Three statements are followed by three conclusions numbered I, II, and III. You have to consider the

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iy7JTLZXdzW52enjqKorT19lvqtfrjizLzrt379xd1OLo6MgJh8PuZmrRyVvkHxtcPXNttnk5MQRRdE5OTlxd7VNJ4Z2M3p6akjiqJzcHDg7iKiDmKl1sW2bWia1vEtZuPxeHMnMPo0URSxtLSEeDzel7OrL6uxXSmHIHxcsVjsI52rZPEnj9jt9rfuQ25NOp3G7OxsR8KTU1NYXd31918bd963vNklpbNKQSqXcXUTUQQy1LrquIxwOdRNL5lMYmJiguNnr0CWZczOzjLYfoYoitA0zd1MZ54f46xsTF3c1s5jtP89LFC8TjcXz77bfuw7pO0zRomoZEIuHuaqtoNIpSqeRuvpY7d7gd773bnH9Lea0vgq0sywgGg1yVhKiLGGpdKpVKW5f5cUun03jw4EHH31h6UTQaxcTEBKsfnxCJRFCtVt3NdEbTtK5MEGv46quvkEqlsLGx4e7qupWVFSwtLbmb204QBBiGceOLz8aFwNu3b81x2KxD9q8amlpiRujEHURQ61LtVpFJBJxN7dFJydo9ItEIoFgMMhJGB8hyzL3oIxrCMxjCNfmKaJjRN68pwp0AgAEEQbnTH4KeffsLGxgbW1tbcXb7SuIC6yWNBRJfHUOvSqUqtbdtYWVnhHuFtsLCwgFwux211LyCKIgzD4GoRFzAMouB9uXLl83dtm7T5uYmpqenOzqsqpUgCDfaQOVudAACvWv3V2Mzs7iX1dXczEXUAQ22LRhDoxC5em5ubkGUZgiC4u27kY7sYff995De0YoFML09LTvqzidEg6HOVnsApZldeS17db6Ovz666xtraGZ8euQrqmq12pGL9Y8JBoM3urD67bwDAX1X7u7fId3T4i6h6G2Rafe9Gzbxvr6OhYWFtxdbdM6keLw8BALCwumExxXY8fP0axWGS19gI3DRS9qlOv74bvvvvu3Ouw8e7775zH9pV3VrRpdXAwACfg2e4KglR9zDUtjBNsyNL3WxubkJRlI587Yvcu3cPh4eHODw89MSs604IBAKYmZnhbb0LhEIhhv0L2LbdtdvvXqJpGgRB8NXvvdcAgD84QuLlSJAmqqrqbiajNGGpbdOpNr5OTzz7m3r17npl13SntXDqolwQCgRvPPO9FVrB7nSFiIzzjc6l97dw379HDDz4u3ypX597RN3GUNuiUxNJOjX57HOeYbwIP7zrcLJ0VdbHBwkLc6L9CvFexO3YH6lHZ8z997nc4PDz8YBjVy5cvP2jzur8y7syceUbcx1LboRKVW0zSEwGuV0r6BSdh0GX1a7WsEe1z2lHqL137x4cxwFck8SiYRv1qklou5iqG3Ridu27Ti539RfdVfuZt6Rr9W3jqrWyfxthXlXVtk1Mev27bmJd34MtOfv2dhg6gLGGpbdCIg3Waof3vfwcVTx6FWrfeiPfzjrT3nvK4fJx04rz2KbquIxQKMcS1uI1xzUT9iKG2RScqtbdx66BC4uUfd5nPO6x49etR3ofamGyFcVTurtL2i29szEUrhtoWnVi0vttVEpxtMXnnzh3cv31hd97zTe1vtQpyY89oJYLIbd3V13c08LhUIIhUJd26p1d3cXU1NT7uaZVkWDMNgqCXqAobaFp2o1HYr1LZOpLhz7ybwvx55d1W0O7AqVmoThAEBIPBvqvWdmtCpWma0DQN0WjU3dW3bmv1G6JdMdpTC8lAMCfdmf4d27d20LBbZt47duzg5OWnb16RfOY3v0G5XGZlssXdu3dRr9cZ9j9ic3MTr17uk1nN00TUMymUS9Xnd3tdWTJ0wv17rK6uurv61uTkJKanp6EoiruLiNqMlVqXdk8kCQQCEEWxrVTqQxVISB9heGYSAQCDDQfkIikUCpVOrKHRSvaNz67uQQBNu2sbW1hdnZWXdX32Llmqi7GGpdIpFI22TtTso05wtt6HJh8XiAQwOzsLNbW1txdPW1paQkrKyvu5rbp9nbgfrC2tobZ2VnepSPqEg4cCkWi8jlcigUCu6uC9m2dnAevfuXUSjURwcHPDk1kbDw8PIZrOcgNEilUphaGgIjx8dndRC9u2MTw8jP39b6q9HfqNWNZFkZGRlAulxlqz5imiZGREZ73ibqIodbFsiz85jewbt371CpVKDrOo6Pj5vB1TTNc8vjBAKBzy5fo2naucXPwFw841UFEUMDg5CFEVIksST3yVd9eKjX3QqtPSiSqWClZUVlMtld1fP6tTY2mQyiUgkgkQi4e7qWxxLS9R9DLVn6yoahgFd11GtVvGHPwBuwtZliEIAgYHB5vBNRQKQRAE95f4rNardtM0mNBNU3D8fExNE2DqqoIBoMQBAGRSKQZfnk7UMMbx9qvSCjy0mn0xgYGMDi4qK7q2fNz89jcHAQc3Nz7q5r2dnZwd7eHvL5vLurbGimh29GWotSwLpVIJe3t7KJVKEAQB4XAYDx48gCzLLdzf8tebvsb3dOnT3F8fIxMJuPuampUgiuVCo6Pj2EYBlRVRTQaxcTEBKLRaNf3rvM49iPGC6uzrZtjI6OYmNjo68ukEZHR7G0tHTjC2bDMDA5OYlyucz1osouo54PI5arcY7b0Td5vSJk5MTZ2Njw1EUxQkGg04sFnPybzz7t0796HO0dGREw6H3c03dnp66iiK4uzv77u7Pun09NQpFApOIpFwQqGQI8uyk8lknKOjIehPa9erzuyLF4dt3siw75XLZ3UyfcXJy4kiS1Fevp3fv3jmiKN7od3737p0jSZJzcHDg7upb7Xhciej6ejrUnpycOJlMxhFF0QmFQs7jx4dQqHgPuxC0Wj0yuHzMt69efIsuzU63V316WVy2Vnbm7OCYfDjiAIztLSUlcRIOjhxZlvvid72qg4MDRxAEdzNdUj9eLN3k9XR6eupEo1FeRLVox7mdiG6mJ0Pt0dGRk0gknHA47MzNzV3rJFMoFBxFUdzNbdHOqmDgwNnaWnJCYfDTiwWu9bv6gftfMx60dzcnJPJZNzNdAXlcrnvKrbXCbaN8NaJi36YqAl8oaeCrX1et2JxWJOOBx2stmsc3p66j7k0k5PT51wOOycnJy4u9riOm8mn5PP5x1RFHvuNjTfMD6t08VfnJwcOCIoujUajV3V886OjpyRFG81F2sfnx8PqdWqzmSJPH8ROQBPRFqyWyE41GHVEUnXw76tsXFRWd1ddXd3Db1er0jY9LK5bIjy3LbH4bcHJywqrQZTzeScWi7mb6ZoaF1Ff1cxbt37xxFUZxEIvHRYkAVrIZ3V11ZFlue3ncCK6HlH2lqt5siy3LHQc3Jy4giC0NFxdo3KRyfCc2vluhOPT6dls1lHEARWhT7h9PTUEUWRb6ptdnp66sRisY68Lr0sm81eWInNZrNONBrt6LnQTxoX24uLix9CCCi7vPlkl6WZWFlZQWqqmJ1dfXGy9J8SjeWj7Jtun75PP5tiZZRgGUqkUAoEANjY22v71282yLMzPzwMAMpkMlwr6hG48PtZOp