The wisdom of separating a child from its family regardless of the circumstances. “There is neither happiness nor distress in the world; there's solely the comparability of one state with another, nothing more. He who has felt the deepest grief is finest capable of experience supreme happiness. We should have felt what it is to die, Morrel, that we might recognize the enjoyments of life. In Chinese Buddhism, the thought of wisdom is carefully linked to its Indian equal as it seems as an example in sure conceptual continuities that exist between Asanga, Vasubandhu and Xuanzang. If this example is impossible, then this criticism could probably be prevented. There is not any have to resolve this concern right here because and fall prey to another, a lot much less philosophically thorny and controversial problem. We might revise the Epistemic Accuracy Theory to get round this drawback. We may solely require that a wise person’s perception ishighly justified when she believes she has information. Many people who believe they do not seem to be wise are correct of their self-assessment.

ul> <li>When Socrates’ interlocutor is left dumbfounded, or reduced to absurdity, Socrates rests his case.</li> <li>Or, somewhat than utilizing the terminology of success, one might require that a wise person’s beliefs and values cohere with one’s actions .</li> <li>Historic philosophers such as Socrates believed that sensible people struggled to transmit that high quality to others, and that individuals have been due to this fact inherently clever or virtuous.</li> <li>She additionally represents skillful knowledge and the virtues, especially chastity.</li> <li>However, many would not be glad with the conclusion that theoretical knowledge is one type of knowledge and sensible wisdom another.</li></ul> Since we achieve little or no insight into the small print of the dialog in this dialogue, it would be unfair to dismiss this interpretation on these grounds. Perhaps Socrates did show, through his intense questioning, that the craftsmen, poets, and politicians shaped and held their beliefs with out sufficient evidence or formed and held them through unreliable belief forming processes. Socrates only reviews that they didn't know all that they professed to know. Since we don't get to witness the actual questioning as we do in Plato’s different dialogues, we should always not reject as an interpretation of Socrates’ view of knowledge in The Apology. Before turning to different approaches to wisdom, it is value mentioning another interpretation of Socrates that matches with the general spirit of epistemic humility. Wisdom has been defined in many various methods, and there are a number of distinct approaches to assessing the characteristics attributed to wisdom. In a domino impact, one by one AI will become higher than us at progressively more demanding cognitive duties. While devising an escape plan involving Henry and the girl jail counselor who has taken a shine to the newcomer, Gene spouts wisdom like a con man on a guide tour. The current prevailing wisdom suggests the easiest way for humans and AI to collaborate is a consistent and tight collaboration between the 2, each feeding off each other.

h2>Extra From Merriam-webster On Wisdom</h2> Difficult experiences actually have the potential for growth?but they don’t automatically confer knowledge. Both research and clinical observation recommend that individuals who work to course of adversity, derive which means from it, and permit it to catalyze change are the folks for whom hardships lead to wisdom. Common sense suggests a mean degree of such capacity with out sophistication or special data. Sense, frequent sense, judgment, wisdom mean ability to reach clever conclusions. You can make your content a spot folks flip to for wisdom and perspective?all while scoring these trending keyword web optimization points. Spurgeon, Charles Haddon , The Fourfold Treasure, №991, Wisdom is, I suppose, the right use of information.

div style="text-align:center"> <iframe width="568" height="317" src="https://www.youtube.com/embed/FgS4l1heQTc" frameborder="0" alt="Wisdom" allowfullscreen></iframe></div> Regardless of whether is Socrates’ view, there are issues for as an account of what it means to be clever. Even if is precisely what Socrates meant, some philosophers would argue that one might be justified in believing a proposition, however not notice that she is justified. If that is a potential state of affairs for a wise person to be in, then she may be justified, but fail to believe she has information. Could a clever person be in such a scenario, or is it necessary that a clever particular person would all the time acknowledge the epistemic worth of what he or she believes?

h3>Cite This Entry</h3> Or, even more simply, maybe wise folks have epistemically justified, or rational, beliefs. The area of psychology has additionally developed explicit theories and empirical analysis on the psychological processes underlying wisdom. Opinions on the psychological definition of wisdom differ, however there is some consensus that critical to wisdom are certain meta-cognitive processes that afford life reflection and judgment about important life matters. These processes embrace recognizing the boundaries of one's own data, acknowledging uncertainty and alter, consideration to context and the bigger picture, and integrating different views of a situation. Cognitive scientists recommend that wisdom requires coordinating such reasoning processes for perception into managing one's life. Reasoning of this kind is each theoretically and empirically distinct from general intelligence. Moreover, remember that Socrates admits that the craftsmen do have some information. Socrates might need thought of them to be clever if they had restricted their confidence and claims to information to what they really did learn about their craft. Their drawback was that they professed to have knowledge beyond their space of expertise. Nicholas Maxwell, a philosopher within the United Kingdom, believes academia ought to change its focus from the acquisition of data to in search of and selling knowledge. This he defines because the capability to comprehend what is of worth in life, for oneself and others.

