBr6rm1vxacTAwLSTxUZsBVsD83h7hkrI0q7RyaixD6GCAX8lqNYtQPw8oB5heAvwQYLh7OSXWCz16PP16vNWbWcPlsefyRuoLSfXHApiNeHwCkqX5rabuNnw6Z16IYamwTbr1/th7m1T%2b6opwNr2MWSJTrCgG1kGWrIBTfEKkEtLvtKc8dKPu9tgYAjGu7SBUWapdkDCplXUjOb9OJQfEkSSnNBukkoEBVRksigaY4NarMR976lcPkxLRf/4D89dRXrvvv8r//deW9X28gemvkwcLe1yygxU8I455gfvC6rmkZwx2a7kVr6KwrKzz4CD7xJIjGJklV6FT6geAEwhc8RolaLS6eACcZBaG4umjRdph3r2MIi1FKgcomWlxzqbohb3WCBe4mElIbltYjXWYjd2E0aC77KqJUuq0xdEbXXxpV4dw/m9v8Qn7rwGl50PrTA/1lxJiAabOvOQA0dwsRNi4htLNI%2br1yeXWzZ2UDH0ldhs2wG2jj2r/2aAmRRaODbHQroRGyv/2nyLCxUdcGDChQz0N2RM7URjuH8BypTsAyV4tFQO12AKFf%2bYTNBmmRtfAVVgWk/jUanbK5xS/UY7UKVV688uCOzfbx8TPPzXvZfY/ualMCmn7BFoMlGcQGnk1VAAzAy0anccFqBdjOXSWCjRcm3LABJcpOTd7Ibw%2bwekZO7GxLFka1XGbC4HmzlTqs0FAblY3WDfPshIJD7xw%2bn4Pf2rQBtGYf76Mgj1ZscSyjbHzpJ1kbv5zp4mLYZHV0IfUcMUT%2byqH2MzUkePZ91kYDyLYP4eNfB85/FQxiCblvGkIH2wMLeMtf19YsZMQjnOuye3RITP8EnHBkfhcKywY45eZtpcYOo4PlcLOAlTAY13gZi%2bJQ%2b3puQqeUFOY34eGyV4NfQ%2bM0XOdc9hKqNOW3UVX%2bUq2lHiXloIfW2q3PZ0cErr8EwLv8NoTnDwJcBlowg/n7%2bZDXghGvLYC9w4qwrkaHleHa6SrfZXOcpUmsSlOD7G9FhqHtxjqRwL6Rne0moDEIhQphAuutQtaUMMAqFI2EjqWJ2wVY/jtpnps7iDTUZJHAlHtu0abWMt1xpKkYCcRGAGoQ2Klf91GZuGvrM7QzDlgcz9uPhnU1AjpvTNhhYBGe51pr0mBLwwoAG4UY3UeGDDQHSxYhs3bGC3esMkHrLgBlqRozD7OBJny8xFoEz0NW0rQgoJbbC1XUlK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Per i clienti Sky è disponibile Sky Sport Plus, dove seguire lo spettacolo delle grandi sfide maschili e femminili in modo più ricco, coinvolgente e semplice. Basta andare sul canale Sky Sport Tennis al 203 e, con il tasto verde del telecomando di Sky Q via satellite o il tasto interattività di Sky Glass, se connessi alla rete internet, accedere alle immagini in diretta dai campi di gioco dei tornei acquisiti da Sky, curate e realizzate da ATP e WTA e in più, nella sezione Classifiche, visualizzare in tempo reale il ranking di singolare ATP e WTA. Per i clienti NOW è disponibile Extra Match, il servizio che mette a disposizione canali aggiuntivi per accedere alle immagini in diretta dai campi di gioco, curate e realizzate da ATP e WTA.
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Amici fuori dal campo, i due Lorenzo hanno giocato spesso insieme in doppio e quest’anno hanno raggiunto la finale del Masters 1000 di Cincinnati, persa contro Mektic e Ram.
“,”postId”:”f0de4433-ec48-411a-9745-2ca8fd628c1b”,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:40:00.911Z”,”timestampUtcIt”:”2025-10-29T16:40:00+0100″,”altBackground”:false,”content”:”
Tra Musetti e Sonego c’è un solo precedente che risale al torneo di Vienna dello scorso anno: al primo turno vinse il carrarino con lo score di 6-3, 6-2 in poco più di un’ora
“,”postId”:”96cecca4-29f7-4403-82a0-edbfd4938851″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:35:00.976Z”,”timestampUtcIt”:”2025-10-29T16:35:00+0100″,”video”:{“videoId”:”1046893″,”videoPageUrl”:”https://video.sky.it/sport/tennis/video/musetti-atp-parigi-intervista-video-1046893″},”altBackground”:true,”title”:”Musetti: \”Mia stagione migliore, le Finals la ciliegina\””,”postId”:”84f39436-e98a-488c-b0cd-b5c4f7de1de4″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:30:00.817Z”,”timestampUtcIt”:”2025-10-29T16:30:00+0100″,”video”:{“videoId”:”1046915″,”videoPageUrl”:”https://video.sky.it/sport/tennis/video/atp-parigi-sonego-intervista-derby-musetti-1046915″},”altBackground”:true,”title”:”Sonego: \”Bello e difficile il derby con l’amico Musetti\””,”postId”:”dfb0169e-23cb-421b-8a51-34f0d455e117″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:25:00.980Z”,”timestampUtcIt”:”2025-10-29T16:25:00+0100″,”video”:{“videoId”:”1046912″,”videoPageUrl”:”https://video.sky.it/sport/tennis/video/sonego-korda-atp-parigi-highlights-1046912″},”altBackground”:true,”content”:”
Sonego si presenta al derby con Musetti dopo la convincente vittoria all’esordio su Sebastian Korda, battuto con un netto 6-2, 6-3
“,”postId”:”0ee80235-fdff-4e8d-851f-42c8e58022de”,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:20:00.529Z”,”timestampUtcIt”:”2025-10-29T16:20:00+0100″,”video”:{“videoId”:”1046280″,”videoPageUrl”:”https://video.sky.it/sport/tennis/video/musetti-zverev-highlights-atp-vienna-1046280″},”altBackground”:true,”content”:”
Musetti è reduce dalla semifinale all’Atp 500 di Vienna, persa contro Sascha Zverev.
\n”,”postId”:”2791c9a1-7bf1-4c04-83b0-a4b59bfa8753″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:15:00.892Z”,”timestampUtcIt”:”2025-10-29T16:15:00+0100″,”altBackground”:false,”content”:”
Testa di serie n. 7, Musetti entra in gioco direttamente al secondo turno dopo aver usufruito di un bye.
“,”postId”:”9b16e726-8bf0-4373-9537-57efade38583″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:10:00.050Z”,”timestampUtcIt”:”2025-10-29T16:10:00+0100″,”altBackground”:false,”content”:”
A Parigi Musetti andrà a caccia degli ultimi punti per conquistare la qualificazione alle Atp Finals di Torino. Ecco cosa gli serve. LE COMBINAZIONI
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SKY SPORT UNO (201)
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- LIVE: Ugo Carabelli (Arg) vs Zverev (Ger)
- a seguire: Bergs (Bel) vs Sinner (Ita)
- ore 19: Moutet (Fra) vs Bublik (Kaz)
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SKY SPORT TENNIS (203)
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- \n
- LIVE: Davidovich Fokina (Esp) vs Cazaux (Fra)
- a seguire: Musetti (Ita) vs Sonego (Ita)
- a seguire: Khachanov vs Fonseca (Bra)
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Il match, in programma dopo Davidovich Fokina-Cazaux, sarà in diretta su Sky Sport Tennis e in streaming su NOW, sul nostro liveblog cronaca e aggiornamenti.
