A company may do this to return money to shareholders that it doesn’t need to fund operations and different investments. Also, when buybacks are introduced, any share value improve will sometimes benefit short-term investors rather than buyers in search of long-term value. This creates a false signal to the market that earnings are enhancing as a end result of natural growth and ultimately finally ends up hurting worth.

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HZtXTV9BRTxxhpZ6dSITNIBl1QnkF7ZIHItjUHcvovW24be3Ls8b8vUNi3DeZr96IkUPKCrkkEh?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?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?/X6vp3qZdu2un8BaypeL1NVs7CE0/Gm9qReLt4koDjlnh9XsdTG+t39TdudTq2Pa1JPcKKqtVu8KgkttRNE0ma0zSRzK4jiZQISykEuOAyDx0BIr0sv8Aauny7as7QGoN7nuVVCtW8K1UUkrtwMgBZThk93muoV+kXUerueKq?+qtE9RE1SwuMrNU04rKaXwSMez4cMU8YOcv4nfHfUdfOsHVO4081stG3FjW9x1dLbpjQ1MFTC0dMsjycSwY9y4UgD2gPPGtai6vdZLfBZLeu3prkpr6amlrH27Vx+k05NKsueUpaJ4/Fny5DBvC5dgCCB9uHSzqnY/UlqtlxqrhFViGKqxdJYwk8dPcOUzycSQvt0QAx3MQHbz1u03R7q3XXqol3HueGShqHgM4hrJFM3BXDNgKCuSV7ZPlrUHUbrPV3Db13a0THPa70sVnq4Y7X4nDxY3VnIq2h74ZCue5AGQNTvVXePVBN1Vm0ds0k0dBLTU0lNV0trqJJI5PGjLM8wkReOMjioORyBK+egNOn6Q9WEvVlraneLNTUlbHPURw1RVhxNMS+Sh55EUiFe2Q579zrftHSjfB6UXbZl?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?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?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?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?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?+o2/cpzQSeHLPFx4ZCK7EZOeyuDp1TZe041jVNvUKiIKEAhHs8ZvGGP0S+3/e769Ve0Nr11RLVVlhopppyWld4gS5KhSSf0AD/DVzoX/1dvEx91rcbe8V+OzzK9g+kdtaqqoKWlstzlaqnSOnIC/jIiszGXGewAgkyD37DTR0x6oWbqnZ57zZqKspYoZVjC1MfEyK0aSK6/EYcZx5HI1K0mxdnUFT6bR7at0M/jekeIkCg?+JxZeX6eLsP/cdZ7NtTbm3sepLNS0XHngQpxA58eXb8/BP1RqTlRcWoRd?