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5akIltUciRRLaNo4B57194Shzx86WgK3CORWu0wCJtxCQmPX8akbZJ3ciKAabEiJJmakbfcTt7VzvPhVapC3SRAEDn1qRYIj0/Co9oq2hPp70Y0EpA83H1rlcV0NUjbmPX86JUUnkUA24RHMe9EJJB4qLlS0UFzEq?/Ou71SVA889vamyAYCq5EHmk5RtFIdVP3Yotl0JmSKj0kiOTHyp1KieQRPzrHhOHKRQsRIPI570+2ogJhQJiOKjEOHdA96JbdIMTM1IpwbUkhcyknn0pRQh0bFJEHmaFaWCKJbUSRImpm2pgV1q2W2YZMevHFSlpkbpkRcDxB8xQjI7K7UYGypPbipvIfs8LaGlSLZs71Mt7Qv2PvTF3gw4mUpSr5gUOLRE7kqhQ7R70VbXV3biFjemuR0JbvGUzZHx/MKv5DThknZI+lQN5gDO4NgRWqMXFleI2KSErjmhrrBtOp3JRuB9qMea+I09XbJHLseVjdziVifJHyoByxUmRtrVMjp4QSlBE/Kq3fYQiZR2r04cxr1KTGrcKiLtyhRJSflFCuW8Hd2irTdYopJhPH1qMcsoBlJ5NdrZAVxPjIUApBPuD3pLjagny+3epVyziY4/CmHWedm3j5VUPUtKi?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?+IppDokyY/CnStMALAKaRxDhT0CGuUil2yyLe0pSlftUbkMG2pKlBM8egpJZQVFTSik/WibbIOsjw30FQB71zmFzPiiKLJZItjuFT8jgtpO1H7Krd7ilIJATBPPatbdYtb1HiNkSR2NQORw0lQ2TPy9K6oM0tOlyuNEwscrLHrIg8poJ6x2yY78VfL7ChJUdhgfKoW6x5R2T/1V6sc4dwuWSEtVRdsvrTCrTmPnVjesyOADP0oJyzKldu3FdIfa5i1QngSYj9tNlhX6x4+QqZXakd+5FDqt1JJH+6iHJNKjfBIPKeK58OomRHPpFHuNEK7k/Sk+FI8oo6kKUcpmSSYn5UnYQPT8akBbExxSHLdRG2PxFMHoUo8t/SkLaMfKpEW8DvTYt1J+YHem1oaUAGoHHrSXGypM7aP8A9gOJntTamwmZAPNHWhSAUg7Rx/8zSS3PM/nRjiB7UyEjmUwRVAUEPHc1w8+gpxSDuJJ/OklJAkEGmtBNKTIg8UO40DxEce1GBJPakeHvBBBEUQfCQtKjVpKRPpX3k9hRTrXJj27Uxs+VOHDukpSaFEHbA5oltQCp78dqFRHoZiiLcAySJqZWCKaWFqPEU42kEnn50lO1IBjk/Onk+YDy7ak4qgTzTY70c0UhPI/KgWQEj75In2oxrbUHG1VqNSEKESY9q6Bx5Zrg4SCn17U43yCD6mok0qpTaOyu5p9sSQtQA9KQhAR27etPJSIiBzSEohd8MCCkftinQmO3PY18hBVxwQe9OhAiZqZKZISg9+Pzp1KIMgelcbSkng9qdRHb096QlZcEAc+tcS2SZpxJiPypYAJ4oE0taQ2CDAHNPtrKQSU96QEAKKp+gpYQVGRAFTJtG06hzkLAg+9FsukcfPvQSAQYkcUQmT2PPalKIKPRckfgKIRdpVzJqMTuA5VTiFBPf8AOkoI6lNN3cbSST9aMTcQJABJqCbd7cd+9FMvKiEqg?+9IW2nDlMpfQE9x6zzSt4UnaoSCPzqMbcgRE80a24ggAxwKnprdMCnghxBS4wvYfUD1oxm7behp9ICj3MUMyeJ9O/4U6plKgBIpXNa/ZyUt3tuxXLzGIeTvQAr8eKruQxJR3a9ParG3cu2h2LkoPHNFuW7F42C3yfaotc+A/JWZPfwyLMbrFRJCJHuPeo25x6h6elaVeYUcwCAe4NQd5iNpOxP5ivShyw5aSG9wqG7YrPPoDFDrs4nyxz6Crc9jCkEFPcUIrHpSIKPXmusSgrlLCFVjZlRMDtX3wihyUzU+5bAD7sT+yhVW6tx+lN6iTSoZy39Ig0wtkiUwSKmHbcjkoFDvMRwBHzp2vKWlFlraYFcLQI+Zo5xkATPek7UhMxT6kCEAtkpEpEj?+mhnGuRJHPpUkoJ29jNDqQFKMj6U4KWlGrZJVwaYUNpIFSTzSVSO0UKppJMpBEU7XeUrmoJaFRJFNhEpMcGpBbQJPyodSUg+UA1QPSJgpkUlTaYMAD1p6E9ya4pIPHtTWsg1Mynn1prwT/JNHLSICZHFJ2p+VNaSkw2RySKKZ4MD60O3BmikHnkGiVMIlAQsAeoHNFtphHHNMW0JBUBJNPByQfLwa5yqghOtpQkzPeimi2nzLHHpQXbvS0kFMc80hCYFSbToI5HHzohtaZIFRzK9vBFFJMmeeKk4KoKMTuPcx7UQnaNo3DtQiHOJP7adSBxChz?