The first draw is named the united kingdom lunchtime outcomes draw. The second draw is recognized as the uk49 teatime outcomes draw. Both draws are identical within the numbers being drawn together with the bonus ball.You can enter as a lot as seven days in a row and there is no mounted stake, so you'll find a way to decide how much you want to wager. Bets may be placed proper up until the sport's official start time. The odds of profitable the UK49s lunchtime jackpot are approximately 1 in 13,983,816. However, there are different prizes available for matching fewer numbers, with better odds of winning. If you’ve received a prize in the UK49s lunchtime draw, you’ll need to say your prize from the National Lottery inside one hundred eighty days of the draw date. You can claim your prize by visiting a National Lottery retailer or by contacting the National Lottery directly.<ul> <li>This is the typical of the UK 49s Lunchtime numbers based on the final a hundred attracts.</li> <li>To view the interesting information about any of the outcomes on this web page, click/tap the draw date.</li> <li>The extra numbers you match, the larger your prize might be.</li> <li>The more balls you select, the odds turn into higher and profitable turns into more difficult.</li></ul>Predicted results for the next lunchtime draw are generated using statistics from previous attracts. The data is displayed in a number of different ways, so you ought to use the predictions on this web page or you also can make your individual for the subsequent 49s Lunchtime draw. If you need to see uk teatime previous results, you could also verify the history of previous months on this web site.<h2>How This Prediction Has Been Calculated</h2>The color of the bubble reveals how scorching the mixed frequency is for these drawn numbers. The size of the bubble reveals how frequently this quantity comes up in all draws. The X axis along the bottom shows the highest frequency for a particular number in opposition to the most lately drawn numbers (i.e. whether or not the ball is hot). The predicted numbers for the result on Saturday 16th September 2023 are below. There is no fixed or restricted amount of cash to place at stake. This is an incredible function that makes this game more popular all over the world.