/Eyo09XGadWaa5ukvI3Xttvkr47rJQwNWQxtFHUGMGREPmobzAPvGtnRo1zncGjRo0AaNGjQBo0aNAGjRo0AaNGjQBo0aNAGjRo0BrVltt9wanavoYKg0sqzwGWMN4cg8nXPkw9x89bOjRoA0aNGgDRo0aANGjRoDFVUtNXU0tHWU8c8EyGOSKRQyupGCCD2IPw1kVVVQqgAAYAHuGvujQGtNbrfUVkFxnooJKqlDLBM8YLxBscuJ8xnAzjWzo0aANGjRoA0aNGgDRo0aANGjRoCv?+tXV239F9px7suVoqLjE9UlN4UDqrAsD379vdqi/whO0P7P7x/nxfx0y/Tw/+jUH/APbQf9m1xNN0m31HbKK6U1matjr1R446RvFlUOCVLIvcZAOve27RaavRzrdbvtPiN+3jcNHrHR0n+qSfS/U60/CE7Q/s/vH+fF/HR+EJ2h/Z/eP8+L+OuPq?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?/D6sf5Xuf415I7opv/ED2jUzxwLsG7gyMFBM8Xb9usf4QnaH9n94/z4v464ltX/zGn/6g1YHT26dM7Vsq6y7ytUNfcZqvwqePw8zCIwkclbICgOQc9z2xrVPa9LDnFvp2nTR9pNyrWTqKPXlpdiXyOmvwhO0P7P7x/nxfx0fhCdof2f3j/Pi/jqlq7ZX0cqepp4KTdU1QKgwoHNSyqpMdQ5LHj2DNHBGfs+KT7tef5F/R1prQldNuiWerD1JkpkqmwCrOEjDcRkYCENjvk61fYtH+CXqdXxfd?/wA6Hp/Bdf4QnaH9n94/z4v46yU3/iB7SqaiKnXYN3BlcICZ4sDJx8dcq9XaDp?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?+5J/sdyfhCdof2f3j/AD4v46yVP/iBbSpqh6dtg3cmM4JE8X8dcL6sfpZ/I5uoVVHvaKhegkp5EQ1rYijlLJ7eMHkQvMge?/VqbXpYc4t8d7JQ9pdzrNR94ldpXaXzOnfwhO0P7P7x/nxfx0fhCdof2f3j/AD4v46563jD0upds2N4DbJ6gVErySWoEStEM+GsyP9rBY4+ryCjPnpxrLf8ARkuUdFRw1kFG9TJElRKgccOaNK2D7gGKxZ/NrS9DpEk?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?/mM9cP6vaP9cuj+Yz1w/q9o/wBcutcq+hk7uSOmGj3qmsYQml4EVL9KjcdBX08229t2qCGnhQf8SskkrzeFTI8hbn7IPoqAKuFxnIJJOoyj+kVuVbTeKKtp4/FraN6Wl8AcUiZliTmeRJ7LCMYx3J00fzGeuH9XtH+uXR/MZ64f1e0f65dYqpoF/wBS8zY6G+Sd3Cfkc9aNdC/zGeuH9XtH+uXR/MZ64f1e0f65ddH2/TfjXmef8E3H8mXkc9aNdC/zGeuH9XtH+uXR/MZ64f1e0f65dPt+m/GvMfBNx/Jl5FCWr/5jT/8AUGn/AKXdLLPvm1Vt6u25GoIqCpSOSJIUb2OxLOzOvANnipAPtasOh?+g/1tp6yGeSntPFHBOK5dYP5jPXD+r2j/XLrVPWUJXUaqXQ6aO0a2nZ1NPKS545XYiP29006fbl3pva1UltmWitcqw24mu8KGJQsnN5XzI654LiQq0QOQ/Hkupef6NW09w3aebbu8Wt9F4TgQvAsvgzIkJILGbkUbxezY7EEEDtrB/MZ64f1e0f65dH8xnrh/V7R/rl1peopXvGul6nXHRajHGpom+W+1dr44X0NW3/AEbtqXKFZoOpkq?