/RUintFtQTCZNPtpCwaYaEmPYUQ2gjt7c1IogpXhwQEj8qX4URAilNoVuHNOFG6Y4NS1FNaaSnkbu3pxTrbZUSB/RTiGtsTT+wBJg/WgSsmAjjkUsNAR9KWlInvSwkEAbTFKSsmUp55H4inUCa74ZHyFLSkTHzoXay6QYEe9dBPelgD3NLCQUwZpbWXG5AkdjRDfA+8fxpsI2+4n0pxtQSOOKQuRtEtKMDiBRjKwInuKj0Ekyj8qJQpRIgcUpRDlKMq4A54FEoUlfBMfOgbdXpJj50Y3x6mpE1ynDrT6W0KSURPeeK6GVsHc0dp9aU2EwdpP40S02VAnuT+ykLvKY0RRS2H2rkeE4gbz703dYhKjHh?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?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?/afg9DdSTP3Lf/aWqzTrNqXox1RzumckepaLQYt9aHQixdVDak795lI/XbQnj?+X8qtvVHqt0a6g6Dy2kz1Bat/jWk7XEWjxO5C0rAAKAOSgD8aUMlDMYaD8B32O24Kyr3Tr+710d0qb3VDONzmlMfZ/ElkXn8KtmAmYaUUgKgfqKMexTWiag0N01+0Loq1ztzi9wvrYrsb/wfCurc8jv3gKBlJlPH41WbXrd0o1707d0vmtSnB3N5jTY3KHmFktKKNqilQG1XuOaewnWPpL0v0JaacxOql5xWOZWhhDNusOOqKlKEkgJTyr37UkrMhz?/Uawtk1dgQK8+Fid7Qn2LmTb9KL5HH+G7giB/4pmgfs+Jjrh1dI9ckr/aX670K6g9Jumug7fC3mumzd3ixf3LS7V0Fh5xtAW1ISQQkpifWgOnmu?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?+hFn/o6j/s0J/8AoX0+Pnd/7U7Vj1kvCp6Z5FWo7Z+4xQxf8MaYVtcU1sG4JMiDHzqm6A6m9F9GaMtsPhNVOpsrMOLbau21m4G5allMBAnlRAiePX1ria18uM6NjSTqvYfJa9qSPszz+5/U/wD5x3P9Rup3pegJ1Z1BJ9c4P7MVUOj2uemui9PXDVxq0fFZe8Xkn2HLZwG3WsAFuUpIMbe8+tH4DqXoLTesc2Wsy5dWeeW3f/FJtl7WnvMlTREboCUoO6P1jNdEuNPK+XSw71Wx7UsTuhs5rfqRcdVclo3Rthp8rYQFtu3jCgsp8NClblhXJ83HHtVF632XUHIuYca?/axKVoQ/8KMfuiCUbt27/ANGPxrTrG+6aWuvLnqC3rVC37pooNv4KtoBQlPBif1RVO6watx2scpj04ZLjjFghwKdUkp3lZHYHmAE9z7134WJJJkRtjjoBu5II3r5rCTQbCwS70sVEnwjFQV/o4kEhqAR3itkbx7TyewB+lB32HaUk8fsr6mPFkb3VDkawsJe0e4ZBZ7UI9pQtiFtc?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?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?/PvNencX130DZ420tHXr7eyw22rbbyNwSAeZ+VeVU3CkCAon6UQ3dxEKryOq9Fx+rhoyL+Hij5XVjZcuISY+69T9FMjaZm81hmLFSyxe5dTze9MK2qkiR6GDUv1sTu6ZZkTH8X/2huqb9mBal4LNqV63jZH/ACKuPW1QR0wzSj2/g3+0N1+b5cQi9oGxt4DmD/pX0cTienFx5o/qo5rrxoAMIR499ISAf4Mf+uqr0fyLGV6p57I2iiWLpq7faJEEpVcII/YaxBp9BV2jjvWs/Z4dSvWd0AP/AKtc/tG6+ozuh43Sun5MkF25u9n5ryIM6XLyImyVsVu?+qZ/czlo/4i//AGaqwLSvTzX2RKMhj7I2Lagdr1yoN7kn/JMqIP0ivQuYvEY7FXmQW0XE2tu48UAxuCUkxPziqD0x6m5LXebvrW8sbW2Zt2PFbS0VFclQHmJMH19BXy3RM/N6fhzS4rQQKJJ7fQd16ufjwZE7GSk2eAFTc/pPqFpmydytxdtvsJIW6thzd4ZjaFbSkEACBI7VC4FvVmoT8Bhk3FyGwkKiNqAlUp3LVxEmYJit61wAdHZrcJiwf?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?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?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?/Nn6L6zH36Z/lP6ryQhwxG4ith+zYonW92O4/Rjh/6VqsVS6VJHpWy?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?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?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?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?