FPL 第 36 周比赛所需的一切以及最新提示和建议
来源:乐球直播2024-05-04 00:31:26
球探和梦幻英超联赛专家正在英国夏令时间 5 月 3 日星期五第 36 场比赛截止日期之前为经理们提供他们需要了解的一切信息。 FPL 挑战赛FPL 专家奥斯卡,又名 FPL Focal,透露了他如何接近本周的 FPL 挑战赛,无论是否命中目标,球员每次射门都得两分!
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABnAxADASIAAhEBAxEB/8QAHAABAAEFAQEAAAAAAAAAAAAAAAQBAwUGBwgC/8QANhAAAQMDAwEGBQMDBAMAAAAAAAECAwQFEQYSITEHExRBUWEVInGBkUJioQgkMhYjNFIzsbL/xAAZAQEAAwEBAAAAAAAAAAAAAAAAAQIDBAX/xAAnEQEAAQQBBAICAgMAAAAAAAAAAQIDERIhBDFBURNhIjIFgUJSsf/aAAwDAQACEQMRAD8A9IVNQ+WReV2Z4QsAq1quXCdSy6gJCUy45d/A8N+/+AZRwSPDfv8A4Hhv3/wDKOCR4b9/8Dw37/4BlHBJ8N+7+AlNlURHdfYGUYEl1Lhf88p5KidSq0mG53p9MAyigk+G/d/BTw37/wCAZRwSPDfv/geG/f8AwDKOCR4b9/8AA8N+/wDgGUcF2SFzEz1QtAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv0tQ+KROV2KvKFgACRSJy5SOSKT9f2BKQACFQAACqdeehQAa7rW/JbbLfY7TWxR3yjoHVsUEjfmexqbso1f82rtVq46eynOrZ28Wiv0bc6qoZ8P1DT0zliply6OaRUw1Y19Mqiq1eUTPXGTa+13s+l11bLctBUx0Vxop1VtS/dxC5Pnam3lV4aqJ7KnmcDrZNAaKq5qCWwXfUV1gXbI+5OdQxNd6tiT5sezzrs26K6fctaKaZhsXZr22M09oOqt96ZLWXKi4tyLlUla7Pyvd5I1fP0VEToX+y/tSrnQV9PUyeO1RfrtEyn7xP9uJHNaxXqifpaiIiNT09EU0pe0ymauyi0BoxrF4RJresrvzuTk2exdomhaeC3Xyo0bSU1/oqlqPZQSLC3aqL/uxt/xdhUwrHdMoqKvl0VWo5nTuvNP09PyLly5VVxxlT5Nc0Xraw60pXzWGs7yWNN0tNKmyaJPVW+ae6ZT3NjPNmJpnEsJjHcABCAAAFTKKi+ZjzIGPJhMAACQAAAFVE6qU3J6p+QKgpuT1T8jcnqn5JFQU3J6p+RuT1T8gVBTcnqn5G5PVPyBUFNyeqfkbk9U/IFQU3J6p+RuT1T8gVBTcnqn5GU9UIFQAABTcnqhUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIpP1/Yjkik/X9gSkAAhUAAAwGvNWUGidNzXe5osiouynp2rh08i9Gp6J1VV8kRfobCxEVyI5cIeYv6qmVTdV0S1d2hmiWLNNb42qjqePhFe5eiq5yLz6JjyNrFuLlcUytRTtOFNU9qN9vfZTJVxVy01ZU3h0NSlM5WLDF3aOjjbjlGrheeqq13uaX2faVv3aLqCljkZVV1BSua2qqJZ9vdRKuVakjkcueuGoi9V46qaOyaVkUkTJHtikxvYi8Ox0ynsZ/s/1XVaM1TR3ijZ3qQuVJIFdhJWKiorV98KuF8lPT+PSmYo7unXEfi9P23VXZVoO6JZrdLQ0lUxdkk8UDpdrumHzYVVX78c5wZK46G0JrLUdNdqTwc1wo5IqqZaF7XMmRV3NSZqZaqOx7KqeqGg1esOxW/qlbdrS2Csl+eRvhJGO3L13LFwq++TCWPXemez3VS1Wjrk6v0pc5E8ZbnRPbNRu8nsV6JuTr5rxwvOFOL46u9OYq+2Os+M5dDr+zmy6e1vbdT6UqKWgnhqkp6m3OlRscveNVqtjRV+V+1yqjOi8Yx59OPNfah2iaG1VcaK5UEN0jvVukZJDPJAnh6hGO3IyREkR+M5w5EymV6nXuy3tBpdf2yrqI4EpKumlVstPv3K1q5Vjs+aKmU+rVM7tuvWKqkVUzjMt2ABzswAADHmQMeTCYDi92u8jdT3mKuv13o4o6hzYWUz3OTGVymNyYxwdoMFYbB8Ju94rvE978QkSTZ3e3u8K5cZyuf8AL26Hp/x3VW+mi5VXGZxGI/uPqYjj6b2a4ozMud3GrlbqRaOq1PcaGjZRxPZPveqvdsZ1ai9VyqqWpb/dpNKuVLjVSMhubIYqtrnRvlZseqoq9VThFwvqdCk0nS1Gqqm8Vvc1Uc0KRpTTQI5Gqm35sqq8/Kvl5n1qvTEd8s9Pb6aZlBHDMkre7hRUTCOTCIipj/I9On+T6XNumqP9cziMRPnxmf8AjeL1HESia3pIK+56dpauNJYJKp6PYqqmU2L6GtX/AE5aabXdjoYKNjKSoaqyxo52HdffPkZlujLv4mnqJNUTTTU798Sy029GrhUXhX+5cq9IXarulLcZ9RNdV0yYif4BqY6+W7C9TPp+ptWIpppv8RTVH+UcznE9vuFaK6acRFXifbXdT6etVJrew0VPRsZS1GO9jRzsO+ZU9S7qjTlpo9X6epKajZHTVLlSViOdh/Ke5m63R11rbnS3Cp1E11VS/wDielC1NvOeiOwp9V2kLtXXGkrqnUTXVNIuYXJQNTb9kdhTajr6I0zf7UzE/vzM5xPb7haLscfl4+2vav09aqHVmnaSlo2R09TKjZmI5y703tTzX0Uuax05aaHUumqako2RwVU6smYjnLvTcxMcr7qZu4aOutwr6Otq9RNfUUjt0LkoWptXKL0R3PKH1cdIXa41tFV1eomvno3b4XJQNTauUXojueidRb6+in49r/6xVE/vzM5x45xmCLsRjNXbPtr+t9PWq337TtPR0bIoaqfZM1HOXem+NMcr6Kp96405abfd9OQ0dGyKOqqu7majnLvbuYmOV91M5c9H3W51VHU1uomvmpHb4XJQtTauUXojueWp1K3TSF2udRRz1uomvkpH95CqUDU2uyi54dz0TqRa6+in4tr/AOsVZ/fmZzjxzjjuU3YjXNXbPtr3aBp61Wy4WGOho2QsqJ1ZKiOcu5Ms45X3Uua/05abbUWRtDRshSeqSOREc5dzcpxyvuZu7aOut2lpJa7UTZH0r98SpQtbtXj0dz0Q+rtpC7XZ9K6u1E2RaZ/eRYoGtw7jnh3PQWevoo+La/nXbb9+c5x45x9lN2I1zV2z7a72j6etVq+EfD6NkPfTqyTDnLuTjjlS72jactNrp7Y6go2QrLVJG9Uc5dzcdOVM3edHXW8+H+IaibJ3D98eKFrcL9nex9XjSF2vDIG3DUTZEhf3jMUDW4d68OFnr6KPh3v5122/fnPbxzj7KbsRrmrt37te7TtPWq0W+gkt1GyB8k+xyo5y5TC8cqZTVmlrZQvs6WqFaGonrmQ9/E925qK13KZXqi4X7Eu96Out7iiiuOomysifvYiULW4X7OJFdpe7XJ1Olx1G6SOGVJW91RtiejkRUyjkdwvKlKOuiKLcTfzNO2f25z28c/2iLnEfl2z7azpe5VFr1FclvVyu3dU0D5Iaesc/MzU/VhVx0Tj69eDGf6jlr6C9vu8tayeuhctJEquSnRqcqjUzjPHXHkvOVN1oNCMbVST3i51NzcsDqePvE27GKip1yuVwq/khr2cpJF3dTeaieOKN0dK18fEKL7Z5/g3jregm5NdU8/jzET454494zn+louWs5n6W77py0223WeroqNkVS6spkV6Ocq8qmeqnQzUpdMXapSkirtQNnpqeWOVI0oWszsXKJlHZNtPE6298lNMTc3mM88+cY7xDnuVZiOcgAPPYgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIpP1/Yjkik/X9gSkAAhUAACSeKkp56qpejKenjdLI5ejWomVX8IeDta6hqNU6puN5q1dvqpVc1qr/gzo1v2aiJ9j3Fqe1OvulbpaY6vwjq6F1Os2zfta5ML8uUzwqp1PI/bRoW36Bulrt1BVVNXLPTLPNJNtROXK1Ea1E4T5V6qp3dFNMTPuW1mYy50AD0XQkUEMVRX00NTOlNBJI1kkyt3JG1VRFdjzwnOD2toHst0tpSkiko6SKvrHNRVrqlEkc7Pm3yan08uqqeITtvZ1rLtI1VZ4NKaWmoomUUSMfXPw2aOLOEyrlXhEwiK1uU4+pzdTRVVTxOI8srkTMcS2jV+ktGN7edNWxtJQxU1VHJJW0scm1iy4csaK1Fw3cqN+VMZ4455wNurIdFf1MVtDRIyG3V1SlM+JiYYnfNa9qIicJh7m/RMobNfuwu0W3Rl1udZeK6fUFPTyVb66STDO8am9VxyuFxjKqq85PPXxmvuGqYbtXTvqK99THK6V3VzkVMf+kM7URcicTmMYRTG0d3vQH3KmJHJ7nwea5wAADHmQMeTCYADlEmmLCnYg6tSyWtKxNOrN3/hI+87zw2d+7Gd2ec9clojK9MZdXBynXmmLBT9lFTVU9jtcVSlLC5JmUkbXoquZldyJnzUyHaJpXT1LZqJ9NYrVC91zo2K6OjjaqtdOxHJwnRUVUVPMmKY9pimPbowOZdomltP0z9LeGsVqh72+U0Und0cbd7FR+WrhOUXCcEnU2lNOxan0hFFYbSyOatmbKxtHGiPRKWZURyY5TKIvPmiDWDWPbogOcXrSuno+0PS9OyxWptPLS1zpIko40a9W9xtVUxhVTK49MqfE2ltPJ2r0lKlitXhlsk0qw+Dj2K9J4kR23GM4VUz7jWDWPbpQOcQaV08vajXUq2K1LTNs1PIkXg49iPWeZFdjGMqiImfZD409pXT0naBq6CSxWp8ELKJY43UcatZujeq7UxhM45wNYNY9ulA5zo/Sunp7zqxk9itUjIbmjImvo41SNvcRLhuU4TKquE9VLHZzpbT9UzUvibFapu6vlXFH3lHG7YxFTDUynCJ6DWDWPbpoOd9nWlNO1OmElqbDaZpPG1rd8lHG5cNqpURMqnRERET2RDGaN0xYZ+x2iq57Ja5Kt1rdIsz6SNXq7YvO5Uzn3Gse06x7dXByZ2mbCnYWtalktfjf9Od94jwkfed54XO/djO7POeuSR2oaXsFJ2cVtRS2O1QVDfD4ljpI2uTM0aLyiZ5RVT7jWM4yaRnGXUQc57RNK6epbNRPprFaoXuudGxXR0cbVVrp2I5OE6Kiqip5ljtE0tp+mfpbw1itUPe3ymik7ujjbvYqPy1cJyi4TgRTEoimJ8umg06rsNntOqdNy2u1UFFK+eZrn01OyNXJ3D1wqtRODcSswrMAAIQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASKT9f2I5IpP1/YEpAAIVAAAPNX9W8Dm6uslRj5JKFY0X3bI5V/wDpD0qc/wC2zs8qO0G3WVLfNDBVUlQqPkl6Nheib146qitaqJ5+xt09cUXImey9E4qzLy1ojRly1fJcvhzcQ0FLJUzSuThFa1Vaz6uVMJ918jWD3fpDS1p0ZpaS12yP+3ZE588z8b5345c5fp5eSHhA9Gze+Wasdob0V7TIZfS+o7rpa6fEbFVupKzu3Rb0ajstcnKKioqL5LynVEMQDeYiYxLRuLu0O+v0ndrJNVSz/FalKirqpZFdI9EaibEVeiLtTPsiJ0zmb2X6Euuo7pZ7lT0yy2lt0jpqmRvKxo3a9yqnpt8/XCeaGhNarnI1qKrlXCInVT2/2Pabk0doC2W+qZtrZUWpqm+bZH87fqibW/Y579cWafx7yyrnSOG4TrmVxbKquVVVKHkuYAAAx5kDHkwmA0h2lb87Ry6cW+Wvwa0Hw/vPhcned33fd5z4jG7HtjPkbuCYmYXiZjs0m9aVv930zJY6i+WtlM+NkSvZapN+Gqip1qMfpTyL9909qG9UkNPU3u1MZFURVKLHapEVXRvR7U5qF4y1Mm3gnaTaWmX7TWoL0ttWpvlqZ4CsjrY+7tUnzPYioiLmoXj5lLtxsGoq+42qslvdpbJbpnzRI21SYcronxqjv7jph6rxjnBtwG0m0tPrNO6hqr7brq+92pKihimijalqk2uSXZuz/cZymxMc+pR2nNQu1NFfFvdq8THRvokZ8Kk2bHPa9V/5Gc5anmbiBtJtLT2ad1CzUc16S92rxMtIyjVnwqTYjGPe9F/5Gc5evn6FKDTmoaK+XS6R3u1OnuCQpI11qk2t7tqom3+4z585NxA2k2lqFq09qG21dzqIL3anPuFR4mVH2qTDXbGsw3FR0wxOufMt2DTWoLIlwSmvlqf42slrZO8tUnyvkVFVExUJxwbmBtJtLUbDYNRWW3eDpr3aXx99NNmS1SKuZJXSKnFQnGXqie2CNadK362aUhsEF8tbqSKmWmR77XJv2qipnKVGM8+hu4G0m8tHXSd+XRi6aW+2vwXgPh3efC5O87vu+7znxGN2PbGfIuaj0xf79YJrRVXy1R08vd5fHapEcmx7XJ1qFTq1PI3QDeU7y1C+6e1DeqSGnqb3amMiqIqlFjtUiKro3o9qc1C8ZamS3ftNagvS21am+WpngKyOtj7u1SfM9iKiIuahePmU3MDaUbS16O0Xie726sulzoJoqJ73tjpqB8KuVzHM5c6Z/HzZ6GwgETOUTOQAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAL9KuHOT1LBVFVFynCgTwRUneieSjxD/AEaEYSgRfEP9GjxD/RoMJRXcuMZ49CJ4h/o0eIf6NIMKX+lq63TF4prbs8dPSSxQb3bWo9zFRuV+qoeJb5oLVVjndFcrDcI8LjeyFZI1+j25av5PbiVL0XKYRS4lfMn/AFX6ob2b82s4heiqaXha36P1JcJWx0VhukzndNtK/H3XGEOo6S/p6vtfTSVGoqiK2J3blipmOSSVz8fLuVPlamcear7IemFr5l/6p9EPhKuRHI7hV9zWvrK57RhabtU9nEOxDsbmtdXT6j1hCkdREqSUlA7lWO8nyeip1RvkvK4VMHeXuVzlVfMiuqpHLl2FPnxD/Rpz3LlVydqmdUzVOZSgRfEP9GjxD/RpRGEoEXxD/Ro8Q/0aDCS5drVVfIgH2+Rz+q8eh8BMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJVZTOierm8sVcp7EUAQQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABKo6Z0j0c7hiLlfcASS/9k=)
梦幻英超联赛球探选择为即将到来的比赛周挑选最好的 11 名球员。
![](data:image/jpg;base64,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)
谁是最好的队长?《球探》比较了最佳候选人并分析了对手的防守数据。
![](data:image/jpg;base64,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)
FPL 专家透露了他们的臂章计划。
![](data:image/jpg;base64,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)
值得关注的内容五名球员有望在第36届比赛中取得巨大成功。
![](data:image/jpg;base64,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)
提前计划第 37 届双比赛周随着 2023/24 梦幻双比赛周的最后一场比赛将于下周举行,《球探》将着眼于从六支球队中选择哪些球员作为目标玩两次。
![](data:image/jpg;base64,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)
![](data:image/jpg;base64,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)
在第 37 场双赛周之前,许多 FPL 经理都瞄准了相同的关键球员,《球探》着眼于您如何与众不同。
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABoAxADASIAAhEBAxEB/8QAHAABAAICAwEAAAAAAAAAAAAAAAQGBQcBAggD/8QAOBAAAQMDAwEGBQIGAgIDAAAAAAECAwQFEQYSITEHExQVQVEiYWKBoTJCIzM0cZHBCFJDklOCsv/EABoBAQEBAQEBAQAAAAAAAAAAAAABAgMEBQb/xAAqEQEAAgICAQMEAQQDAAAAAAAAAQIREgMxIQQTQSIyYcFRBXGhsRSB4f/aAAwDAQACEQMRAD8A9IVNQ+WReV2Z4Q+AOWtVy4TqabcAkJTLjl34Hhvr/AMo4JHhvr/A8N9f4BlHBI8N9f4Hhvr/AADKOCT4b6vwEpsqiI7r8gZRgSXUuF/XlPRUTqcrSYbnen9sAyigk+G+r8HHhvr/AADKOCR4b6/wPDfX+AZRwSPDfX+B4b6/wDKOD6yQuYmeqHyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB96WofFInK7FXlD4AASKROXKRyRSfv+wJSAARkAAA5Trz0OABXda37yyy32O1VsMd8o6B9dFDI34nsam7KNX9bV2q1VTp8lNd2vt3tNfo26VVQxLfqGmpnLFTL8Uc0iphqxr7blRVavKJnrhVLR2waBqtb2q3OtM8dJdKKddlQ9XNxC9FSRvwoqr0Rcf3T1NBVMfZ1o+olo6233nU90hXbKk6ut9O1yeiN/mf8Ash7OHj471/mXWlazC0dmfbTFYNAVlDe0kq7lQcW5q5Xvmu6Mc70Rq85/6qiJ0Pp2X9qNc6nr4KmRK7VF+u8UdP3ifBEjmtYr3In7GphEant7IpSX9olkZltJ2e6bZH0RJmvldj++ULVp/XHZ3Sx2zUEmk0or5RVTWyRUVQ5ERFa7ErGOXa9MphUXCoqpyvU7344xM6d/2bmv4enZFy5eVXHGVOpgdIavsWsKN1TYK9lQrMd7C5NssWf+zV5x8+nzM8fNmJicS8+MAAIAAAKmUVF9THmQMeWFgAAUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACRSfv8AsRyRSfv+wJSAARkAAAwWuNVW7RenpbvdlVzUXZBA1fjnkXo1P8cr6IimfjRHORFXCHmP/lXHcU1VQSVtdRrRdztoqKJ7llY390j0VuE3O4RUXlGp7KduDjjkvFZapXacJGpO1XUVx7KfNKStWkrau8SU8rqZdq08aRo5kbF6pnru6rheShaPsmou07UtIys8bc4KdWMq6x8qI+OJV6LK5FyvXCLlfZMFJjqp46WamZK9KeZzXSR5+FytztVU90yuF+a+6lo7MtbVeiNTUlwjdPNQteviKRsqtbK1Wq1Vx03JnKZ9UQ+l7elZ0jy9OuInD0na7n2TaCurbPSzWymuLF2vmdG6Z7Xez5sKjV+WUx8ibd+zbQ2qdSUtzpEo0raWSKpqIqNzHRzsVdzUlYmUw7C88bkz1KVPcuwrUcrrhXwQ01VJ8UkasqKdcr1ykeGKvzTJitLas092Y6oelgvFNddG3aVO9Y3+poZPRVRURzmY9cdE9/1ePS3dc7flxxPxnK9r2X0GnNcUGp9Gysp2RTLDW27vPgc17dq7PZybkdsXrhMY4RdmHnXtV1robUd3oLxZ7pUebW2WOVrXwSsp6tI3bmtcqIjmu5VEdjjOOnKba7NdfUOvrbV1dHE6mmp5lZJTvciua1eWO49FT8opz5aX1i1mbROMyuAAPOwAAAY8yBjywsBrO22+eo0A+8yXi8+MSnllwlY7blquxx9kNmFCpLDqim0y6yMdZVplifFvV8u/Ds5/bj19j6n9P5IpWY2iJ2r3/H1Z/T0cU4jv5hBslvnrdDy3ea8XlKpsU70RtY5G5YrscfZDixW+eu0LJd5rxeUq2wzSIjaxyNyxXY4+yGQt9i1RQ6dfZonWV1O5kke9z5d+H5z+3HqcW2w6ooNOOs0TrK6ndHJHvc+Xdh+c/tx6n0+TnrO+vJX78x19vnx/rw7TaPOJjv8AwgaXt89z0dJdKm8XlKlrZVRGVjkb8OccfYaXt89z0dJdKm8XlKlrZVRGVjkb8OccfYn2ew6otVhfaoHWV8Dkeive+Xd8Wc9G49RZ7Dqi1WF9qgdZXwOR6K975d3xZz0bj1HLz1nfTkr5tEx19vn/AMLWjziY7/wgaMt8940vLcKu8XlJ2ukRNlY5G8JxwNGW+e8aXluFXeLyk7XSIiMrHI3hOOCfYLDqiy2d9up3WV8TlcqukfLu+JML0aLBYdUWWzvt1O6yvicrlV0j5d3xJhejRzc9Z9zTkr5tGvXXnP6LWjziY7QNA2+e/WCasrbxeUmZM6NO7rHImEa1f9jQNvnvtgmrK28XlJmTOjTu6xyJhGtX/ak/TVh1Rp+2PoqV1lkjfIsiukfLnKoiejU9hpqw6o0/bH0VK6yyRvkWRXSPlzlURPRqew5+etvd9vkr5mNeuvOf0WtE7YmPwx/Z7QT6gtM9TXXi8JIyfu07usc1MbWr/tTns/t89+tdVUV14vKPjqHRN7usciYRrV/2T9L2HVGnaKSlpHWWVkkneKsr5c5wiejU9hpiw6o09RzU9K6yyMllWVVkfLlFVET0ansPUc9be97fJXzMa9dfJe0TtiY/D5w3evo+ydLjDVSLXMVUSaRe8d/UK3ndnPHBjbVf7zPT1FQupaSpdFRSzrTMp0R7VSNVTnYicOx6+hYX6Xrndna2FZabxqrnfud3f87f1xnp8upPbpmmi03LSU1JQxXGSiWmWdkSNy5WbVVXImcKvJx/5PpKxfMRM2vbHiPt8Y7jrvpnekZ/MyojNU6ipbRTXaW92+pY92FonNYkmMqnKNai+nuW/TV7rbhrC70k8q+EhiY+KJWNRWKqNXqiZXr6nXTWhLXQUVK640cE9xjyr5Ee9zFXK4+FeOmPQiVunNSQanuN0slbb4G1eExLlXYRE6psVOqG+bm9F6ib8fHEVnE4mYiI7jGMZ+M+e1tbjvMxHhldb97JJZaaKqqaZtRWtjkdTyrG5Wq13GUK1qK3z2/VFjt8F4vKwVjlSRXVjld1TovoWS72q9VluszmzUL7nRzJPI6RXJG9URU4w3Pr7IYq6WHVFxvFuuMrrK2WiVVY1r5druc8/CcvRclOOK1m8YiLRP8Afzif9M8cxGPP8sbqihqLZqWx0FNeLwsFbIjZd9Y5VxuROF9Op31Tb57Xf7BR014vKw10yxy76xyqibmpx7fqUm3jT+qLpdrdcJnWVktC5Hsax8u1y5Rect+R2vNh1RdbnbK2d1lZJQSd5G1j5cOXKLzlv0oenj9RWPb25K+Itt135x+m4tHjMx8sdq6hntN5sdLS3i8LFWzd3LvrHKqJvYnHtw5Ttq+3z2i6WGnpbxeVZW1HdS76xyrjcxOPb9Sk6+af1PeK+3VdQ6yskoX95GjHy4cu5q85b9KHN9sOqLxWW2oqHWVj6GXvY0Y+XDly1ect+lBxeorHtb8lfEW26784/RW0fTmY+csbrahqLLW2WKjvF4VtXMscm+scq4y1OP8A2UzVTbpLNqSwtgud0njqJpGyMqKpz2qiMVU4IuodP6ovlRQTVLrLG6jkWRiRvlw5covOW/Shk0tuoa292uquq2psFHI5+KZ0m5ctVP3Jg425o9qkW5KzMRbb8zOcfpnaNYzMfOVsAB+deQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACRSfv+xHJFJ+/7AlIABGQAAc744WSTTuRkMTVe9y9EREyqqeFe0HU0+rtX3G8zq5GzyKkLFX+XEnDG/4xn55X1Pa+rLZVXnSF3tlBPFT1NbA+nbLIq7Wo5MKvHPRVPIXa3oKLs/r7ZQeYurqqop1nld3Xdtb8WEREyq+i8qv+D3ei1iZz27cOMqEAD6L0PvQwNqq6np3zRU7ZZGxrLKqoyNFXG52PROqnsfQnYvpbTVOySspY7zcFb8c9YxHsRfojXLUT++V+Z4xN9aF7S+0DUOn6XTWk7ZDNW0kLYZLk9dyxs5Rrl3fCi4TGVznC8ZPN6mt7RGs4j5c+SJmPEsnqrs40jD24acs8MCQ0FwilqKmkZPhqOa1ytaidWtcreifbBirDUw6D/wCSFfaaJGw2uunSmWFvDW961r40RPTD3NRPZFUzN+7Damk03X6hrtS1dRqqnidWun3fw1ez4v1L8XRMI7Kc4XCJwaNqdRV931pHfq+RH18lVHM5zUwmWq3GE+yGOOPciY2zGMf9s1+qO3u0HeVNsjk+Z0PmPOAAAY8yBjywsABrB9sa3sfdekuF78zSxeM77zeq/m+H37sd5j9XOMYNRGW4jLZ4NY60tbbf2aVF0o7he4q9tNC9JfN6pcOcrMrhZMeq+hO11ZYbZaqSahrr1FI+4UkDl83q1yx8zWuTmT1RVQusLrDYANc66s8VtfpxKGvvcSVV4gpZsXirXfG5H5bzJxnCcpySNQ2OCl1Fpamp629sgrKuaKdvnFWu9raaV6JzJx8TWrx7DWDWF+Br272WGDXWnbfFXXptJVU1ZJNH5xV/G5nc7Fz3mUxvd09zrLZom9pdNa0rr34B9olqXRecVfMiTRtR2e8z0cqYzjkawaw2IDXsNlhd2jVlsWuvS0MdqgqWxecVfEjppWq7PeZ6NamM44MvZIaiiuGpaS3TTTPhSJaZldVyzNa9Ys4Vz1c5GquM4JNSarWDX1Xdrxpe6U8dxu/nPeUNTV