“,”postId”:”20f2620b-dd2d-4991-b736-ad0d251ce3f6″,”postLink”:{“title”:””,”url”:””,”imageSrc”:””}},{“timestamp”:”2025-10-29T15:07:48.001Z”,”timestampUtcIt”:”2025-10-29T16:07:48+0100″,”altBackground”:false,”content”:”
È derby azzurro al Masters 1000 di Parigi: in campo Lorenzo Musetti e Lorenzo Sonego.
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/r4ygM19XV3n2JL90b6R//j9vRl0ld/iMBrM6/mFePX8TD2%2bw7666UPWNQNLLq6xPHcTwJ0V0RrgTtx8IIjpIAuPeOxci01huFz6eTQxsg%2bNc3mo5rFOefblINEwYTLcT4Azk3Wd%2bI9qvVl9tuNaJNz2k2FZCC1S/dBt48Ei/xXkMQ95s649z7vi1e/Aq/eOoXOl9D4Dz8YFVWq0itv%2bjly3BbBEgM3BJ13MCtrsK9azB9dd09JUUpuBaHWq0EJC5eBfjiLYVTK62Ngsep1DqOzEyQDYAM6wAo3OhNbtcFn37JJOaBp2seMxqfLbuDEssb/yFkLGxOJ8z/bubGoBjIaurybF32DhfbXZpGkxI2x7pxS09Zzumylmw8ClUWAN4CqKeRYdaRDdIucFjqwu563D19PrhITNEtVmW/nXs1M%2br2ApbKNQFY5GSEus7UtMPTjHogEg5rKuVdCu8bLDgXXIcbGflaGoceFUma0ZHWuvPzl1YAXRX8PazuV82%2b7Yj0tFHXBXefCvrI%2b6LglNxV8fjoI51pEM3gBPhabh7I0jMXfMfY8Q%2bALlIKG5hPqvZ1wDWwHRbGeV2Hfs51QFs4YlYDlhCuW/0bDh%2b33BQjET8RMyDAhaAgbM7dV7sco8fPFBaw%2bwnxP9w74nC0fFmZ2OmBAmzvpIuUUuQ8cq/N0G8ufg1c8ErN19ttvHbrLvkpVvABepztkhJbkGjJvxg8PpfFyqkEXz3vH6%2bPtuJgFqs4AmejeArgIV5LY5VBbQ0ADyWgbW3KkkC9adN8pIwwH49D8beb2%2bAI2GtwtwWOEUVLG93jEuzWFF1vNudcHEwloCpTFf7AC3Y%2bgMOlmwLgUhMOlPzrZ8NtXOlApi2GDtfzZ4nXhiEUzL1A4Bi7jriUwlvsaH0cUiCUblhA42cRsWAmjzEOHaRo9qurbYh7T6rMqm%2bKrAZKFookYK188wuulKYmtQBPDT9MBdhb938t025xUiNO2AF2yE7zcWaKMiawNgNslRmrGt%2bHaxMcLZydVRpaCriI68ES2hswYLpLdCDsq0dbqHM3E4sElQmOOgOEnsKimkvrzPSTF2/mdLJaE6FpGt2Iyt9ahBcJeAZKeFENR0D4COd6jtL5d4VTcJIn90nq1cP376e7aVRS5xhs2yqSLLTg6rfRnIVsyISkds%2bTQ4EcyNHHnW2ioEMJw1Nc7QFQpWaC7VhmHjAPs6563Phcb31JjgmxtgXhvaAyUMY0UduOa0UzOjLMrFq%2bzgUqJY61tsiiiYrKPIxQDj8IbZBdQpG8YNIwYNcDIq%2bpVdrYLLMs8q510Bl%2ba8nU95F7g7ofAugKdyts4N8LKZ404w6A2GtgOPrgGg9s0Eh5gVc9qDfS/wx/ueDUcdVFdA604YoiVU9gPZfQgs4kLtnO/mXb5%2b6mQIrdVNXpYqgkGTRgYnArWW/UK2ynPJMeP9HRzi1AvEgHX1ypeHXuFzDpU1DZbDNV/tgbkTPsuabWvOe7ftb5VX7hw/m2Nnx7pCZjmtQmagME/FK0Vm02QgVWSq%2b3FXUx8Fj7oBIXJh4bynV7LifDXki8XRrz48zu2FKr7ey9oE43WdM%2bVHqUsbLtfPtcF1osw96IFLQXyA8rjtQ2W5nuNEp236qRnTHcuuwucdoaoF7/Y6Td1g35tC0irPNRY%2bMxATkQuAwzKgpxIDxwCb7Hn%2be7KuAKV5VuW5dA8lMGsY65p82KFpwJeRInBjeSjt202fPho%2bp1Y6tBXQNgBshGFF%2bjnPRj7TCMRnrqsXAz%2bEjMNh2FGQJyezh%2blGGLzLzLfAK0nrll1VeQFAkQVwdS/PpaIUAzHq3dXKuFO5L7nkqqM2I0wA5knaADtFeo5kZWzyXEG7ea/w2bOw%2bDa%2bEB77fDfPsiLeZdNgjUQhs2yAswOwyHryRpdS7jQ1nCDUxtGl1djxuv8%2b7SkAsJJJkLrIf6UHaJf3PnvDhTTN8PqBIEVCWtGm2UCJ/1kJiAUvwIagTACeUnPdYq4YZ033FK/YcPUgdI1t9i2RQRjN71Vh0vt7ilh5a0LNb6/n04BWE2y4sFztJHPHGwBLalhYAdcWZuPus36FzCYP1dAkcTz3AuOinqy16%2bgH3Ghms6Yt9zulIt08Y3HBitVyu7rsB8C1VDfcCY%2bpZxkNaFO8zLpMbxQ4fkZWjQUF1E6sSo9XASqDbVwmj8K2I2z082GzD8czA9edlALG6Vw14cv7HLuEvMhkkp6zy6hQnVRpLjRQmQUIVrbRuLD6rKPHDpCaY8kCcJADe4YeWdnW671eADb5cm%2bs5CxgdyxlC/Zdg1e0aYzfyFtFN5Vm5bXgufNaBYuwwRwqKFrVcpE6UBoEqQNnCoMpYDsWdqWoEiInm2NWmkViU0GcFnmxd%2bweqpWFa29RAq5F40U0YGhbs/UrwRT0/q5C5mWLzyKMluDYWue3ImAcrKbuIwfo48860keeyePq/oTLvHehPvelojss2oW2u6CFwNXG4wyYFoXQsxssh2Ytj2L%2bh7OkJq7TMrZGoFY0NK7krq4UJaOydwEoKCHJNYsq5rEa8%2bDSjSRh4HqXp2am9ou7EFBR%2bWjHn7DDwnB/Npr5SszNLYD17cjSSyQz9/gW437mSkk5bx7Lui1M6WbddwFgpirPjeM6hj2vBxm3qniahq2EqoEBLBHYdZLFgCyMNhxctVqp%2b3Z9GUhS7hvquB7AFwOfYa1VxTnkwaWuG4UtaZTlXpTibNv3%2bN5bP9I4Gq/yTur7q437cYlZCLm1XoZcFnf5i4v0td4nHkujNwwW3X1kpFiFwptMXVxRgs