//AMgaBk9VGRuSoWP1HYAk44g+YyfdjVSXexrtnfVTt5Kr0lbdcTTCYhRzCvjOFZlGce5iPz6uX+Yz1w/q9o/1y6z0P0H+ttPW088lPaeMcqu2K5fIHWcdXSjfKsn5Gqe2aqo4qnpJQafXl?/qI3SvpXYt77YvFfdrxDR3B5FpbPG9SkZklA5ueBOXHEYwPew0zyfR420yiC3dR6yoAfMlMKCMSTHjLhYV8fDuTEQAcdmHf3a2/5jPXD+r2j/XLo/mM9cP6vaP9cuktTScm410vItPbtRGCjPRybXbyr?+Roz/RtsdCldXVnUNZbbRK5WqpaVHFQ0YrjIqAygFl9DjGM+c479hlJ6vdPLH09qbTR2W61Nx9JiqBUVEiIsbSxTvH7HEnHsqpIJ7ZHfvqxP5jPXD+r2j/XLo/mM9cP6vaP9cukNVSjK8qya+hjV23UzpuNPRyi+/l9v9Rz1p86f23bN43zcLdum2mrpnirZkxUtAUkjV3HceeeOMfn1ZP8xnrh/V7R/rl1nrvoP9baiuqKiOntPGWV3XNcvkSTrZPWaafCqJcd5oo7RuFL7zoSfK4a69SItX0brXuC0Lf7fvhxFV0AukFPBbPG8CFmK/jWMw4KrqylsE4XOO+NJPVrpjbumlRaaag3XHezcKQVEjxUzRxqc49hiSJFPuYH46tup+iH9JKspXoqq4UMlPJBFTNE1xXiYoySiY+AJJH5zqK/mM9cP6vaP9cutdPVU1K86ya7uP1OmvtledPGlpJKXfz+nQ561tWz/wA4v9yT/YdX3/MZ64f1e0f65dZ6L6D/AFtgqBK9PacBWHauX3qR/wDvW6Wu0zi/vrzOOlsu4Kaboy69xX+wtrbJ3Ns/w7unoN1qNwUFljuLTsywpUrM3jNCCAQhiQHv5MT54GniL6LVOEhp6zqQ0Ea1vodS727FMtQjrHLFG/inxJVcsAOI5BCcjy1s2/6FPXy1V1Pc7d6qgqqWRZYZVrkyjqcgj84Oslw+hn9IW6xxRXKot9UsDSPGJbircWkbk57+9m7n4nWieppuV4Vkl9Gd1Hbq8aaVXRyk14rzt/f2ofedgp9rbpuW3qW4GuioJzClQYGhMgHvKN3U+7B+GobXQv8AMZ64f1e0f65dH8xnrh/V7R/rl10LXaZKzqI8+ey7hKTcaEku6zOetbTf?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?+sk//AASa/UXXEXRX6JnVfp91S29vHcENtW32yoaScxVau2GjZBgDz7sNdu6+e3itTrVoypu6t+7PvvZTS19JpJwrxcW5X58EYZvy1P8A3z/tOomLe21JqitpI77SmW3MqVK8j+LLMFH6faIXtnuceepab8tT/wB8/wC06rqPovSxb4n3ZHdglLUTI729Em8MoreJgiSV1BMntHgqL2Hs5768k+oGodQdmH0L/wDyCmHrGoelpg3IF5UkETL3Hs4kZU74HJlHmQNeanqJsijrpLdVbko46iJZGdSxwvAsGBOMA5jcYzklGx5HStfuilJeUo?+F48GSlvVRd2lCTK7rJWpWej?