<div style="text-align:center"> <iframe width="563" height="314" src="https://www.youtube.com/embed/fnNwZRgLfUo" frameborder="0" alt="lunchtime results for today" allowfullscreen></iframe></div>If you’ve performed the UK49s lunchtime draw, you presumably can verify the successful numbers on our web site. If you’ve matched any of the successful numbers, you presumably can verify the prize desk to see how a lot you’ve won. By taking a strategic method to playing the UK49s lottery and checking the lunchtime results frequently, you'll have the ability to maximize your possibilities of winning huge. But the lunchtime draw isn’t the one method to win huge with the UK49s. There are also additional games you can play, including the 49s Teatime Draw and the 49s Lotto.<h3>Tips On How To Play Uk49s Lunchtime Results & Teatime Outcomes Information</h3>The purpose of the sport is to match all your selected numbers with the numbers that appear within the lottery. Finally, we hope this information about the UK Lunchtime results right now may be very useful for you. If you wish to enhance your chance of successful then buy a lottery ticket and jump into the upcoming results.All the profitable numbers are shown below in the well-designed boxes. Scroll all the way down to view the most recent draw and likewise read this informational post. According to 49s Ltd essentially the most generally produced profitable numbers, or hot and cold balls based on UK49 results over time, stay the same. And there are forty seven, three, 19, 20, 33, and 37 ? 12 under with bubbling. The lowest drawn number is 32, which is drawn 510 occasions. The least drawn number is 32, which has been drawn 573 instances.<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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pNdk663LYr1Nk0VyJtXLMpopKUHtszwvPOCCR351Lp6G2Aad7kIMkPbNvvfvKvFz9rH0M/Lbj5aqPWvW3Smha1GX1zinHVQSGgFbAeColQAnmBKovEETPNP8ATfPdRMKqWEBCRIG8lO4jkAQT9TAm084rdo0uXracuzLhfoklfioSA4w9jHitHsrHkeCD8wdIerPyzMqXOaJrMKFYW06kKSodwRIP/Y3HBviFVlG/l9QulqU7VoJBHoRzg0aNGl2E2DRo0aMGDRo0aMGDRo0aMGDRo0aMGDRo0aMGDRo0aMGDRo0aMGHh0+uKwqBDuBm9bPXW358BTNMdS5j3V/B+IgkYySk7hkjbgA5Omae2ttO/pd1BZ6bV6VWn7Vp9fTJguwxHm?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?/gdNOiuUlusQHK8w+9TUSWlTW2FAOrYChvSgngKKc4+eljqLJsebd02T05p0yDQVhHu7EpRK0qCAFkZKiAVZIBJPPl2A6lwpFKlSgSn44HaBf3Py9cesrbSs1i0pICv8AhyRMybRfaPnPGHl1a6rqrbj1sW0+U09KimTJQSDJPmhP7nqfrfd3irga2e/n3P6av7dOSw7Dqd81T3aOCzCZIMqSRwgeg9VHyH56iGUZRpzpPpwpbIZpmhuWtXxKPdSjypSjYAD0SkcDDtmFfm?+uc3ClguPLMJSOAPQegHJJ9yTycFh2HU75qnu8bLMJggypJHCB6D1UfIfidWbt?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?