0Ws5uPDNi4q9PO4UwSJA9mSrUxFh7RiJHyWD8jWahr6l1WclMw1C%2br9HOryvrP5LySdFJIFkjkWe7sjjFnlha4nvHvCLKd///602qQAVbdSqq18yiUjv79gqZqAO7BvqW7/5MlSxsWymfbjLBiRNFNI8bd8HkTtMuwuc9rOVgFgO4Ntjlw95DUUbFqiymPfiTsAWJforErbLXwO1d4XYbLobBYquNKcp6blWbLUzVQyByXZdLtgs3tK3zOLLvHulTo0tqqzF6sRAWL4tTrTxfqyknAmp8A9GZI/eSe5k2AySpv3Qifp/KSEbJCzl1AL%2bYcT11vPfCMO8cWq6IlYkKHwYHy0MED2UVlUS0OnUENgOvtbJOMmw9QcVJJeNyDMx9f32v1frzlgU%2bJxG8Q81tL/X8wHG6AqU5VzsA%2bwm3/K9eV0vxBY/4TWxRJc/tcCVZspy0AluheOD4ZIEmN17qw%2bZP1mYBxmfqcc%2bI5Yq/txKNogggVJjnGdKMo0K6emxn7Yr9stpAwGlYMq8a53ivBBKmtyULyezTilqSmBxYE6438FwdiKshIVkCac1%2bN3UgTmDPKaJ336%2bx9UrgN4H3wksb5X7GvLjqAbritmtUjtU68ymt3enH99%2bu2JMw8SSMBWMjYHAH9w6LA4phqtbLo9Mqf5RAXsnIPGiyXyj7ISZUcVZLCZEuzovf64VbZ6of/tPcTIbCoD5n9YxJDZkVM2zxv8h/4x%2b2Rec1kfhyxLHpNl5PeyHUnEaG6HbpTOeuucl7w/lZy3AHz4ahsazRtpGN/BrJAMEst%2bcB9RRLYVzzTpk9oVJCzOQP16SKWrnObV5knD6u1KRHVzqK1YBV3%2b4pUIPrwuI6q1mSq0CBMofBYgcvq%2bNVfobNjX8GMb3e8zAOpzUIMGPNuC99KMWZAI0YO5oZqASzrgXI7WxHOyYwdYEnOO2PoDEEIgPs6blSnVcpbc%2bicxSn/nJVGg9Til%2bMw09IxFJxwoGNo16uMSkYZmvtmDczZZS0TCNo0nQdLwAMkAkXdfoyJg/J8leZV02Pft8cNACssFd2t6ep%2bTfeWcAXC7gxgWCLqWHlvDSYe/TeiFWZ7ZM64ACx135ABcGYWvmZVDZjnetCfgBdn4pC4HbATl7KiLKVhoROpKg%2biem4FLGfw1dIupklJv9zxNc9ZOVBLCH2yp55A%2bwHhcckiFWPjnPN6l9UnDBztkZ8Ad5NxZfWahdjEQuKiEEu/6WBV27W7oha4FoXTJHuApnptfiyAEoTPyZDRnbZzPitCuozQKR4OXVeqEjOOVApOLTrynX%2boHc8EZHqyni9lwM4If6tap1jisPrt6G5EqwPU8Hw4SEdS9Db/ovZ66/oD4EKnEbM6yr5QNVmYPbgBI4fRuRzkAKfvx2NPr5yGCgXjbPI8qnJ6NomALk6nCMBglwShdC5%2bMtNGPAYxuRKDxg64V3XcxpKhKqDZqTf2kxD5UIcLG48abr8e1xcjA9D61x7AzgAuQF6Fyxi8vwiVJ2Da%2bVswLxiYbpj3gNzZ/NesIyHjXq%2bpGmOvluwbEaSuJIkAfufKucN0JjowvGsg2hxzaSexcFGkUR1Wy/xmAyDuw2ppyz%2b26ZRimGbnbknhcmFp12ngWdMCI2pp0sp5rigXtkYCKQKrOoELsm8P3g/yWSZmCSsXEaEKhq5yI2Qm4Oxqt7M3Y8SwV5qdu7nOK0nYGqGM9ALwkcfGaZR%2bhM0rV34357%2bnC%2bdcNi8DMcO5pxTWzM4rVD4S6UawoeaDXNMVyrZVJ2YcrIswOX6stLQEGTh30H3jefd43k7C1GYE3HdOPMZl5kA5Lg2fN2u8L/DStr2Njp9ObDpzwRt2yUly2WaMTejDWq0taQeroxquH20zCPMyBdoJSWlSBp6tPK7uJFk1gwowTSRWRS175kENwuhcGjJpctvdLnLfW8QFqvwYy3vN1YOKzcCVgiArD2/U0DqICnXyJ3BeINXQFjjSnymzLwJuAbI4BVp2wGsAYNJ19NwJhT8QpWD%2bKnhe1SQ7hU6AyRrIJ3BHXwKClshV6SgxucTlY2cfrm8VTGwYh7x5C31Vb5O1/mqWT3VdKXVbDY0IOX%2bF4hfJh7sgWG8AGJkh2W5b5t2p1qeracA2ckwS8FBTBlOgv5sYvk8cPveF10PWUyNhzivS%2bIvvXgtmxpa9hS/5ymBfOqQ27Y%2bTrSgZfNUJ6qsNYE2mDBkF7CX3tWvq8A8Dm1Oaj/BZ/TSlcQLU2KfPENAi22JH1dV2uBqSzj9Z0ZSBTwjx9ey5qBrrCeLD8pgHvkgIhTVxiNZQOZWRBJg1vGilx3MuRPbPdb7oEjoPUHtO4lb3a37GWAVo7MVvtsm8c8PnjI6f2tgrdX9s66pERBsLxobKjJ6Xvj0w5cNX6DyIIjzifWNLMMcr57N1oTCGxAocUQpEKb3VkMBY2BYlJO2OUeD%2bBHbHAlCptdYyw09jgpun4mp2RmVAdnlxuDjWH3VMjpHxOdYKVrOxOcpvmHcVAq%2bOZ726zbrMFXBbgI%2blc6oHsUIrZAf%2bM1w%2bh5Je7HuCTUcEqjdlyHCNCCOxcDVrlKYGANYoeikAZS07WQn1MVXc9foaqNnmtZnXpj6NwAOuqgu4Ctv9VCpLFmfq0FKp2r0gh1d2YUFhS3YdVj7u%2bDh0Vg7M2eW/O6CU3mwxb4B1ygKM0fJYV5CMqkyDjQa0RmzJiVVOvSN46WxRrNRubfV2P1ptMogOKU0mi9WmLAUMXFVnb6L43p0b2sZFwyw9Udzv4cHpTxSsuUxwR2YRs5C1Eg9xBicEfxm100gWwE1Z0J1S0R0xapH3diWkDriwfXBVW23y4zkWIB9EoBrLPUIl3w3f/8ANC4FVHTNqqs2mMJczXK37xrBYKUNTtl6MM1THfDsVWwOAxT9XylfTZAy0mb42cikOg2%2bc0/S0R6bxktuTMRS6q7xdsjNwqIBiw2AOK/ib3hlVI0DJlYULSnrghlUlN5sPUIcRBLDQvbox9B1gPvPoHVhOpMqnaytz%2bF347P6aOQ%2bWU1H2bIxoYDQgVNIxtOrlUdA5pK0TqoKUHyMpPI5hMzkWdUyS6louIyHlOTPzjyAlcZbVLmCRZ9oAcDvmNcHh9nO/vU/4PGVBoBLQ2tH1/m76jXcbEJZsisJnZI/k4MyhtLI4jLUK1snBIJ/1eW6kDmtXcPFwWKE7C%2bXAq9GsoI0wsWj2XWfGNaIwX2BTCGif73olKQdqKJzt5ip7ljwZV3Z/zYpDandfR2/YKLlucneZ%2b56et7qEUOlHGJCY4WLVQCAbwG08zFs%2b5YW9kQpObJhcAvkCkP6%2bhZJP3GOnAvJci0r061M4WjB37LuK/1jojFv7dClAWXjP2jRgSKFWxMpk7xpToX05qJmNAME5FNZ4Q8mIiFT5nMvCYwZgYQKXwKHrAJR0hSdzPHU%2b5c3XbPfkInMGE6h2wK642QACND0egNrllUgZ7vbVESAvRCvbYN/qztJF6UdBk0InWH3iXM4g1uCo8oLUmfGcObG6TEnjxyr9SVWEj/kiFsnYUG%2bna4vmy0CMCudg6UPn/F4%2bhH7SsTbzZiPB3MxpS1g89lr6Pn5s1UAwNl43AIC1AtZGA8j8fmMDtDFv1RB%2b%2br%2b0NAzL2Te39yEWZs3z5hxdGZh2W7RCnmctAlSu70JnFaiNenEr9/UWYwZhTszIkjZ0c8ErgHPEEB4yr6QweY95f9NlRAQnFhLPjV5ctuC6DdHHova7CJmFgBUxqikpCw1QNoqgta3r%2broeqCvFuHtt5xdc%2bZkjAxtkz8yu6uq0x59RoSPK3/d2SUN5rlRQF7%2bRbwGUW5W04rj62ZQwFJSGao7d1XpXA%2brCSSA4rLr5VMtWPAFrSHTR5reRy84PBqPbDbDKIs/ljZ%2bEmVNDAl5ntRCaBgA5Lu8cCrbRcJ2XjnpAy7bivDJi2HIwHW9GsGSRRDP8s0EwmzCWM/aFNCrsXoZss24HVF1YJ0szfzFpzDvAFVIG0sUkyVWoKzj/3J6Okd5TxuZrNpsNBICWzqjKjItC5r0QWktpadTWwOUJQcGQ9JVfGSvNK68yD5uVqsyZta%2bPpAewNtOLFFQHK5NLA1Zdn0uLQHUt/9V4HABknpzhGxKUlYpQPiww5900YcwNAHb121UJaHvW1C/y4slH15QWjxwe59C6zJEa6Zj4nhauO/bsgD0aChigzjv2wmfgkzYIZKUuKtsCbTVnZJOFgIqjnH8%2bDQYO5gdeyjD%2bnJqFKTTpA4XQcdlvBOy4gHvcbsPlUWu8SIl%2btpvmPQuK7JVyWmDLWum9Vev9pAQ09phXUtMBE588o5YuIi2lItti2wENHcao4F3tV/d6uxn/GRGcrC0fScu9d7zMWgI5jfkp8RLV24xpF2NwpI7hXjFw/vMdFkh9n1QUDJ9j7irVPkzWqk%2b%2bwTsX4pIQUUnAgPASOko1ok5SYGt9zWNtyPhkmBxk2o1OIlEsSCHRK6/lJCLUX66U4%2baKURXrLZbXjbKOVhA1YXIQqlJILMUzpOX2zMKVdBVMhcHgEVpLOmezX8XLbbWWBFQj4y57d4GqfPwO2NaFJ%2b6dbW5PXXcPTeHe5alkAyGoA9zOc0FT/dxgYaYu7%2bS/KLT2KrQrIV2GjD2wamDbjXmlH6yiM9K2Z8LmO3fClCxYWUH47FOIC9QBmNJv2SktgsTIz%2bY0M7ki/GmT36btIBpNHjswqNleI2aVNEVqc44joHWSOKpW4tXcEK9so%2bQDGuZ5KWk0M5k7oarJfwWUggSwrXS2nQ6oHLAc%2bCvFeWyAW6onz73GirKMm00j4%2bKSUHlMc92XMXAqI6XZzFPwUNAIVqUfh/InHlI3MCixPwKxSohyvDJmrG7rJVjdGPU6FznqRCycc9FFyWcSIM5xg4l3GLjJf4UIU6VTaFzSoTXpQMugYwFKZrX0Skhf/lHgM67//PfhQaSJNaPgZpR5FdgfsSGDmTGmy2EnCI1hl5ID53Qq9CQfg2Zrqru8F20joWoFas/GXrAa0e21UpgzyJ%2bfzZYCeW5XJmK14KVwdafOO/YMGOVUTBRbGj4PbIQNM5sHUXfHOWPKoOliLWYFhVh7NjcgYFkCIRag9uu6shC0bMPnfCnGGpsNQOkofry0loNSVibIqJH2lqwAbFmYGhWM5dyaGu1R7ixNDVc3wugnzPCRA7xr%2b2Njb25tLpAFu29MuxAl/jnicZadcTdj0Xw/eGJUWLKqIbzD5y%2bErM/ew0D%2bbK2jShvTRc6xc47bMGgKtfMgOvY6IQa9O%2bd06OEZOIPKXUgKKoqwP2VE1pWbofMT2hul2dTUupMWM6VQjkynQe7UgGWzlkumOdK/UMPmKEZi6rKMojBf7Fs7ibBANfgIw2U9I0%2ba5KKWbarKKO%2b1VMetwGN5LwCevKZr5tA4q9O5XdwPlOqWhpWdRaMBa5ghqCUoWxYNRjJhsCDvRrgc%2b3np0KAN00SJi3T92xM28TrbDFfTKMDQcwFhffv10NoUqcejTu1gnh375lhgYFXRe3VZ/aSEFHNb2TJnbIztpyG0pL7efu6z0aYGcDJRXTYxMcs%2b%2bnPK4pxsqE93NH6anM8uftUdwzIxC3QVyWJptvBmyDB3UzDAd5rut4fI5eHnQjf2VeYdi1MtOdGwBgb0SVIwYSwpy6jNT%2bGEDY2h95/VhKUduYoEKiG5KR2S3jitvJnCq9k1m4qi2M%2buJ43PTVmHyDXo0po5%2bY/IcEw9kj45SD14gLw2Z1ZJrjAhDDu4mJV2FZHcU0ASkcNeEbJTV3kNeLJe2VX5p6vDStPmNxatfgsPs5Fwm4W41niZtcZdvKabQTsW/cK111ahQLUKnXWj0V6JISPWcut0je7yfq2LeiwNozNJpSJV6G9m5ozspgql%2bRBIafjz9SNk%2b27QYHvM7C2cbbvbzzq1mrFsruKjsFP2HVByw/Joi6QkrFfZcF11JaD26wwsQdp9UehiXyWN%2bSOpymhmVS9IZf90fGxQ0LOwNQO08zVb6iiCNVzFwVlQmFXL68wtSpMNz48h6%2bRqYtG/HHcCx6woZt6iSKMxPBuZ0LbyPGDYnGeLkFlUtFmAJBo75SFZtRGO9aaErbE3jUlDhPTkMlPsqjlAeWuKZcHqEedHaa3/qqDHYrM%2bBmv1MYeGesssmWu3CKgAULBLKJsy9sQrS3E3bAM0aadIljDe7S2yvhcDu68GZ95jrrOiwepMbc7CldxmXlQg2%2b34WTElkhMRe8vGnl3BHUCSgF9q0KuQGUzHMDZ1G%2bX6owEybz448ls4TF1vNI2%2bQT1TGabkkm15aJScVqg5Q