/zrFffaddDWjemZCuTjnj37fvVrBqz4mDBL3Cz6bCONviPGyRr3HKDW7DW777fVUpvpDr9Vtir5OLtTbZpxDNi7+kLfa64pClpT9/gkIUIMc8d+Kea6O9RH89c6YbwzRyVrbt3LjBvrcK8JZISoSuD93mDxxMTWu45RV0i6RqB76lxkx/pXKsdoof/AKzd6me2l0nvyP31FMzpGOdG53LO4/iF+EHdRmGrjYO/I15Xn7M9IuoeAwl1qHL4IW9lYr2PLNy0VI8wTJQFFUSRzHYz25rReifTHXWlOoGGzmewa7ewet3iXUuoWEbmVbdwSolMyO/rxUnclR6IdTB6jUl6O3/lLVXrNKI6r9OdoB3Y7Jg8engt/wDwrpxOmwRSMmaTtpNX3LiPHyUcjNlfG6N1b6h+AtYXqzp3qzVmttX5jEWLIx9nl7lD10/ctsNIVvJI3OKHuJjtI96iHOkPUBnL2eG/Q7PxGRZU/afwxjw7hCY3FDm/aSApJ2zMc9ua25bNlcdO+pzOTvV2lqvUOQDj6GfFUhO5rkIkbvzFDp1FbZnXPS2xs8fmWEWCbtvx76xVbouB8IAFImZB2zweJFJJ03Hc7U8m3EHkd3Udq/NO3OmApoFAH8m2scyvRbqThsTf5nI6fLNtjQVvq+JaMAAEkAKlQAImPn7Vc+nXTbC6g6OZjUNxjrV3MFdwLC5XeBsNhKUhO+VhCfNuPnHaD6ihOqfVTUGmNT630PY2di5Y5W5l5x1Cy6PEtWkHaQoDgJ4kHmalOmKp?+zZrVSuf3y69e/7y1UIIsRmS+OME01935H2VZpcgwNe7ay2q8FTGZ01ndX9ANIYnT1iu6unLhlewEJSlIS8JJJAA5A5PqBWTt9JOoS9RPaUTp8qyLDCblxPxDexLRMBW+dsEz6zxWtpWR0i6WH+XqLGBU/6VzitBxpnrPm0kzGn7I+5nxna734MWa6Nzybpg57FpPj5LkZmSY2tra5cf9QH6rzNd9L9Z4m3tcy9Y2i7F+6bt0XTN+w4yHCsJAUtKiEjdxuPA9TV16q4nXvULWmOxTui7bE5BOPU4zajKMOeM2HOVBUpEgntyYBPpX2W1HhbToMrTWIRmr5hN6hSck5i1sWp/hgURvkpEHy9+SIrQtVupT9ovRLJmVYy6I/5D1Sjw4dBawmiWXuO5I5rsqvypA4OcBY1V9gD5WG5XpD1BweJvM1lcCGbSw?/jC/iWiU8jkAKJI5B4ng1pvTqwuFfZ21L4amQq6VdutS+gCAhA8xJ8plB7we3uKpnVPqxmtP57W/T62tbI2GTv1OuurQovAqZaSdpCgAPIO496n+mz+77NmsHBypL10Pr+9M1PEbBHlOZDezXA35CbIfNJjtfJW7m1XhUm36MdQrhuyWMTbMqyDZctWbi?+YaddSACdqFLngEGIkT6Uxj+leuL/9JEYhFqjEvfD3bl1ctMIacgHaVLUAeCkyOIIPrW+62yGLw+penWWvnci5cWjN78PY2OPVcuXW5htKvuqG3aCD2Mie0UBeX9tndAdTL2+N9irO5yf3n7I/EMo+DswSWiQZkdpHeav?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?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?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?/mT34pS7q4WZLyh7gcJ/ADgelJNw7EeO7zP65/8An1o7IVulMYEuphu4AKW0OLKkwlO6DtmZJCZMR6EelfL07eoUE7mCSooMODhUjj5ggggjiJ9q+bu32RtCiobSkAkwme8QfXsflNcdurlxRIUUAx5Qo7QAIA79gCR+PzNHZalw4C6LKnBslCiFJ3ABKewM/MhQ+o+dMXWIuWGVvkoLaCQPMJPIHb8R+YohV1e9xcrPJJlUnmP+ofkKaW+8r++OlfbgnihstSjVNbeDXNpmZmjVwv0ikhkR6GgtSFIMfOuoJAHlolTIAlJrgbgTHeja1JxhREEetSNurgH51HtpVIABo5lKhBj86NoUpNkkiIooAqTAB/ChmG1ETx+dGNNriAmeIoolIQ0d0mKW8jcngcU94SwqdppQbWeY5olClBXlqCN0RQHwoqxP2xUCk0N8B8/2VrQ0Lytf/ZjxbUi2yZn5p7/lUY/9mm8QJt8m0Y7Sk1tfhZN5IUEObTT1rbZAmFAgD3rj9WY8Eo0sHb+zfmSP4+wnn1Bpafs65xPAvmY78zz+yvQDlnflHACuabctsiADskChrmPJW0hedbzoNqm2WQw4w6J7g0IOjusmlE/AoUE/5Qr0ulNyn77R9+1fJXdEwUT+FDVIeStpXl286b6wZPlxClbfUJoRWmdT2hPi4twbR/Ir1d4Ty/KWo9+K4vGpdBK2kH8KBL6qgtS8nKt8s0NrtmoFI9RXG7y4aVKmVIHrIivUStJY10lblo0Se