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?/wDVbquuvLdty3HymmpO1+QkkGSfNI/c/t+7vKvVb37/AJP61+js+L4A3Y7+HvT4n/g3aqwMd86tj/wydPMqzrxdU5hDjjDmxtB4SoJSrxCO580I7Agm5iIN1k1XXZfsyWllCXE7lKHJEkbQewtKvWQOJkAwORp0WHYVSvmpeCxliCwQZUojhA+yn1UfIfidFg2DU76qfgMbmIDCh71KKeED7KfVR9PxOrX2Lb1sWrTH50wNQLctqKqdNcWMpKUAq+I/WJ2knvnGPMau3qh1VORVKNLaeIXmT1p5SwkiStXqoJlQT6eZVoCq?/wBB6CVng/auZAppEduC4R+Ee02J+gvJCHclep/s9WJT6VadOacvG40qj0WIpIUYrfG+U8DyccHnkqKU9grCJ006ert9gyZa3qlX6q6Xpcp0lbz76zlRKjySSTzpGtB+o9SrtqvWm7kKaVPUUUyM8vKYMFH822M8DAypRGAVKUrz1YLp1TkIpka5EseJLq2RTNyCQhgjPjkY+EEZIJPIKRkFeNcs1VHWa4zQaeyxSvsrRl503KlG6lKJ5WozAP8ABOOiW3afJKYPuABZHkQOwFgAOwFh?/wBzhYtq2E0Da00ht+suoy8+RubhoPkPU/Lgn5DTvgwGoKFFKluOLO511wgrcV6kjj8AAB2AA41mBBagtFtBK1KUVuOKxucWe6lYA5P5DgDAAGml1l6gI6Z9OqvdSdhlMNeDCQrGFyVna3we4BO4j0SddDZFkVNljLWVZW3tTYADuT3J7k9ycQvMK/YhzMK5XwgqPsAJt9MPfI8tAIPbXz9/wvuuP/79A/7ua/4asJ7KPVy9+qrVzOXnOjyTTFRBH8KOhraHA7uztHP0E6muZ6PzDKqZVW+U7UxwSTcgeg9cQvJeoWU59WooKVKwtUxIAFgSfxHsMT/rBIGhSgkEk9tVT6ye2Q5SanJtvpdFjSVRXC09VpKStsqGQoMo43AH65JB5wCMK00ZXlFXnD3g0iZI5PAHzP8ARxIM81BQaep/tFeuAbAC5J9AP6A7nFrMjRuGvm?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?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?+95uLDHtDmS6dLZqFPlOxpUdxLrLzSyhba0nIUlQ5BB5yNdanazd1wNmfUXJdSqkhtkyZj?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?+01qq1Y8rYt/eP+gn92IL1Yzv7FlqMtbPmeN/7qf9TH6HCXq3PsFf5Nev8ATp/9kjVRtW59gr/Jr1/p0/8AskanGtv?/ALI7/h/zDFY9NP8A1LT/ACX/AJFYln2oLym2X0fq8qmu+FLqSkUxpfmkOnCyPn4YXg+RwfLXzs7avH7caiOlNJAJwq4GAf8As8jVG1/QP3aQ6AZQ3lRdAupRn6QB/Xvhz6r1Lj2epYUfKhCYHzkk/wBemLN2F7FdQua1YNw3DeX6KkVBhMhERqF43hoUMo3qK0/FggkAcds6hvq70srPSG7l2xVpCJbbjSZMSW2kpS+yokA7edpBSQU5OMeYIOvpZS0IRTIiUpACWGwAB2G0aqB7dyEi5bVWEjJgyAT9zif+OmbTOqMxzLN/s9QqUK3WgCIBIggT2i+JHrXRGUZPp/7XSIIcRt80k7pIBkEx3mwH6YZHsjXlItnq9DpBeWIVwtLgvI3Hb4gSVtLI7EhSdoPkHDq/47a+Z3Q0lPWKziDj?/wDWIw/8Y19MRxpt6hsIbzFDieVJv9CR/D+GHrpFUuPZO6ysyELMewIBj9ZP1xnWFJ3DGs6NQHFrYh7rj07evOxKhQaXU59MqdFH6Wo0mmow+EIz4kZI3oCwpOUbCpKfiaJ+iDqidGv51V0M9RbVjppzrVQ/SURhtQ2tfHuDXwgApIO0gAAgkYA419Oqz/i6WanuUkRHApwjsWlfCvd?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?+uoCwPTRgemkiuguRu6QRpJ51Sg24XEOwkLSpRvHYgixHex5AjcOp2ZIz5WeNoSCpIQpEnaQOPeQbj69icO7qXRKFSK+uVbVUgy6fOy6hEZ5K/d15+JBCScDnIPHBx5ab9ErM+36pHrNMWlEmMoqbKk7hyCDx9xOuHA9NZ1a+V5KaXJ0ZPmLpqQEbFKWBK0xHnHBlNj68nnEIrcx8fMFV9KjwSVbgEkwk8+U8i9x6YkD/AJc7/wAf5XD/AOzJ1LNB6jUeVaMefU7jpTdUXELjjZkNpIdwcDZnjnHGqzaxgemqx1Z0G0nqRhpmkYRSFC9xU0hIKhBG0247/TEyyPqdnuUOrcfdU+FJgBalEAzyPfDwpt00+5r4iV3qG/mO2EhfgsfCop?