1NP3Eca06RM3I9isRFRiu+D48rlU54U5pK7UVtXTlbcLoyvZeHpBNSOgZFHBI+F8jFjc1N21FZtXcrlVFyXQ0bABRo6m/We/afprleY7jUXOR7KmiZTsYyBqRueskTkRHbWuRrfjVc7k6KQ7fWXODtIgs02p7jLTQwrJJHXUtPGlY9W5SOJzYW52p8TlRfZMfqw1NGxQVDUNVcrhqmC2WOZrJLfSvrp98jmRvlejmQRyK3naq73qn0N9z40dbc7NqukttyviXSKejmqqnvYI4lpEZtw/LETDHKrkw7K8deFJqmq6goentRXW7a8i3uSGwVdtmqKOndGiPejJYmpO5VTKbke7Df+u1V5XidRWqK737Uj62qun8CuZDEyG5VELGM8LA7CNY9Gp8TnL06qNcdrrjtbga90NZYblR3V9bXXqV0N1rKaNfOKtNsbJnNa3iT0RETPUj6FtMdy0BDcK2vvctY5KhVkW71afpkejeEkxwiJ/gs1iCaxDZQNYUlsbL2RNvL7he1uS2ZarvvN6pP4vcq7djvMdecYwdb3bG0/ZHPeIbhe23JtoSpSbzeqVUk7pF3Y7zHX5YGsLpDaINe9oVlhtWlpau3116hqEqaWNH+cVa/C+ojY5MLIqctcqfc668s0VsprM6hrr3E6e70dNIqXirXdG+VGubzJ6p69RFYlIrEtiAoepbFT0dy01FTVt6YyruSwTJ5xVrvZ4ad+OZePiY1ePYi3+zxUuutKUEFfe2Ula2rWePzirXfsjaree8ymFVegisEVhsYGv6yywx6/tluZXXpKKa31E74/N6vl7XxI1c95nhHO9fU6x2WFe0eoti1178C20xVKRecVfEizSNV2e8z0aidccDWDWGwga7stmiqNeamt81de3UdJBRvgj84q02K9Jd657zK52t6+x207ZYavVOq6Sorr0+noqmCOnZ5xVpsa6njeqZSTK5c5V59xrBrDYQNd6Ks0VxqdTNrK69ytpLvJTQJ5xVpsjSKJyN4k55cvK88ll0Or/IXskmnm7qurYWvnldK/Yyqla1Fc5VVcNaicr6EmMJNcM+ADLIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIpP3/Yjkik/f8AYEpAAIyAAAeaP+W0Lm6ys02PgfQbEX5pI5V//SHpc1f/AMgtBXHW9usUtjiZLXU06xORzkaiRyImXKvs1Wp8+Vwd/TXinJEy3xzi3l5d0vpq5amnrIrVD3nhKWSrmcvCNYxqrjPuqoiInuvtlTCnuLs/0Na9DaVqLbTKk8ssbn1tU5MLM7C/4aiKqIn+1VV8On0eHm92bY6h6KX2mQsGitW3bRt2dcbFM2KofE6F6Pbua5q+6fJURU+aFfB2mImMS1MZbEf2rX2fRd7s1ZUz1VZd6jfPVyv/AERbURzGonCbsImEwiJlETnjGdn2kblfbxZKmGlfJbJbpHSSzNTKMVMPdn/65X7FOPbXYhp1+k+zm20tXGrKyqVayoaqYVrn4wi/NGo1F+aKefmvHBX6Y7c7zFI8LtOuZXHzOVXKqvucHyXmAAAMeZAx5YWAoDrPql3Z+umfA2RFW1+XeI8yl/8Ai7vft8P98Z+5fwWJw3E4UHUdn1TeNGy2JKCyQq+GOLvvMpXY2q1c7fD/AE+5J1PQaovlDT0yW6ywd1VwVW7zOV2e7ka/bjw6dduM+mS6guy7KNqe26pvbrOqW+yQ+AuEVcubnK7fsRybf6dMZ3dfkfW7UWqK+72StS22SNLbUSTqzzOVe83QyR4z4fj9efXoXQDY2UmvoNUVep7Rd/LrKxKCGoi7rzOVd/e93znw/GO79lzk6vt2qXayhvvl1kRI6B9F3PmcvO6Rj927w/0Yxj1LwBsbKTHQaoZq+ovfl1lVJaGOi7nzOXjZI9+7d4f134xj0MlbaK9RPv1bNFboK+ra3w0bKh80bXNj2pvcsbVxnGcIvBZANk2UDTWm7zT0tVR3qgtT/Monx3G5R3GWWpmVWKmUa6BqYyuEbuRGovHz+1Dp/UUr7HBeJrW6ksq97C+B0m+rkbE6ONXtVuI0w5VVEV2VwXkF3ld5UPSNl1LbKt1RdaKzT19VxWXNtwlklVOqIxiwIjWJ6MRyJ81