520JcdPcBdSHse0r5hNTp3dqO685N3aVn+9ie5+lSDC7Radq2IJ9hW2jpFp5bhJYDc+1Pp6RaeSQpJVu+dQcxx2AThYt8DbOCUN8jmmHLJcnagSOa2sdKLFDxIcOynT0sxZlXiK3entSCOUdkbCxAYp5avK0nnvRaNOvu+UM+tbBbdMbVpzzOSB7CpxvRuPt20pbbBUPcd6windwELCxSz0upKgHUxUxZ6eZZI8lax+5u2iTbpkDiKad07bhBAYlXpxQdiTO5KwdXZU/H4hhCQUsT86nLfFoUhICAPnFTDGIU215WQPlSHrW6bMhKgPYCmjwg3d+6BeSgjjWUGCQaeasW08p5ohmwfeJJbV7cipa1xSEIHiDzVdsDCdggCUDasKB4R+dS1qysclMU+yw2gcp5ogECO3FdbGaAsuJQAO3NKAA9K5urp96qSsuEcSY70lTcnyqpZk9jTakL5PiQKF0sloCSNvrXxACo9KaSlYMhZpcHso8+9MsnPUGkqPyr4CEwma+7d61rLiis9kgc0naoHlVOd+ZP0r76/01rWSAh3+UY+tfbFd/WlCe3ymvhz6z7VrCybUFJ7jtFcJT3INPbEn0pKm0k1rWTUoPExXxLYEzTngoHINKDTYHafwrLJjemPKa7vX2SkGnS0mJABrnhmssvm3Vgcgd6JQ9u8swaHDXBp9tEAdqyyOtFupP99kfSpS3ce5lzsJqKYmeKkmOwMn2pgfKxFoo3zyPKpMj0NOt32/gpie0iuIa3jt+yl+AfRNbZYJF0uEAiJFC+Or3H5UepncmCim?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?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?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?/AMuYLGYJOMx2LHg21vasp8NCImAlMBPJ+leVl5uFK1vp2HA8i11RRTxkirB7Fagl3xGg6hBO4bgCIPbtHoaWmVcxHMEH0rNGOr2NFqh+7K1tOtugpSkFxCwQRu57ckcD0o5nqrjheXXjvW7LRSFWzbi4UobCSSfQdvTvNSb1KI0SlONJ4V/EDuPWu7omY+XNZyvqk8lDKVWjaN5WFvb5AAAKSEmJkT+NAP8AWK3WUvWiVFLT7jZLrZAWBHED1Ikj6U37ShPFre6yeFqhV8q7u9+KyxfVi3aZZvHHEh118oS0UKWtTZMcAckgyZSD2A7kU1nOo5ubW7snLcLt1phJaWpK17tpAPqCAYKZk0ruoxgXRRGLIVpVqL0376nndzCUp8IpEBU8k9+fQfhRySIgd/nWDt9YMtZuJt7eyZQzbuxbNhBTDASAhChPlIPf6fhQl11kvbDIoyDy22GRuYdWpRUXVlRg?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?/lH/kmvBL+s9ZsIaTks2+0hp1bnwyR+9lwqJmAeDPqflTX913UP/f3Kf8AtSv?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?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?+I06siQyVKABG4KT9QPlUO9bvpXbXz2TtsN4ji1tWjYcckieQpA2gggwB2iun0WP4NKRkI3O6sOTyKHMg5kQ44oJWhtCU/vja1AwmQAAhIBJ9fan15trKXDOQbeVYXLIhla2VJQhwGRAA3JR6D5Cq9YaxUrGmxVniH1Oh0LamUoTP3yCADJ9RMipZWJavrl/KZtbWQuHnCtKFK8ND8EGZT5oI+g5FP6Qb+8hq1cKXyuRvrtpK804zkHXEh9hyzf8AIvcIKf5SjIM/UcVW/wBHYz/wRyn/ADif+xVgubvIY/TiMraYfEW7anP70iErYUVKV4aisBXKZgAyPyof?+6bi/wDi2V/9qH/ZpGteB8Av7quoUNRR2UvLq7vrbHZHNXNmWHl2jvxdutHkO07SojjtwT23TNNarx2XtMZb5PGZpWVsv310shgFhtO37wUmADHrAk95qqOahXdaXcOVuU3l+W0qvGBc+Yq3BKd+8ElcBPCfmPkdG0ToSzu9Nt3Wp2MtZWaEhp63et1utlsx++NqAHhxMAJk+sCpvjMIBd22+qiHa7BRemOn?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?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?+mwnTOLcctrhtpDzN4xuT4pUlKmypJiISoSJI4H1qyYjW2axzWKzmQzN2346kKfYub?