+gFAc7c98A5xjHORL79v8ARWqTk11blDU7kOEpnBDaiOcqbCwk?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?/8AnRvD/X0//wBQvVj?/AGCv8mvX+nT/AOyRrfqn?/wBNn5N/xThLoYRrJIH5nf8AKvDo9uT/ADVUj/8AkLH/AKaTqji?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?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?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?/hqLvao6hCxOlc6PGdWio3Af0ZFKDgoSsEur?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?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?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?+WcHXlTevNmLbdEpiXDShwpYQGdxLYAwTjgHOeBnGoGNM66Y0VUaK/Yrp21IdLgBg?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?+erD6E0uraTM6tvMm3hQBCQ2qpbCHtwIhMyVFKQVjkpFoCZIxE+pb+RP0bC6NTZqiolQZUVNwRc9gFE7ewPMzAOEzRo0a6bxTmDRo0aMGLpfWOs6x9Y69mGG1pU8++WmkEJJSncok5wAnIz2PmB/Vr41paU86UI5v6D95tj6DbglMnHlo16PseCpJS54jbid6F4xkZI5Hkcg8f299eesHG1NKKF8/wBfr7HHqVBQkYyxPNJnRKuEqUIT6H1JT3UlJG4D5lOR+OoD9pKRW7S6r161Y6ksUO5UtXDGU0r/ACkO8OBX/XIcO3zyknuNTvIa8eO4yVFO9JTkdxkahjqpQqjeXQmkXPJjOfyn6SylUesBfC3aWvaEOj7aQAyoKPkl4/f1F/4bFUVQ+81XBK/CcbWhKrkKIUnxAD+UhInsSDzGKr6o/aVUXg00pK0KkjuElJKD8wSfcAjicSV7Hl4KqNl1iy3nS/NtyaKpT2VYChGd?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?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?/ABfAxwfGyMjnUQxWgxHbZHZCQNSJ7Td9tXf1Zb6b24UNWl02aTTI0dtsBBnBIS8c9zsAS0AeAULI+lksDUw06ha2V1jvxOqKvp2/dGIJqtxtp5ugZPlZSE/Xv++cGjRo1IsRTBo0aNGDBo0aNGDBowNGjI9dGDBo0Zzo0YMGB6aNGRrGRowYzo0aNGDBo0aNGDBo0aNGDBo0aNGDBo0aNGDF0vrHXsw80hKmZDJdaWQohKglQIzghWDjv6H+zXj9Y6zr41pdWy6Vo5v2B/cbY+gxSFJg49H3w8UhDfhttp2ITnOBknk+ZyTrz0aNYOOKdUVr5/r+ox6lISIGMHnXpS6hBo9TW5V4rMijVRhVOq7LyN7bkZeRlSeygnccgg?/CpfrrTWjjaXUKbWkEKGCDpxyTN6jIa9rMKUwtBB+fqD7EWONNTToqmlMucHCHDoC7BrMrpvMAMaKnx6S6duJEFZOw8cbknKVduUk4wRp+dNrmMZ1FhVSSll1tReoMpYyPMmOfuGcDPKSpIxtGWlW6jRJFnvUm7a1GpMy22nJ1Bq8pe1vw0j4oziuSQQAnA8tpAJRzXG/urk2/I0RqhuP0+HHUh9t5pam3lvJwQvIwUhKuUj1AJ5wB0j090rmmdaqRnOmFD7G+Cp0qNkfmQruVbvg9efhBOK71ZqGgyLKizmY+8BhAHKvQj0AHJ7ccxj6N06eJzJK2y082djzROShfpnzHmD5gg66iMjGq0+z77RzHUNUe0rylsU++I7fhR5SwEMVloYOMDAS73JQO3Kk8FSBYqFU2pKlR3EKZlNjLjK+4HqD2Un5j7uDkC+KyieoXSy8II/qR7YjuXZixmDKXmVSDwf5H0I7j9MJUnp3YMyQ7LmWTQX331qcddcprKlrWTkqUSnJJJySdd9Gtm3bd8X9AUGnU0P7fFEOKhnxMZxu2gZxk4z6nSkDnWdaVPurTtUokfM4UopmEK3oQAfWBODXLUKZT6tFcg1ODHlxnRhxl9pLiFj0KVAg66tGtYJBkY3KSFCFCRiOqh7PPRapSDKk9O6QlZ7+A2WU/wtkD+rTgtzpvYVorS7bNn0imvJBSHo8RCXceeV43H89OXRpU5X1TqPDcdUU+hUSP44QtZVQMOeK0whKvUJAP6gYwE41haEuJKFpCgoYIIyCNba1KgNJML8NVzpN0vcfMtzp1bSnidxWaUxnPrnbrzuy5rctG351YrM2LSraoEdT1RkKSA2G0DhlAHfJwCADnhABKuOi5bvo9Ios2v1Stx6TQac14s2qyFhDaEAjhCjwc5xuGRkgJyTxQ6/8AqBdHtlXYxbVsRpdD6UUGQFJQobHak6ns64nHHf4UEkJB3KyogDKtzBqhpV12ZvbWWxJUokx7D1UeABcnDallsOBmiaG9fASANx+nYdybYYN2XLfHtRdUZ3U9dv1FdIiD3KiwkMFYiQ0klIUUgjxFElauTyrAOEp1M1tSD7N/SOrdZK7CDd2V5KqLaVPkt4cDis7nyk5IAwVHIHwt4z+tGpjsOzbYtK3FPS1sUi17eY8SZIWrYgJSMlOe5J8/Pn1I1X/rDOqHW16X1XqjT0Ch0RSIltU5wbdkYrCStSMlIcXkKOOwShOSE50yaU6pq1AlqkqKcU9JUOpaZuS45JiVDgJJgGPe5AkoM50d+y1O5wp0uvtIUoiwQkgdu5IExPtYYhu2qY9T6eFTH3X5chRekvOrK1uOKOVKUo8kkkkk8k6V9KlSpNMh0aDUItZakyJP87GSBuZ4zzz+HOh+NbybdjSWJzyqst0h5gp+FKOfl/R5ye549OgafPaMstGnQ4pKnC1ZtflUncCVAgFKJSRvPluIN8UhU5XVKedNQtAUEBwytNwqCAmCQVQoHbzY2thL0aVEuW5/J1TRjP8A6Y8XhzJ2bM/fjt8s51mLU6UzbsulvUdDk551K2pZIyhIxx6jse3fPPbWas4qFIUpqkcJS6GyDtT5ZALolV2wDP5jBhONYyxkKAcqUAFsrkbjeCQ2YTZZIj0Ei+ErRrA41nT7hox30KizbjrEWh00N+8y1lCPEVtSMAkkn0ABP4a9rotmpWjWHKJVSyp5tKVhTKipCkqGQQSAfzA7aTo8mTDfRLhvuMPtKCm3G1FKkkeYI5B1tNnzqnKcnVKW9KkOnK3XVlaleQ5Py0zKZzU5ul1LqPsfhkFG07/E3WUFTG3baImf3OAcofsBbKFePukKkbdkXERMzeZ4/f7UeZAp9VizapSW6pEZXudhuOraS8n7JWghSfvGpmvBzpRQunVn3dF6OQDIutqob0GsTcRjHdS2kpO/4s7s8+moNOnrd97Uqv8ATmxbQhx5aJlsJqKZa3EJDS/eHkrR4ZCiTgJOcgc9s63V1Mp55lSd0bvNClARtVzBH4owoy6rTT076VbZ2jbKUk7tyZgkH8O63H1wqUDo3EnwaIiv37TKHWrpaD1Cpj8d1wyUKJS2p11I2shahhOc5/q1wWv0yiVSdVabdV5Qral0qUqE7GeiPyXfESSFEhpJCWwQQVk4z8sEvag9c6M7bNCp1xVm9qTLtyGiA2zQZLSY89lsfqisrIU0v6pUArIAPfgJlu9XKOLPnUOt1q8aTUna07WDPo0lHjzwtGPCkOlSDkEcKAI5J25GNNpezWFyDzaALXNx5biI9TfkXAdQxk0t7VDiTJN7CyvMIO6YjaLRBsT3WZ0Poce4b/tbqTWmIky2aK5MYdZS842kFIUJgKACtCElGWyMq39vhOm+qzWHumiZFMlUWZDdvVNGYqiac43NdCmCUq3qVwyR8XhlO7dzny06JvW6yKt1Uuu459Nrgt667eVQni2GhMYCmm0lwJKihRy2e6vPPlgtVu?/7Sptis2XSY9XWiJeqK+w7Jba3KhIZ8MJUUqx4p4JAG356waOYqUFuBUnYYttFvNHoZ7TjN79lISW2inaPEEydx83ln1EcGMLsj2cmUzK9Q4PU6hv1q3MyJ8NbDraGYYI3Pqd5TlIO5SE7iOATk403q/0ckMuWu7Y9yxbpg3a+uJAkNRnIykyEKCVocbXygDcDuPkCSABkqrHVu3Gr96kXSqFUjFvGjVGnQUBtvxG3JBRsLo34CRtOdpUfQHXBQurjdrW7YzFGiPrqtp1eZUHg6Ehh5t7aPDCsk5KQsE7RjORnWxs5qmCSVG1iEgSUEmYE2WAPreca3Rki5SEhIvcFRMBwARJIugk8dhEd+e4ulNOgUGrVi1b9p9yO224hmuRo8V1lUUqXsC21LGHmwvIKhjHBxg6jzUwdQerdDrtv1GHb9zX+/Iq7id8OpzGhDitE7lt/ASp4fVTnbgYJyRgw?+NOWVrqltE1XM2mJiB6ADmYt?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?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?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?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?