2GpmnY2Njom53HdF1HKpXC2NgYEokE0uk0AGBjY4NLVJ2tQZtOp7GxsdHR9x4iugZ3yvW6QqHgCILQtUkx3ayElctlRxAEJ5vNurvaovHYderrt0OtVnNEUfT0zgV3biTQI6zv7fXGWkX6pyp6enzj8wz84T9nYWHB3d2X6vW6oyiKoygKX3NEHvUrd8j1Ktu2MT8j1wuh3K53LbdcD4nEAhgaWmpWa3oJFmWUavVUK1WMTo6ikql4j7kRhRFaX79ZDIJ27bdh9waTdMwOTmJfl5FAoFbrd5CWtra5iZmWElu8Oi0WhzW9mHDx9iZ2fHfUhPKZVKGB4ext7d9id3cXr1696sj5yC8a56ZkMonp6WkUCgW5oi8yp1yvaixUkC3qrMX6dS6tRTmOwlyKlZiVfVWPsXDcq0JSqH5cdvY1Um9XndEUXQ3U4ednJw4sVisJ1fjODo6chRFcaLR6AfnhdbzUStrPIpPDcRYnQ20j0LonLnRbY9mbbt92KpfLHTuxHhwc3NpSNHzDuL7T01NPvCb6WblcdkRRdGKxmOfv7VazUkkEo4gCJ9XTp9se0FnTznElFneTrUdmIt15vo5IYMn9MIgY2xfe5KynV1cyH1o6MjJ5PJOPLZcmN8w7gebrTgHfl83lEUxQmFQs7i4mLbXpeddnJy4qyurjrhcNiRJOnK63o3gl8wGHQSiYSTzev9PleUygUnMePHze3Iee5icifPLv6gWEYmJycRKFQ8NSs4n5eQwODnZtTKbruvY2dnB7u4ucDbeb3p6GqIoug9NMuykEwmMTMzg2g06u6kcbPu7e3B8uyoCgKJiYmOGv4morFInK5HAqFgruLbpFpmtje3kYul0MwGMTMzAwURfHc2MudnR3kcjlomoZEIoGZmZkbnV8ty0KxWMTz589RKpUQjUYxMTEBRVE8v1JCsVjE3t4eisUiZFnG2NgYFEXxOowRPRxngy1lmVhdHTUc4EWZxPWRkZGkMnIQiCu7urdF1HqVRCLpeDaZpQFAVjY2MQBOHKP5tlWRgfH0c2m73y57YyDAO6rjff5ABgamoKiqLcKHjTn4LT6OgoarWa58ISUJVVWxtbaFUKkEQBEQiEUiSBEmSuvp3s20bqqqiUqng1atXUFW1eRHc7otXnH2RlBsBNwHDx5AlmUIgnCrYdGyLGiaBlVV8fr1a5RKJciy3Azg3fy7EFHneC7U2raNyclJLCwseLaaps64vE4arWaZ6oRpmk2Kya6rsMwDEiSBFEUMTQ0BEEQIEmS9POaVTHyXypU7ymqZB13W8fv0aqqpC0zQEg0EIgoCxsTFEo9EbBWQ6b3R0FEtLS559XdB5F4XKUCgESZLw6NGj5uuzXXRdh6qqzel6zokSbqVUN0IuLquo1qtQtd12LYNURQhSRIePHgAURTbvs36LoOXdehaRpevXoFTdPOfehoSFEo9GuPRZE1D2eC7WpVApDQ0N4Pixu8tTSqUStra2kMnPRNsWzXeUDVNwvXr5tveJIknft5Q6EQHjx40Pz47du3ePXqFf7pn6p2XZ8fAzDMJofN762KIoQBAFDQ0PNN2iUXRGMplEJBLhUmc5w6emqYBwLnXTiAQwKNHj1yfYvXr1Dsiyg5bUIoHnh2onA3A6t1dI3b95A0zRomoZAIPDBBbcoihgYGDjX1urnn39ut4NmqbBsqzmnarW89JtVomJqHs8FWpVVcX8DxqtZq7q62PJLHB4eIpPIxaLubsvbXt7G9VqFdls1t3lWaqqnluf1jRN6Lp7pjIwIMHDA3fM3AIBwOHxuGMhFb0LUOcvLyfS72nEcjgCqoXcQdgv78WLp9WxPi1z0eOimog8E2q7NVb15cuXPrrrzE2NgacVVxvwoB9nNM08T4Dj29dZ4bhlDLRERESX45lQ26097L99lsAwDfffIN4PI7Dw0Pcu3fPfdiV9GLw6Nbfgz6uFyYiIiIOsUzoXZ4eBjZbLbj48Du3LmDFy9e4KuvvsKdO3ewtraG7777zn3YlaXTaXzxxRc9E2xN08TIyAgODg48OWa41zHQEhERXc2v3A23oVQqIRQKdTzQNvZsqrrwAAY2NjOGHH1xHXcq6ipvlnJJNJd5cvhUIhRKNRbG9vu7uow5aXlxloiYiIrsgToXZ3dxdTU1Pu5rbb3t5GKpVqfpxIJHB4eIiXL1eO66VldXEYlEMD4slJDn4xNTXV3OSBOs27eZFEQMtERHR1Xgi1FYqlY6vvfnTTzhfPnOabb5ptjZUPfvzxx5YjbyaRSGB2dhaTk5PnlsHyI0mSmms8UmdZloXJyUlEIpGeGcJCRETUTbceanVdRyAQ6PjOYf78OAIjH47hz507zHwBsbGy4jr6ZaDSKTCaDeDzeXIfSjwKBAERRGC5HWovwzAwPj6OhYUFrkNLRER0Tbceak3T7MqyUT88ANSqRQcxzn378WLF0DLeNt2EUURhUIBqVQKT548cXf7Rjgc9n3F2cu2t7cxOTmJbDbb8bsVREREvezWQ61hGB2v0r58RKHh4f4x38R3dXc9LY73e3fXjYVCIZTLZbxx6jo6MwTdN9iOeFQiFftxeZ1kW4vE4qtUqyuVyR9dmJiIi6ge3Hmpt274klEvgj7t3wywbqlUqu1DEBoCgQBWV1extLSE0dHRtleEO2LL77gmNo2q1QqGBkZwcTEBLLZLHdBIiIiaoNbD7WBQKDjoenZs2d4atu7np2bNn6PRyvbIso1arYW9vD8lksidWR6CrsW0b6XQaKysrKJfLN9qimYiIiM679VDbT7e3g8Eg8vk8IpEIRkZGsLm56T7Ec46PjzsPKQfFItFDA8PY2BgAOVyuSvjyImIiPrJrYfaYDDYd1XLRCKBcrmM169fY2RkxNOrC1iWxdvjN6DrOsbHx5HL5bCv4FxUX3IURERNQGntgm9y4i9wdHTUlFJVVXMz88jHA4jk8l4roLXz3bm7AsCysrKyiVSshkMohGo5DiIiIqI1uvVKLsGmlUrF3dwXJElCrVbDxMQERkdHsby87JnKtaZpCIfDDLRXYNs2nj59ipGREQwODuLg4ICBloiIqAs8EWonJiawt7fnbu4rsVgMtVoNADA8POyJcFssFjExMeFupgs0wuzDhw9xfHyMcrmMubk592FERETUIZ4YfmDbNh4fIharea523wbIsPH36FLlcDoqiYGFhoeuPC8mlOFvxURERF5pFIbCAQQi8Wwvb3t7upLwWAQy8vLqNfrGBwcxMjICObn57u6s1exWIQkSQxoH2GaJpaXlzE8PAwAqNVqnhwTTURE1C88EWoBYHZ2Frlc7tZvuXtJMBjE3NwcDg4OMDg4iNHRUYyPj3d8AwfbtrGvo6FhQV3V98rlUqIxPNMFuv17G8vMwwS0REdMs8MfygYXNzE69fv7Y7l69oFQqIZfLoVKpIJFIYGZmpu3ryD558gTv37H6uqqu6svmaaJ7e1tbG1tQRAETE9PcMEIiIijFUqAWAkZERZDIZSJLk7qIWrUErFAphZmYGiqLceKUCwzAwPj6Oer3e8e2Lvcy2bRSLReRyOWia1rELCCIiImoPz4VawzAQj8dRKBR4SeSVFXF1tZWcxzsxMQEFEW58uNn2zbGx8exurralxcVlmWhWCzifPnKJVKiEajmJ6e5pJcREREPuC5UIuz9VFTqRTK5XJfVwuvo1QqYW9vD8ViEaFQCFNTU1AUBYIguA9wOTkJKanp6EoirurZxmGgVKphN3dXWiaBkVRMDY2BkVRNwjIiLyEUGWpyFsX1dRQKBYaLa9I0Dbu7uygWi8DZRgRSASSJH0QctPpNAYGBnpG1fTNFGpVPDq1StUKhVYloVoNIqpqSnIsuwnIiIiHzCs6EWZ8tK5XI55PN5Btsb0nUdqqqiWq1CVVVYltUMuf5nJvu7v8Py8rL703xP1VzIda2bciyjEePHkGWZYii6P4UIiIi8iFPh1qcVWy3traQzWZvPAmKfmGaJl68eIFZdwf93h8PAQsiwjHA5jcHAQkiQhHA5UNH1KsMwYBgGKpUKvjHPzZDfDgcPhdiOdGLiIioN3k1OIs2KbTaWxsbPTlBKZO0HUd8XgcCwsLzeWpKpVKMxyevUKhmFA13WIoohwOIyhoSEAaN6mD4fDXQuJpmlC13XgbGKcbdt48ZNczhB42eJRCIIhUIQBAGSJLHCT0RE1Cd8EWpxVolLJpOYmJjA3Nycu5uuYHt7Gvr68jn85eqxGqaBsMwoGkaAKBarQIt1VG0BF2cbRrRCMBX1QiqDY0A2wiqOBsbMUXX0AQBIRCIY6FJSIiIvEWpwtOZVOp6GqKrLZ7KUCGf3CNE0kk0mEQiFsbGy0tYpZqVSa29ZVjMAX1UjqDaw2kpERESX4atQ26CqKlKpFKLRKJaWlhh6LmF7extra2vIZDJcd5WIiIh6zqcDX4gSRJqtRoGBgbw8OFDPH36FJZluQjszD78OFDVKtV1Go1BloiIiLqSb4MtQAQCASwuLiIWq2G4NjDA8PI51OnxuP2a8sy8LTp09x95dVKtVFAoFrh5BREREPc23obYhFAohk8mgXq9jYGAAIyMjSKVSzQlMcQ0TaTTaQwPDP4Bj1ep1jj4mIiKgvD7UNgSDQSwuLuLg4ABDQ0MYHR1FPB5v7qbVyyqVCpLJJEZGRjAwMIB6vY5MJnNuwhURERFRLPlRLHL2tnZwe7uLiqVCqLRKCYmJhCNRn1G962bZRKJezt7aFUKkEQBExPTyMWi3HSHBEREfWlng61DZZlnQuBsixjbGwMiqL4ppppWRaKxSKeP3eB0aId0vvwMRERFRpRFqHVrhMNisYhQKIRoNIrBwUEIguCZhfxbdd6vw5dF2HoijNMM6KLBEREdEvjLUttI0DaVSCcfHx9B1YMtVwVBQDgc7tj2vK27dbVuTSvLMsLhMAYHBxGNRjv2YmIiIh6QdH2os0KqSVSgVv3ryBYRhQVRU4W22hdTWBQCCAR48etXz2h16fn1uHd3W7WVFUUQ4HMbQ0BAkSUI4HOZqBURERERXxFB7RaZpQtf15se2bTcD78eIonhuclqjEkxERERE7cFQS0RERES1zPr1BIRERFR2KoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi32OoJSIiIiLfY6glIiIiIt9jqCUiIiIi3vDlTaQsqSGpMAAAAASUVORK5CYIIalt

Question

Three statements are followed by three conclusions

Solution

Relevant for Exams:

Question

Three statements are followed by three conclusions

Solution

Relevant for Exams:

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