/+C3Db25RWJSpUjtCo8xA5p9LgAd0NQOyzbI4l7I6gcVa4+9Th21rYtXbBK1MiDKXNpMqgHbBgcDmrnpjE5LAvpN663cqfFu2pN6UoLaQrkIG4En7giTM1MZnK4TTTFtjcjgMHcOMvLuXVWbsOMtwpW9SUgcglXB5j9UgcZhpzVGSXm3msi8nLlaVps3GVDe0pYO0pmASOCJHG32qvxTMsDYJAGsdZRep8m/dBq3tsJaPWNs9sS3YrfbaUeSOCqEjdBgDmPapbHah0rbWT95+g2r24xSUeKz4aEttuLPkDcpPJJO7ieKFb6W681GsYhBTYlubl1V8seZKjCBLKVeaJnntPsajbhNr0nuXsc/Yt5JF0ylwvlraAkzwASZIA+8eZmr01zdIO/hbWdV1sjMrb4bUWqbxT2Ccs3X2mnEfB3iLRsILaeC2R5jJIFDtYq?+tbNtrGN5zxUhwNpAQ62pK5CuY8p8seo9jUHZZLT+ft2nbW6fOYe3haHGlEKg8fvkykAHk9uCYqz6desWXWcPZa3yeHyd6+Q2VsSyx?/4tSiQpQKt0ED1qha5oo9vKQaTuENa5lora05j8ha4gKsQp1pNsHNyyrgKUBuJgqmZPf5CjP3FN/+FCf/APHH/sUFnn7XDaptWNV2Vtf3iNrjt5bXB2rQpMgEpgjlUnifSanP7rOnP/B3Df8APmpEub?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?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?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?+wzmpnr3P5G+S1dOOPOFl0bWk8LI2wfKSPTjjkGKu2dvtD5uyU7ZmytrtsoLV+pnwVKQN6vAc8JIbSVSUg8A+HPzqMf0HbOXVlmOml7jrhmF24tMrjyX3EkmYUpPhrPsuUzI5qZ6S6GwmVct9X6zyVszi8ey463j1qOy4HiOcuCOQlSZ2gfyfTiryiOw8GgEjNY2cN1H47V9rZO216dJW2OacU0Bc4+C8hRJ++gnkhUeQniQZPqNp?/Fq1Tj8vl8o8/bDDrAeU61sdLSvvwlI2kgpSrk+nfmtCZvujV5gzaOoxFm?/fvJS48wysNMuBxISVp3JUJTuO+EwCn1E1WMraaVs8G8MJqAi7aNyo49aFJ8MpZcQ4tKFuLISZ5JJ5TwmO3O6gCWiiqUao8KNxvS66yOoL15eUUMWklVh8c8hpTv3SQSFqQglRgyokGSpIggL1J021xgrq5esbd1BuGt1w8bllbTiSA7KlcS4FQBHJP7anpLUOPfztwcprjIY9TiPBFwi3+JVcK3CAo7klJiIVMiDFa3ot5vQ6by4vFuanVfuv29vcWYXdI8MBIShLafMiRuDm9QEBvuIq7/UjNu?/BTa1juApPTOlbKyDN0MQ3krl20aDrWRbQ54L6uUqSk8FEBQIndPpyDTVrpbRes75ixxOl2UusvKZubNN0W0WqoSptZCZOwguLEEfeA78CcvtQ27eoL+4ay2bxi2Gku/o1xtGxbYMqDgWCtQJXwVR6AetUaz1lqteYvNA2lna4h/Nuov2rlnbbqUXEJcCVwYJUmAmT6gcTXG0PcbvhVfpbue60jHdGr3ReRTmdG5+xtUuWSmnre8eLjbKypsgNvAbpJIiU/qR68I1FcdQNPYx27c+CuvD2IUWrhC3AlZJSXXCmNgC0AhIUSCZUCoVW7rU791mDpJ3G5tNziiy0+VueEpsp2rDySSeVq2LI7eTjlRrHNc661LaJucM1kbpLV5dutPvp8pug0lCELKYBTISB+HPauhjXTODa3+aQuEYu1teX6i6f1q218O48zkbe68Z6+x9r5GpBASqEneAVbSeJKUkT3qByGndJ6u24S+vVPsIuP0gi8fWlh6VoRtT4qEqQpJkkmBJAM8CqRpvqpjdKWRVjdN49q4y6Al9vaFeAkpjcpShJKo3bZiT9aIv8AqpqV9CLa5w9m9bZN1Kmm7RkgXCEhIKHB/KTB80Sn9U7YpTBM13wCq+ibWyvjUyNO6OxGZudMY+4v8oLde4LuCpCm1iCkIKQZkcSfQHy8k0C7a51m9+BsLUWjCQkIcQsqDqV7wjwigeZSgYnn0r7T1pqWyyeRsrzRF3c3OQshcJStdwsPA+RK9xlRVuJbAkAq44kUfZs3jDbOk2dO3GPsg4tWWfet1rtrZ1KVBLaXFgwSQlQJPJc49KzmO3vf++U7Hg7cWq7bZlrF22asm0rv3GGkBVwhstlhKZCkuJI5CpHmiSEifWqrY6pub9Tr9tpu1D9gtTrey3Pgt+fdyE8AyR39hSda4V6zz1zZMZUpuHk7Fi2SQ0shR3JV7KCNoIiASandD6Q0veMuZG7yWbsk3KVfEvAtpaeUFJHhoQUkgnxB5ldu8cRXW1kTI9Z5NLnc5z3Bg2AUPblOs8nbqydutp124a8d5sbUJidwQknttSDx7fhWganyNxcsosNN5u7un2G0svWlypCWUhLkpX5gEBBPPJEeXvxVbz?+KtsZiEXeAy9rdGwWn?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?