/i5lQp4kaBuaSZAyoRu417l0UrbpS0FtqN1U7UVJbGppEktpaWStkLGatDiZRzdmY4ZWA5vg+1kAOMXUPZc8DVMe4KcxpT+lMSGGI+XHOCM55duPnntjUxarrbr3b4bpaqtKmlqF5RyJ5Ef49wc9iD3GkSHo/EaSVLjd4aypqKaWOZjSvFEZnl8USKqSh0CsFIAkDAjPIHTPsTaceyNsUm3Er5a1oDJJJUSFy0kkjs7n22ZscmOOTMceZPnoDNLvDbsN+G2Zq9kuRjMohaCQDgMZbnx44GRk58yBqVWogc8UnjY4BwGB7Hy0m7/wCmw3u08qXhaJ5rZLbSHpBOhV5opCWHJSfyWMAg98gjGqzvP0cLnbrJb6HblfQXStScJUS19H7CxHw?/xgzLyDoEPBsuRyYYOcgC+GultSsht7V9OKqo8TwoTKOb8Mc8L5njyGfhkag6nqTsijqxQ1V/iimaaSnUNG/FnT64DccHj7yDgYPwOk3p/wBArdsG92++0t1iqqihkqi8ksEzzTpNEiZZ5J3Cy5jUl0VVYZHAdiJSLpYa2301su1cI47fX3WaJoRyaeKsMp75xwZfGYe/PEH39s4Yt/f6Gqs6ihel1+ZMDqr09YQlN0Ur+kT+jRcFduUuM8ew8yO4+I7jtpgtN3t18oEuVrqRPTyM6BgCCGRyjqQcEMrKykEZBBB0g2Lo7UWxqB7jvCpuBt13hucKtAwjVYqWSnWJVaRuGRJyJUgZHZQD2adj2Cs29aKiG4NF6TXXKuuUiRMSkXpFRJKEBIGeKuoJx3YMffrKqqaf?/G7mvTSryTddJf3xYw6NGjWo6Q1F3HdFgtNzpLNcbpDBW1//AJeFicv7v0DJ7DOMnsNSmkne/TWHeN8tN8W4rRTWx1YsqzF5grFkRuEyIUD4JDo35ivnoCZrd8bUt0lRFW3uCF6WpSjmVg2Umdeaqe32QWJ8goJJABOpmnqKergjqqSeOaGZBJHJGwZXUjIII7EEe/SbfOl1s3LDfYL3VrML6aZpClMmYGiQIWj58uLFQwDD2l5ZByAdTWydvVm09rW/btdeXus1DG0fpTxlC68iVHEsxAVSFHtHso0BOaNGjQEJet6bY27c6O0Xm7w0tXXq7QRvnuqjJJPuHuGfMkAd9FNvTbFXRUFxhuqejXSo9FpJHjdBLLxZuI5AeYRiCexx56Xd9dNa3eG5bVeqe909FBRxyRVCGkLzSI3fgHDgFGOOSOrA4BHEjOoGv6CrW7Ao9kev6FRR3GWvRntAelQPFLF4aU/i+wFEpK+2cMAcY7aAeZuoW0Ke6+o5rsVr/dT+jy8yOU6ggce4JpajBHmI8jsQTO+l0uQPSYsluAHMd2+H6dU9L9G6jlqHqP5Y1mWDjLU4L4ae4y/W5eY9YkZ/+0D/AEsD7RfRwt9PO1TU7hSWVQiwGO3LGI+DhhKfbOZiMh5Bjl2OBoC5dJfU++3ux0Fse01s1DDU1pirK2Kj9JaniEMjKeGG+tIsaZx2557eenTST1S6gy9O6Kz3I2xaukq7ktPXsSQaelEUkkswA8yqxk49+gK2i+kFveKgqYP5FCtr6MxwTCOKXlC/CNjLMgA4qef1QQQfPT70739uzdV1npdwbZS205jleBlSQMDHO0ZDFux5ABhjHY+/SVZvpGWWjikluOxaiGe41dRJ/wAAIiHGB4Ly8mBDyIFOT2HYZ7a2aX6StNAayluOx71U3CnuU9GtLbqcSOUUzMuByJciOHuy+yXPEeTcQLu0aX9i7oqd32A3mqtXq6QVtbRmAzCXHgVMkPLkPj4ece7Pv89MGgImr3XtyguEtprLzTRVkIpTJAz+2oqZvBgOPg8nsD8+pFaqmbutREcEjs48/L/9HVeb56K2ze+5Y90y3yqoKyKa2MrU6DJhpKk1DQsc91kYRn3FWiRhnBBT6T6KVopLbbaGm3fW0cltJYy0iSj0l+MSo8ommkywWIghSqEuSFXQF7ghgGUgg9wRr7rHBBFTQR00CBI4kCIo8lUDAH3ayaANGjRoBZtvUnZF3k8Kg3BTyMa1reo7jlOq8sA47gr3DeTDyJ1kpOoezK+SKGiv8E8k05po0jVmZnAycADPHHfl9XHv0o7a6NVVqgaG57kjmRLwlxgipaQxRIiRugUIXYIz8yzeHxjDfVjXJzEj6Oi+l0VxbdiGsoRDTwzerfajpoe0YT8blZsdmlzhgT7A0BYtw6gbNtVXVUFff6eKoogpmiwxYcioAAA9psso4rk+0O3camqKtpLjRwXCgqI6imqolmhljbkskbAFWB94IIIOq0u3Revud+G4hu2CKqpqlq6iU2wskdS7wtKZB4oMiHwVAUFSvI+0e2H3algh2ptez7Xp6h54rPQU9BHK4AaRYo1QMQO2SFzoCV1X3XDcN82zsc3KwXNqCo9KjRplhLtwwzcV9lgGYqqjkMMSFyCwOrB0ldXN13fZ+0vWlkpqOapapRP+KVnRECtI7CNPbkIWM+ymWAJYBuPEgVbN1X6otcKykqaavoImqpCJ0tTOKSFA3gqyGM5aY+GfNuIZh2xp6vG6t6+j09ZbJWhafb088sT0RZKeuVFwSQpY4Yn2cHOPI6+zdSb6KG7V8NvtciUFXbxFxaRhJT1MaP59ssOfY4APwGsVF1Tv9ZJf4YLDSVEtFTS1NDBCzmT2JjEUlH9JuxfCgEjsBnvoCd6cbi3JfNqWquu1DLNUzSzw1dRLiE4R2VZUTgvJHwCvZTggnTpqm9nde5tybp25tOWyxU8lyeuhrJ3EkOHhMoj8GJxy9sQszBu6BkHck4uTQGGr/IH+8v8AuGs2sNX+QP8AeX/cNZtAa1XLHDJA8jYHMjP/ALTo9YUnzR92tW9/k4P+of8AadQa3O2vJPClwpmkpSFnUSqTET5Bhn2c/n1klcxcrDN6wpPmj7tHrCk?+aPu0qi92ZhTst3oiKuQw05FQn46Qeap39phg9h37a+vebRFUeiSXWjScKz?+E06h+K/WOM5wPefdq4omTGn1hSfNH3aPWFJ80fdpVjvlkliM0V4oXjEXjl1qEKiL7ec/V7Hv5a2aeop6uCOqpJ45oZVDpJGwZXU+RBHYjTFDJjD6wpPmj7tHrCk?+aPu0tS3CghMwmrqeM04VpuUqjww31S3ftnBxnz1kp6mmrIVqaSojnif6skbhlbvjsR2OmKGTGH1hSfNH3aPWFJ80fdqC1rVNyt1HUQUtZcKaCeqJWCOSVVeUgZIUE5Ygd+2mKGTGb1hSfNH3aPWFJ80fdpZqbpbaOdKaruFNBNIOSRySqrMMgZAJ+JA/SdeZLxaIpPClulGj?+L4HFp1B8XAPDGfrYIOPPvq4XI6iXUaPWFJ80fdo9YUnzR92k47q2urFDuS1hg3Ag1keQ3w8/P82t6krKSvp1qqGqiqIX+rJE4ZT+gjto4W6kVRS6MY/WFJ80fdo9YUnzR92oLWCe4UFNUQ0lTXU8U9SSIYnlVXlI8+IJy3+GpijLJjJ6wpPmj7tHrCk?+aPu0qyXyyxTSU0t4oUlheOKSNqhAyO5wikZyC3uB8/drd0xQyZO+sKT5o+7R6wpPmj7tQWjTFDJk76wpPmj7tHrCk?+aPu0s1F0ttJWU1vqq6CKprSwp4XkAeUqMtxHmcAZ18W7WpqiOkW5Upnl5COITLzfj9bAzk49/w0xQyYz?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?