5omhRwer%2b2SPjyWVBaa6SQynXnj5eXR09MznRnDNN4/bwvYTpNuf7%2bnNcwKjRy%2bHVB52Exvy36ZSGDYbKsYZDdGuVnnnbqeyiEdcw%2b%2bbiTXdaWZto3yYEExE6jc3xrFACTJpZrMWv7Y%2bNexUJyVMKnCfDbbJFd2R1mxq%2bJROOxcHwAMF3HUvJePMtPLBp8n%2bw5dZlLZwGGPmhtDyaIB9p2cV86wWVZuKdKEsBxTQHu2mhnPutjO94ENcq6YduBGBeNTG/vyytjoJSPsq31914tax9zmWZhyvNsHvbNqlL5hzMasT1cboUqJYIXH3YgLhzEX1GiBjgtP9gAmc5ysOySCVqN6fLqtyHz8nOt%2bg5aGwGMRgI3ejk5LRlKYV9cFsrY5/mY4XWyWi9BYdli7m2SxIXYdDC0bYXLqFopD6HbCXGB61UEYdbgB62wk7JAPR/nLsWb02jck1E3F7IvSMPGUusrEXxsZMlc80Y3hzxsCz3AaAfdQn4eEx16A1rgTneiBwbRBWqvRR8FImCxNAIdELHHt5c9%2bFCtr41uws2yE1CvnFHNmiWyG4AOMwhnrkpOQXUFr5zqIl3Rr1I1q3sWrAbiRbdMalG2DxyhKc94%2byDuBtHFK4ekYOKRGhgwN5aGwJKOwbhw6d4a/OUxm0zw2x3TnVm0JzKt97jr6BgV6nQoLAcSCQf3ck/wEl2RWofDcaQ9cWB3njUkZk/Tbzo0JGhOM9RMiTN1yJu3MKtYfpdmHvR6omkJfJixZGzKjPFgWHUBdn66C5gGFHUQMyD%2bMr%2bS5s%2bFeuVuqDKBLbYJSw%2bWykvltxCit4AO0CuZdRRshsSE9c6VlkgF1%2baP2LKyXF7y0%2betuzrsR8s6mwbIdldP5nWUB2MGdYgXAo7b3tSGy3BCxvG0xh8yPUhqyoA6PzTC9NgiIDcK22PZoLUixcDXTtIzJTBkozA6%2bngvME4THJxtLMmGMZNhYLcH4yWUz%2bPR6bDSTNkbVIFXJPP7BTXNIWbZc8hfkbTY4S5MAqekyagWvgUPg2U3eICUlAf7nuZiEMYmcqNrXA4oNtBuKtF8i8fx7sa03ZcjSC22kHEXLRaYFfKg0JO1qEqVqcfczsxDaZ0wlVzaWkSk4b6cpkgMHbEeuO2k18d//Ho0GiWYNNnMZUIMZKjgo%2bIhlqyWYHilrpThPW8gfUrSi7e6SsOVGBlJmmsnTLKCBYRJjBpp4bVJvb2ygvxdGp8Vi70%2bLgcTIzhnOOGEyAFYhwBRa/tHaggdBzudRdcLVpKzLupEcP9gbxJZZ2HubNarKvnw09ldeHV1E1v05UXdRk%2bPmJvwwYWNUSCmZtCS1nxfksELkv040khujWoVMm5RF7RWCfSw20YOkZoKFNZob69Htpoxi99VevOpjx3ecWReDNF%2b/WBfltIgh6zwrxL4CVGpbrCwJJSNQs30BUqt4pcz2qHjYSWbbZnbDzwngkWrA4wqnJykdQVMHKOm314JnLLD9ws%2bU8QMTA/rN60I9biZrCJtO2cmBshgNO9JMqxGFtTl4WcgzbwmXReAC1zZUloaVu9DZq7bWmiT2/cjajrQRmEvXaRt4CmQUq2aTu0qp37rj9FKWcU4MOozsxcJmMWubYSJkE9iN2rRwgPYboC8gvpaIeWBOUPc1UDPOM6DRJA7zVcIjhJbeuAEEK60sa8zCqLVdUDozxqJh34QLUjuTMCZRn0XAALuxvyoO%2bZZtkAb4TxxWjHFft6zp4qnqLvIuC5/7YkrD0/z%2bmW0vkGm5zUQpVPLxjWVTvG1R8ePH1zdNITLPb4/L1/f1QwvIwnEBtGS7axoKWo57YPDaRnnoDKlTq7XqinmLALRRNqIzSFBNVnDDu2QL5GhaDzenZwhp4J%2bk%2b6jo8dKXisrwXVk0rPNubQN1UQxmbIjI852wn9kDfAQzBm4JlDYHRXOlpvMcM0NGBrWQVSmsPlt3FSlxUqGLypdeQP46Q1/lLPrAj%2beQuYD%2bAO5D2sGeVMSS3qyR679P%2bBtis6CkyW2FhNLSTeNQMitL18p0Ydl0LeikAhxX2pR2rBGjWrV5tJMgrBk/E0PnAYew5VlQedTNSrTKeSzv%2buFCkpDXIDbO73my9pHvHvVee7Ovvf9c7vGDYb9crfZbKf56P/b1fftgWmSDRMHf2LvMRwX2fOBcVx79dKS2UUEwwxoZXPeEjLrTAjg3em4nclFJBV5RdFOuaV374ODqNlzHySrhggWrW5sKmsctdeCowAXSdfpiBKGB1SS5ESBPwrjmQsWv8QLZoAPWbct1JUVJlqI0s7rvC8A/QLR3mJwAfD6e5jPMZuZDsUbmy0O512cBXH9fUu33qAVbMy8hfFwftXaLMjAl2dwTmjFkVTbSGttl17mAsDm/FobS0rNxASc5GazG28DYRJJ/%2be68KAcq0%2bVsp/08mJsh8AaCdG2jvBaHrLt2yFiiwZ7lGErH27G1zxoGNr1y5upblrIVcDbbbeY7/z3V5DcYM4vOJkTOPmYYMo8YfNmOOWNE/igB4KD2SL0nWEkzaYOFxYIAhgCLQl/Gxo3LioF8aaoAdWvVViUO%2bejGEDdrl3wprLuyJnMDzQEVwLjlr3dQKazzImUZMfCkIbOW434utmg%2bewd7X28g%2bjD5a9RmBA/oI9f9elxlIF8O8qLVzHnvI4Ky5MSEiYUs2aAjcppz%2b/nxG3mGlSwGxsnC7yxMxGIMS3LHXEqiS2SEF/FY2BzmUa8cTwTYzQhA2wipjfbQkuCFmCCgS8kWzBsUYx/G8rA4qsTM/5w/Egrsjtigkdn3VLB/wuQjnH5fOycUAifzL19se7Br8jo/HPsWUUp7BZrluoN0kR7Xj2YUzthz1erVVdQ0StIKO%2bk0kqbsFMQjaXb3CgAp8VyHnxTky6jGvKyTKhwWHsfA7oW%2btgR0Zt8BVGIE2uv3a5RJBdSQ0RYCLf5hK0BVF7ru7SJiNduqSFdAH8D9yXuHhvoty3%2b//DSNEdnVDxqdTtQS1IR2tAe%2bjy857MChM/Q9%2b3CYbU1YjeQWHj4/%2bU5FAJAM0HZszQbTzlVv76oJofE6F%2bPJDut%2b4oxiwByNgeI9HVF5rmvAbRWHkitVfaWov/2ERySQIRDPkNsKEaxqKD1BLtwB%2bJBNMmgN7B36KQUdAJWLkU/l%2bQ3gryPXdWFzznHn88227%2bPEhc5n2AtC5uMxaUbBBgmFTZNEM6WFC1fPvg%2bXrOREIXWJAZXHg%2bU1BMTSTBErrx1Nc75supOU2hPvqM1GhCpbWCLxjOSdaYyoYV7J5AtpBsHtKM04951FpKoN91OqmwrViWvnkAuTG4PG12iAOeLzMynIpwINct6sJufcd9WybX6fkfCxONk6gAQtz0VPmoDJLngQWBXkvgq8vwLAJVVFtgbcFi2Ffdlop7unC42Fmv1Xpv9V6GzQMFHXXUoB7K6C3Pw5qbUxh8pGmxBW3h5qfSRh9Uzz9EvpZ2jKb2NDwpcPmR8aukCvxy8F2jNuUI%2bTu0pQvtuZ886RObVOizqGVJrmtPQRem4rJ3RWiRJxCoEdKcXNyhFW%2b223QSEL5gqMIt0w8t1VIta05MlSYe6auzSG26Qhno2s4VMxBA6Jww4qZr7o5ySzkPl8v%2bRtPiSQ0xX1AEsxJO/h1Vrm8TluBq1GYE9S2/XhMGNgSRsDkRHD0s7e0k2k2Kghi2rjk3cKdSEuU6NRjy%2br13aheAdcubGgWxYTLdhvaKcRYHez3voxvM8nd/bgqYxCwVnH1NhG%2bDyB6aLuzO1mUmFjxvSeZXffwHNfh3sKhbzJpPFTJnpcpaCvZ2TdmV4XQ2mF9kef77bAPY6Lc/GrScMxt5/p7JsTQkmok2CE2SOP0FO7gqKlOqiSGi4TuVCZSYE4RgAvSGVuwl3bDZU7AIvsbLfnLXyjfYyZLlBIjKYywgb1Zb8uZ94cOvO67SJcRhygufCgDrzfwHWWx8cLnP/7EGh9PMWnXC56XGLVIVQdNd7T3/x9eSbn1Pfl%2bQbvSALVo9Zxvx/TBEwkWJkLjQNwFbDyLfDmEXzMXQXrtyJnX5YsykuCDBhNnRidHGADBTGIQLsjn11sm64n1HhgbdW9adMzVF7yy7dSXmrIUYW9xngGsi1rtWjUqrSC2UYeqxdAv94AhWzsTBgXSO0acTPEGTM8QCOQD/AHsL5B%2bfVMAtVDar77QIPn0uWBx%2bEoKS35prTcxyuk10UXxZAkWFkDKNBkUIpQJAQ2IFSx51H9Nk%2bxoLZHIrapEMVZlgDrQ2aBvmBr6rm1vxacTAwLSTxUZsBVsD83h7hkrI0q7RyaixD6GCAX8lqNYtQPw8oB5heAvwQYLh7OSXWCz16PP16vNWbWcPlsefyRuoLSfXHApiNeHwCkqX5rabuNnw6Z16IYamwTbr1/th7m1T%2b6opwNr2MWSJTrCgG1kGWrIBTfEKkEtLvtKc8dKPu9tgYAjGu7SBUWapdkDCplXUjOb9OJQfEkSSnNBukkoEBVRksigaY4NarMR976lcPkxLRf/4D89dRXrvvv8r//deW9X28gemvkwcLe1yygxU8I455gfvC6rmkZwx2a7kVr6KwrKzz4CD7xJIjGJklV6FT6geAEwhc8RolaLS6eACcZBaG4umjRdph3r2MIi1FKgcomWlxzqbohb3WCBe4mElIbltYjXWYjd2E0aC77KqJUuq0xdEbXXxpV4dw/m9v8Qn7rwGl50PrTA/1lxJiAabOvOQA0dwsRNi4htLNI%2br1yeXWzZ2UDH0ldhs2wG2jj2r/2aAmRRaODbHQroRGyv/2nyLCxUdcGDChQz0N2RM7URjuH8BypTsAyV4tFQO12AKFf%2bYTNBmmRtfAVVgWk/jUanbK5xS/UY7UKVV688uCOzfbx8TPPzXvZfY/ualMCmn7BFoMlGcQGnk1VAAzAy0anccFqBdjOXSWCjRcm3LABJcpOTd7Ibw%2bwekZO7GxLFka1XGbC4HmzlTqs0FAblY3WDfPshIJD7xw%2bn4Pf2rQBtGYf76Mgj1ZscSyjbHzpJ1kbv5zp4mLYZHV0IfUcMUT%2byqH2MzUkePZ91kYDyLYP4eNfB85/FQxiCblvGkIH2wMLeMtf19YsZMQjnOuye3RITP8EnHBkfhcKywY45eZtpcYOo4PlcLOAlTAY13gZi%2bJQ%2b3puQqeUFOY34eGyV4NfQ%2bM0XOdc9hKqNOW3UVX%2bUq2lHiXloIfW2q3PZ0cErr8EwLv8NoTnDwJcBlowg/n7%2bZDXghGvLYC9w4qwrkaHleHa6SrfZXOcpUmsSlOD7G9FhqHtxjqRwL6Rne0moDEIhQphAuutQtaUMMAqFI2EjqWJ2wVY/jtpnps7iDTUZJHAlHtu0abWMt1xpKkYCcRGAGoQ2Klf91GZuGvrM7QzDlgcz9uPhnU1AjpvTNhhYBGe51pr0mBLwwoAG4UY3UeGDDQHSxYhs3bGC3esMkHrLgBlqRozD7OBJny8xFoEz0NW0rQgoJbbC1XUlKEKllmn99e6zeAUqpLCTHNcTeNWf8BqscdWo9qcAelLRrmp/gqhgcc51XGDrzkbMFi4zFRmrQwcrh8kDwb%2bZgMDXTrR6tmzn%2b7nv7JiYm1YVTGAaS/tgplPtgU57xK43C/MgbxuOTQiFYgIWZuZn6ssbBT02KcsxAEVJztWJp2a1mxmwUlrWF7AKk14rFGc%2bkLh74iN894K%2beUB/F06eofYXsD6ftzeVkp7VCukb5I3AlbvqFptCaTqMsl/oWglvEFBtdtVdEdxtkVuvKUUbyi/JkBLZzm0NMy583W1Ba5tO7aQnZENl8ssi%2bu7OyUcVjaK50Jegoo7gBTPEBSfx8bmhdI4L3U/kC/pGJi5PEGNN6vDX6XuWwWsI6y2DODnlesqa6g/HntKmSOFPMqaxt3oaMpCKdc9Xw/Aq2DmxPMecHVPgV7mzLrqUVuHzx3IN5jWtoQs3WDaGkIbNW3kslI9OeCZzFXgyjlu/gV07XoiQk8OdiZc/NyJTHN0cq8fljKiG8qG69UFw97mAwtUCNin%2bwqYOb4eFfzT2SL1EXtuc503h76aRaa8%2bWAQhm2Eq5IHA/%2bR3gqbl91EuiE0GReyjOTAd0pDW8JWE1ovQYly3T4XXn9faFIFX1htgvYAreu4%2bWTBjRhEvGKghO%2bJVzBPNmtK4zwpIyYMY6rxCUAF4pad0zO%2b0uvFO6tc95A6kFJXlRJGHWCFyVgwrda2wHAcCp2lqM27IS4pIZnsf4C3GLU5ISARageojRq8fn49JcMoA3clHn5yYEzLjB2yJVjxfBs5UU9vsipg29enjHWBzhxmp5JQ3lRztP8hSyTtJMr13YfQMTfmH3vaqxXwDVwdEcAQuIBlRQHDpvt52Bxj4rDaZDhTIKiA%2bsefsX6SQWqbnT8LVbqsBO1KS9bnvG3JaI/5jJ4Mduqze6KWbU3KQBsMlDItXQNC8lrIyMBF5TfJ50m7IqARHjmlsgmj7IjTs2n%2b2gOXh8VpC057ZCVaq51S8ZqSA8xfXl32vuIDeAfgHhIAjlgVjb1R1HyPDBnpukzZELA1MAW8T9qIcKv%2bumvEACeHXTOHbeS7Cr5mVp5LSQk/bpshOdq%2bZ6uTBnnM2nI6m1OFmyP4mBmtolQBLgqd9Tw%2b57mzWb88yRJJv3Fvoob4IXB0zQRzqlofdKrxbpeBjnyYsCoMjxtBS0itt8y60joq3GipaJnrbht%2bF6x7A%2bh3Bao7x%2bjOz7VT1xVin0SsjXPbvgyldEBcz7DN6BtNr9f0XsRDc9aCyRSjdojoqjw0Uhh9TLh4xGOtgDayriDWfbiu0VBjtRca/PKuEdnXxqZAlYG8KA0JYtx8nNS81/IAdo2brNb127PR1PbYmYXT0tSRpQnLVwrzRs5r2%2beE3brw6ng8nZGzLlpWrW1BYCtVUIFTfsuSi8SupRRfZkkpWc2s9TGw2zzvvJ1oTM0ZHmuaP5XqwHnhtYLG%2bG4vnJ85lYfBjGZIDBsmA5Zjm1ZRzNJCbiMLuut%2bXumMEZuflq0QW5sQeNNdhayPt17jq9yp1uHu21ZdWNveWyEMbMCEsQrXjQBZFrVergxrKAuFY2DDAWH4nw/TNelCmt3nM%2b3GDbtyyQbXwLxkERjcG6TEQLG7Ow714abQmb5XGneT99wVxkWKtMQWQeR31qtUZI4Fcx5qG/bHBjTd87B3d4dWF%2bBUlCu/P2DWhNB6jKZZgxAHGLlXFwtfO4Bme2yxRLFQ%2bv1JThv2XZSMzhnK6ESQVyoLA7FCJp5Kwt5HYtTM1J69H569lU8mGhysu4NDjdV90XhXMiXJupA5SzUSQ2YLYfNfiVPb%2bfIdt9MOm2YSVPK2QLDyQNE7YbNu1nqZoqzQ9ihg6z1e/rUevcqY3jT%2bzMG0QcpAZc6W4gm7FyBxSN023D8SaMMmeyvrqSTtZH89phiMu6PGyIIwUxzWGgm3YQgu6f7YCMXzjt%2bRc15Ef9d%2bDfkc5LoBaiXP6Sa49d4JRitT786b38%2bBN3NRUkbqasXdebPUhtH4GWkmPKIVVEf4nELiqS5SULBgQ/EaZwkrqrTMVM5s3S6%2bBmH4Yrx2HbG6My9wZwKw4PzWOtYHHACBnU5SQpn3E1a9y9ZB9PrLcRkk91SQ8/pPOHyeqcxMmGchcq82Y%2bCtV3tmdbk8r7g8lX3NuUwUlWcNgMznrBwqCwHqJegYOVYvUGsVn8SZPUJuK3uAU3f5cIvNmm3z4DmyRcHAPGe2ZdbIelDr1eZd8/EflZpybnabfTee103CX/6kazeZbX%2bPvUCFJ0JuinLkOFuU0S%2bThvJW7axE68YsfIm9vAzkbKUz3JhzV5AaixxXZCvf7ULfcuwB8vTeJjdPHul3PraLD10ZyG6C%2bjd12ruRqaa8L%2bW8pkrZN7J1l/feDVfs5rmNT%2bGgvbqapmloHaSeG%2bx995BIzXtzuWgq3tiKxKt5sofSzTVoP1zZigNmS5V%2b4SEbKzNtD%2bwCgMTy6UX%2bWlh2o/zEQnKRa7UR%2bczZHzutFljdem/7wNxx46Sgi/wY1GHZMuu9HJmvQ%2bl80kJqx/i3pSS6wbctl4zyXEDlb1nGoaVjIXCFj%2bZmCyRDSWglSI0aPv9ie2sp/3Q1YVij3VS2s8iVATyujQc3gEnJRPfeyzZjVqgifyZ%2b4%2bd0abDoEd0/bxvfNG8YwGWq/D3rmUMaV9Rl05K%2bGIACf696fW2THmQdMCU375Ow2lbBj6sQdTnrYpY%2bBtICwB0AQ44rAs0dXTiN/h7jL6PUP2XhFQp1483s7lnouraPQnq9kf8iVrXNMyU6AcmN5oW9IgBiXZG8a8gNpVPMuMXTvAViFD4avi2yt25KsEJ8a7e6NHl0c8ILbe2DfFy1AW1Wo8%2b3CV/YPqMxdoD9dVqrOD5DX1j/4uvdKRntgHo9G4u9qy3ShrLIq3mzNirQ%2bsELuSsQp9CPYbkcp5dqXHzUJ9CtfIitK%2bWBENq0v0//jDeFKwaqHdGJ5rbocfD%2btl8q%2bmMU2N24WP/my9wQhNah9opdV00Nq%2b8dr0bZcXmZYJdWXWOSykNBDBOY93bnJDiSVsHMBjUuWrG/X85/BwYpdNnerNXeAR/7Pdw6r4MlmcuTwkXgC1XKmpjV5I9ELPt1eHrDafFJIWwRzOqyWmZ/dNJhPbyo1MZWb25/9WYeYB2AorHzSHHtFzcyLJRnwkYtYzWMq7IPVMrM4HdCc9fd98/iVBMhjM8A9kFJ6D/lv/gIADciCcOmiXtCF/c1V5Bp8zPciRDwnjb8xkZ37QpRmw2wxmn%2bKEykqdykdYbyR8qvwV8NNHCwfLf71bITQccVCNi7gmsDVnTC3APvquqhn%2bR5fyAG2Sci1e/VM7td27UGYBjQ9gchN/sZVO%2bfBHO9tzAOajlUHh6GbiawC50u7u7yxCH9SLKVXX6HIUXahRzZXAKLLOz7ZxFNK1jdpUb7o4PsJpZ0A2hKhB3d/LL/fjO6CWjbZsgqOdmvTg6bv9IkHLGVKObtooupuqhmm/VDc2cHPz7Wf/jYPndZsXB6D7RPHYFNY3CwBvBdEO%2bOQ9s5tW9u6vl/AgwA9Yz9zuqb9eIAAAAASUVORK5CYII='/%3e %3c/defs%3e%3c/svg%3e)
MUSETTI-SONEGO LIVE SU SKY SPORT TENNIS DOPO DAVIDOVICH FOKINA-CAZAUX
- Guarda Musetti-Sonego su Sky o in streaming su NOW
- Solo su Sky il grande Tennis gioca tutto l’anno. Segui gli appuntamenti che vedono sfidarsi i migliori giocatori del mondo: i tornei dell’ATP Tour e del WTA Tour, incluse le Nitto ATP Finals e le WTA Finals, Wimbledon e lo US Open.