/j2qqa6/wn/wCsPf1lVEWv+F7b/OY/pruMLHRWBVrlc90Z5teqNC6+zlkPFyK7i6Cm071KMAiJnmhrrrpj39QX+nszZOXOJeZBRCNyQk8cmozSP8Quv5uf7Os61Z/gHH/zFH9ZyvJY1rybXWXBxshHa?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?+RaMoT8WkJ+6U8gQDsgxIMz3B6//AN0PW3+rn/6Kp/SD/HhX85/98VzTAuicHHcVv?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?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?/ABpv/WCv6hq8xEMOpo3XLFc0mklZ3rPN630Pib7p9qpjEXzN203cWjwUH0IG8Spte0R+snnkGfxqNzrxu8xjOOx+GYx6bdMIdQ44VSe5EqIJPufYVrn2lP45Zf6M153b/i6v80f01fEayeIPIondLM90TqaVo?+n8RqLU+mlO47JJsiubVx99wBBZ53pV5e3IPEngUL/cq/8A7rwf/tDn/ZqawP8AiC19Lv8ArN1XqQyyMc4NO1+FVsYkaHOX/9k=" width="304px" alt="knowledge and wisdom">

iframe src="https://www.youtube.com/embed/LNLfBXxh_sY" width="560" height="315" frameborder="0" allowfullscreen></iframe> Many males know a great deal, and are all the greater fools for it. In Norse mythology, the god Odin is thought for his knowledge, often as acquired via varied hardships and ordeals involving pain and self-sacrifice. He was additionally able to purchase the mead of poetry from the giants, a drink of which could grant the power of a scholar or poet, for the advantage of gods and mortals alike. Apart from Proverbs, Ecclesiastes, and James, other primary books of wisdom in the Bible are Job, Psalms, and 1 and a pair of Corinthians, which give classes on gaining and utilizing wisdom by way of troublesome situations. Solomon's Wisdom, 1860 woodcut by Julius Schnorr von KarolsfeldKing? Solomon continues his teachings of wisdom within the e-book of Ecclesiastes. Solomon discusses his exploration of the meaning of life and achievement, as he speaks of life's pleasures, work, and materialism, yet concludes that it is all meaningless. If we consider wisdom as the best, or among the highest, of human virtues, then it appears incompatible with a deeply evil personality. In https://youtube.com/@Prayersforallnations and psychological sciences, several distinct approaches to wisdom exist, along with methods of operationalization and measurement of knowledge as a psychological construct. Wisdom is the capacity to have foreknowledge of something, to know the consequences of the available courses of motion, and take the most effective of the obtainable options. Superstitions are irrational beliefs that often tie occasions to conceptions of luck.