+aPu0esKT5o+7SnU7gsNFNPT1l7t8EtMgknSWpRWiQ4wzAnKg5Hc/Ea3lZXUOjBlYZBByCNMUMmT3rCk+aPu1o3mk23uGhNtvtDS3CkZ1kMNTEJELKcqcEY7Ea0NJfVrdl22btM3ayy0UdSahU51XEhUCs7lUZ05nih9kMDjkVDEBSxQyZZJ9SMHVqamIkKlwYh7RX6ue3fGBj4a1zbtqNJPK1otxeqYtOxpUzKcYyxx7Rx27+7XP9X113RDNdIfRLNC9KnpMCuCA8RdhGoZ5UDtJGBIPqlRyXizLjUnvXrTftsV9L6DaKOtpKuiE8ITLM7+EWdi3IcEQ4BDKDg5yNSyF2XpTpYqSKngpKSlhjpBinSOFVWEYxhAB7Pbt292tn1hSfNH3arbYu9Zt1bft9zkoZJZameelnkp0QQxSROyMc?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?+2rdfoFprzaUrIkLEJKmQOSMh7fnVmH6CdCFS2XrB0tp/TK6qsEtBPequoaQmlMxq?/D4hWJAPZlVSq/D3a3YPpB9P6KCrmudPUUElJXS0LRx0ru44mQgkKuQSkZcr7sjzJGnWTpVsmWoSpfaVN4keOJCsB2GB2BwcDWWbpptKaf0ptswrN4ni+LGGR+WWOeSkHzd?/wBY6FMu09ywbts/rmmoqmlT0mppfDqFCvyhmeJjge4lCRqY1ht1jp7TA9NbaDwIpJpahkUHBkkcu7f4sxP6Tra9Hn+S/wB2rchVm++kVz3Tu4bstV/S3T+JaFkHEt4tPSVnpLow8uXIRlG74IYdg50u0nRHqZS263wQdVrpFUUzM9W89wlqRVPiMA54oUU8ZGK9zl/rNq9fR5/kv92j0ef5L/dqcF5MFPCtPBHTozMsSBAWbJIAx3J8zr3rJ6PP8l/u0ejz/Jf7tW6IY9Gsno8/yX+7R6PP8l/u0ugVFtPpJebUi?+nLaYBTXqKugjhBk?/ExxMhHMqGwxbIRy5UezzYYAj06KbqivEd?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?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?+eXYMw4DP9L83fWdesezZLhR0KVkgWp5h5ZI2RYiGjVc5HdWaUAMMrkHvqYlyLc5p9offo5p9offqpIutHTuomWlpL6088gQxxx00rGQuqsAuF7kB0LAfV5DOM6xQ9b+njUS1dTejCfAimZfR5WB8RUYKh4/jCBIueOcZ740xGRcHNPtD79HNPtD79U9uzrTs/ZtXSU93NX4dZFDUR1EUYaMQy88SE8shQ0fEnHYunx1mj6x7LkgjJqapKuUcUpGpZDI0o5B4wVBVijIyOVJCspBOmIyLb5p9offo5p9offqqto9UbHvS6xWm0w1JdrYlykkZCI05FR4YYjDsOYyVJA05ZPx0xJkMfNPtD79HNPtD79LmT8dGT8dXEZDHzT7Q+/RzT7Q+/S5k/HRk/HTEZDHzT7Q+/RzT7Q+/S5k/HRk/HTEZDHzT7Q+/RzT7Q+/VX7m6iUG19zWrbtZQVDC5JJK9UHRYoEX3nkQW7kZCg4GSdLS/SH2e9I1xjtd4ejjExlnEUQCcBKRlTJyPMQtxwD5rnGdTEuRevNPtD79HNPtD79Ie1dzQ7qtr3CGiqaN4amakmp6jh4kckbFWBKMykdsggnsR+jUzk/HVxJkMfNPtD79Qu6to7d3pRR27cVKKmniZ3VOZXu0bxny/5ZGH