Leggi di più
meno di un minuto fa
Davidovich Fokina vince il primo set contro Cazaux
Lo spagnolo porta a casa il primo set al tiebreak: 7-6 il punteggio dopo ben un’ora e 8 minuti di gioco contro il francese Cazaux. Ora il secondo set, da seguire su Sky Sport Arena, Sky Sport Mix e in streaming su NOW. Dopo questa sfida, toccherà al derby azzurro tra Lorenzo Musetti e Lorenzo Sonego.
5 minuti fa
Chi vince affronterà negli ottavi di finale Daniil Medvedev che oggi non è sceso in campo per via del forfait pre match di Grigor Dimitrov
10 minuti fa
Sonego va a caccia degli ottavi a livello Masters 1000 per la prima volta da Monte-Carlo 2024
15 minuti fa
Sonego ha un bilancio di 6 vittorie e 35 sconfitte contro giocatori top 10. L’ultimo successo risale al Roland Garros 2023 contro Rublev
20 minuti fa
Per Musetti è il terzo evento su cemento indoor della stagione dopo Bruxelles e Vienna, giocati nelle ultime due settimane. In Belgio non è andato oltre i quarti mentre in Austria si è fermato in semifinale
25 minuti fa
Musetti ha un bilancio di 6 vittorie e 1 sconfitta con connazionali da Wimbledon dello scorso anno. L’unica sconfitta contro Jannik Sinner nei quarti degli US Open di quest’anno
30 minuti fa
I giocatori con almeno 20 vittorie Masters 1000 in una stagione dal 2020
- 2025: Carlos Alcaraz (21)
- 2024: Jannik Sinner (28), Alexander Zverev (28)
- 2023 Carlos Alcaraz (25), Daniil Medvedev (24), Andrey Rublev (21), Jannik Sinner (21), Hubert Hurkacz (20)
- 2022: Stefanos Tsitsipas (22)
- 2021: Stefanos Tsitsipas (20)
35 minuti fa
Con una vittoria oggi Musetti diventerebbe il secondo giocatore a centrare quest’anno le 20 vittorie a livello Masters 1000 dopo Carlos Alcaraz. Per ora l’azzurro ha un record di 19 vittorie e 8 sconfitte
40 minuti fa
Tutti i match su Sky Sport Plus ed Extra Match
Per i clienti Sky è disponibile Sky Sport Plus, dove seguire lo spettacolo delle grandi sfide maschili e femminili in modo più ricco, coinvolgente e semplice. Basta andare sul canale Sky Sport Tennis al 203 e, con il tasto verde del telecomando di Sky Q via satellite o il tasto interattività di Sky Glass, se connessi alla rete internet, accedere alle immagini in diretta dai campi di gioco dei tornei acquisiti da Sky, curate e realizzate da ATP e WTA e in più, nella sezione Classifiche, visualizzare in tempo reale il ranking di singolare ATP e WTA. Per i clienti NOW è disponibile Extra Match, il servizio che mette a disposizione canali aggiuntivi per accedere alle immagini in diretta dai campi di gioco, curate e realizzate da ATP e WTA.
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45 minuti fa
Amici fuori dal campo, i due Lorenzo hanno giocato spesso insieme in doppio e quest’anno hanno raggiunto la finale del Masters 1000 di Cincinnati, persa contro Mektic e Ram.
50 minuti fa
Tra Musetti e Sonego c’è un solo precedente che risale al torneo di Vienna dello scorso anno: al primo turno vinse il carrarino con lo score di 6-3, 6-2 in poco più di un’ora
55 minuti fa
Musetti: “Mia stagione migliore, le Finals la ciliegina”
16:30
Sonego: “Bello e difficile il derby con l’amico Musetti”
16:25
Sonego si presenta al derby con Musetti dopo la convincente vittoria all’esordio su Sebastian Korda, battuto con un netto 6-2, 6-3
16:20
Musetti è reduce dalla semifinale all’Atp 500 di Vienna, persa contro Sascha Zverev.
16:15
Testa di serie n. 7, Musetti entra in gioco direttamente al secondo turno dopo aver usufruito di un bye.
16:10
A Parigi Musetti andrà a caccia degli ultimi punti per conquistare la qualificazione alle Atp Finals di Torino. Ecco cosa gli serve. LE COMBINAZIONI
16:08
Il programma di oggi su Sky Sport e NOW
SKY SPORT UNO (201)
- LIVE: Ugo Carabelli (Arg) vs Zverev (Ger)
- a seguire: Bergs (Bel) vs Sinner (Ita)
- ore 19: Moutet (Fra) vs Bublik (Kaz)
SKY SPORT TENNIS (203)
- LIVE: Davidovich Fokina (Esp) vs Cazaux (Fra)
- a seguire: Musetti (Ita) vs Sonego (Ita)
- a seguire: Khachanov vs Fonseca (Bra)
16:08
Il match, in programma dopo Davidovich Fokina-Cazaux, sarà in diretta su Sky Sport Tennis e in streaming su NOW, sul nostro liveblog cronaca e aggiornamenti.
16:07
È derby azzurro al Masters 1000 di Parigi: in campo Lorenzo Musetti e Lorenzo Sonego.