h3>Words Nearby Knowledge</h3> Thus, for Aristotle, sensible knowledge requires figuring out, generally, the means to reside well. However, many wouldn't be glad with the conclusion that theoretical knowledge is one type of knowledge and sensible wisdom one other. Other philosophers, together with Linda Zagzebski , agree that there are these two forms of knowledge that ought to be distinguished. These examples are programmatically compiled from various on-line sources to illustrate present usage of the word 'wisdom.' Any opinions expressed within the examples don't characterize those of Merriam-Webster or its editors. So that would be my word of wisdom is to build your individual group, and do not decide up other individuals's stuff. As recently because the Nineteen Eighties and '90s, the standard knowledge was that every one fat were dangerous. He confirmed his knowledge in giving the Pandemonium card-room a really wide berth for the remainder of his days. Common sense is not a only a normative judgment about wisdom, but a structural characteristic of any functioning organization. However, Whitcomb challenges any principle of knowledge that requires ethical advantage. Whitcomb contends that a deeply evil individual may nevertheless be sensible. Something along the traces of the following concept would seize this idea. Most agree that feelings and emotion regulation are key to successfully managing the kinds of advanced and arousing conditions that the majority call for wisdom. Overall, old age doesn’t appear to be essential or enough for wisdom?what matters more may be the motivation to pursue its growth. Wisdom could be acquired solely through expertise, however by itself, expertise does not mechanically confer knowledge. Researchers are persevering with to probe the social, emotional, and cognitive processes that transmute expertise into wisdom. As the strains between real and fake blur, Americans increasingly chase the idea of authenticity. The first step may be to consider self-knowledge, truthfulness, and different building blocks on the highway to non-public growth. They both depend on decentering oneself and seeing a broader image. Religions usually emphasize the significance of dwelling a significant life, building neighborhood and caring for others, and mentorship and scholarly pursuits, all of which pertain to growing knowledge. Many folks imagine wisdom comes from advanced age, however the actuality is more complex. Some analysis finds that wisdom rises until the mid-20s and then remains pretty secure till around age 75, when it begins to decline.


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Last-modified: 2023-10-23 (月) 07:02:54 (215d)