+0ZUflPOEq8r8T7ysdKgLmbJ/TjDKt/prblqKk3HW5a6hUV7pEypVB4uOLPdS1rWc/iTqKOqHVB+7n1UajKWxRmVY4ODKIPClDyTxkJ/E84AOqPVGTeMhVIpK3GKMyrtnBlKB4WoeSfMJ/E84Aj7AHnrrDo10cfytaNVat+8rVXbQq?/hT3P8A7nt+D+9xzz1F6ijM92T5KdtOLKULb/Yf2P8AN8uQYA50uW9Y91XWhb9CozsllB2qdKktoCvTcsgE9uB6jS1026bTb4m+8yt8ekR1frnhwXCPqI+fqfL78ashEiU+iU9qFDYRGix0hCG0DhIzj?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?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?/S6hFqX6JkxVNy96W/DURncrGOe3ORzpRul6YxeVUksrcS6xUHfDWBynYshP5ADSZMmVGozFT5zzrshZBU4eDx27dvw1NaGpzOuSzUgNpaW0FEeYqDqtpAHAKACZ4UTHF8R6pZy+mLrMrUtLkDgJLYkGeSFkxHIAnnHpWKRPoU0wKi0lDoSF/CoKBB7HI1x69pLsuY8ZEtx551WMrcJUo47cnXnsX9hX5acsvTVopW01ykqeAG4pBCSqLlIJJAngEnCGsNOqoWqkSUtydoUQVAdpIABP0GNdGtti?/sK/LRsX9hX5aWYTY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY10a22L+wr8tGxf2FflowY//Z" width="301px" alt="’s lunchtime">You can verify all the information about winning numbers frequently on this webpage because the result is introduced. Additionally, you can also examine sizzling or chilly balls & teatime outcomes historical past. To enhance your odds of winning the Lunchtime results and teatime results draw, we suggest you wager on one, two, or three balls. This reduces your odds significantly and increases your possibilities of winning. Choose your 49s Lunchtime numbers by consulting these predicted successful numbers.<h2>Odds & Prizes</h2>There are each Hot and Cold predictions for the upcoming Lunchtime draw. These represent the numbers that appeared probably the most and least typically respectively, in draws that followed those with common numbers to the latest draw. The Total predictions also keep in mind the typical frequency of each number throughout all Lunchtime draws. https://play.google.com/store/apps/details?id=com.lunchtime.results for the attracts that adopted them are then collected, with the frequency of each number that appeared counted.The procedure to visualise your result’s terribly simple to visualise your selection on your lottery ticket and so match this variety from any official website. Below is the whole procedure which can help you to seek out your lucky selection. You can predict all 7 lunchtime numbers together with the booster quantity or even play just one number. The official page of the 49s lottery publishes all of the lunchtime results in the United Kingdom and South Africa.


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Last-modified: 2023-09-20 (水) 19:46:51 (232d)