XlfrV26/Vb7dLqaotEVvtMyV0lVTK/vJlja7Cq1yIkacqq4c729S7gm3ybecqbpOnuM2l7leadsUV7ve+thSpztjy3bTsfhFXDWIzKY6q4g2LSlwW3VVr1BbLbJTXBmLjWxXSaSpqXY6rmFnGeMI5EanCJ6GwAXY2lSabQkdLrKgu0FdcnUtNSSRK2a51Ej1kWSNzUw5yorMNdlqrhV28LjjIR01+t93vM1BRWuqpa6qZUMdNXSQvbiCKNUVqQuTrGq5z0UswJtM9ptM9qTpmg1RZKeuiW3WWbxNdUVufM5W7e9kV+3+nXOM4z6nx0xatU2TSsdmWgskysSVO9S5Stzve53Tw69N2OvoXwDZdlAgs2qYdApppKGyOVLctB4jzKVP/AB7N23w/3xn7nFysuqazQMmm0obIxz6BKLxHmUq4wxG7tvh/lnGTYALubqTqyg1Rf7JJb0t1lgV00EveeZyu/lzMkxjw6ddmPuddUW7VN8ht0aW6yQeEr6etytzldu7p6O2/06YzjGfQvAJFsEWwpt5pNUXKss06W2yx+X1nitvmcq95/Blj2/0/H8zOeenzPhdbbqmu1PYrslvsjEtiVCLF5nKved6xG9fD8Yx7LkvIGxspVRQaom1VRXny6yolPSS0vc+Zy/Fvcx27Ph+MbOmPU4Zb9Ut1hNfPLrJiSgZRdz5nLxtkc/dnw/1Yxj0LsBsbKPbrdqmj1Rerutusj0uMVPGkXmcqd33SPTOfD853+yYwdrRQaot97vtwW3WWRLnNFKkfmcqd3shZHjPh+c7M+nUuwGxso+m7dqmzTXqRbdZJvMa99aieZyt7vcxjdv8ATrn9Gc8dSw6Voaq3WhYa9IG1MlTU1L2wPV7G97PJIiI5WtVcI9EzhOhlwJtlJtkABlkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkUi8uQjnLXK1cp1AngjpUrjlv5Hifo/JEwkAj+J+j8jxP0fkGEg7I9yNVqLwpF8T9H5Hifo/IMPjqRlW7Sl7S3QumrXUczYI2qiK6RWLtTn54PBdyt9ZbKp9NcqSopKhn6op41Y5Psp78ZVuYvwtx9ziqmp6yNGVlHBUMTlGyNRyf4VD0cHP7WfGW6Xmvw8AUlLUVk7YKSCWeZ36Y4mK5y/wBkQ2fpLsO1XfKWWqrqfymnbG58balv8WVyJw1I+qZXjLsf2U9YU08NLHspKSGBn/WNqNT8Id0rnb0crc49MnW/rbT9sYanln4h507CeyGatqKbUuqoHQ0ESpLSUciYdOqco96ejPZP3f26+kpH73qpHkrXPXlvHtk6eJ+j8nn5eS3LbMudpm05lIBH8T9H5Hifo/JyTCQCP4n6PyPE/R+QYSFXCKq+hjz6yTOemOiHyKsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJFVTuikXhVYvRSOAIIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkUtO6WROFRidVAEkv/9k=)
许多在第 37 周双赛周中进行两场比赛的后卫都受伤了。谁是最好的替代者?侦察兵深入研究数据。
![](data:image/jpg;base64,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)
芯片策略球探探讨 FPL 的经理应如何以及何时使用他们的芯片来最大限度地发挥他们的潜力。
![](data:image/jpg;base64,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)
幻想秀三名 FPL 专家与 Olivia Buzaglo 一起讨论本周的热门话题,揭示他们的团队等。
![](data:image/jpg;base64,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)
FPL PodKelly Somers 和小组讨论所有关键话题,包括挑选哪三名曼城球员。各俱乐部伤病名单在 DGW35 截止日期之前了解所有最新的伤病和球员新闻,包括幻想选秀权有因停赛而错过的风险。
![](data:image/jpg;base64,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)
注册以在收件箱中获取独家 FPL 提示