+OtbJ+OoPdO6otsRUX/8AG1lwqbhOaempqUxh3ZY3lY5kZVACRu3c+7AySBpiMjxL0J6ayzwzG2zKKfHCNapggIAAPHPwGslV0R6cVVVJWm1tHPNUNVSOkxHOVufJiD2ORIy/owPcNQEXWzp09C1bNfDBwVS8Twv4gYgExgAHk45DIXONTG2+oG1d21k9DYbm1TLApdvxLorAMUJVmADYZSDgnB89TEuQ62Oy23b1HJQWzksElTUVfF5C2HmlaV8Z8hzdiB7s6kOafaH36XMn46Mn46uJMhj5p9offo5p9offpcyfjoyfjpiMhj5p9offo5p9offpcyfjoyfjpiMhj5p9offo5p9offpcyfjoyfjpiMhj5p9offo5p9offpbDZ8jnX3J+OmIyGPmn2h9+jmn2h9+lzJ+OjJ+OmIyGPmn2h9+oPee0rTviytYrtUVEdO7hyaeXgxGCpUn3gqzAj8/xxrBk/HS3v/esOw7B68mttRXZnjgWGJ0TJbPcu5CqMA4yRk4HmRpiMjdn6LdOZJKiantTUklXGkU7U1QyGRVZmw3fvku2fjnW9W9NNqXCop6irFVIaSMxQoaliijiVB4ntlVJAPuzpGunWS3Wk15q9r3tUt6RzO7ejoDE7Mof2pRwyVOA/FmGCoOtjcXV2x7bqGiqrXc5o0p0meWJI+Ku8bSRxEM4bmyqcduIPmRqYlyLJ21t2y7Rs8VjscIhpIWdwpbJLOxZmJ95LEk/p1Kc0+0Pv1Xu2t6Wjc1nt93hkFMLmXWCCWaJpCy55L+LZlLDByATj36n8n46uJMieq2UwkBh9Zff/wAw1n0uRE+LH/fX/vpj1i1YyTuRl7/Jwf8AUP8AtOqPp7Z1Nh31cqNqmsez108YWqJI4ASB2Kg9gAgCez2OT79Xhe/ycH/UP+06jNZR6GMupXtBaN10MthmmluDx0O5bq9SGmLcrc0NZ4HIf0hy9G4+8HGla827qVUtSVFCt+iuFTbZqydkkBp4pZWkK0gGcBkDgFj8tMeZ1dejWVjG5UVNYeoEluqGjqbtTLJQSrCs0heRQJuSIwBzzKArkHOD55079N4Nx02zaCLdYYXEeIXV2LMqF2MaknuSE4g579tM2jSwK13nVdHG3NIu74qZruyxQt4qnkyxHxo/8AQSPie2tIWzog0i0FSkCyXeiqS0c9Scx07cA4Ptfixnhxx7/Lvqe3V0d2hvDcD7ku6VBq5IqeFuEmF4wy+Ivb857H4jtqHrfo97QrvESa4XAwyR8TEfDK8+aOGyUye8a+yTxPfI7nUKbFys3SXblXBugUEZe4q9dHLSEuhjhg9ubCnHEIEBI7ZK+86X6lfo9vAlqkWF4qQvEpVnKxGDw1I5Z7EeGgHxxp4PTigp4LDQ0LxpR2mhqrVLEYlUS0k6IHChAFRucUR7DGAwx37QVJ9HrYVHbZbWgrGjm9FLs0oLFoW5cs483P1vjrfSVJr/AJL3+Rx6l6pSX2dK3z/vaat4vnQvdUkNNe2pakeix2mJpVYK0U7giMH3+1CPzgrqW21t7ppuS5TXq026U1KcK9fFZ1CpVxtL4kak4CyGWQnHm4bPca06v6POwqu2Q2txWJHTrVCNllAZWnfnzzj6yHPH4ZOm+wbXWy3m43QSJwqKajt9LEi4EVLTK/BT8W5zTHPwKj3ZKqqSS93f6jTPVNv7Qkl8v72GPbfT3au0q16+w29qeVqcUoHjOyrGMeyqk4HdQTjTHo0a0nWGlvcdsulZuKxz0clSKNfSI65Y5SqlGQBcge/OcH3aZNGgKzFh3RD0+q6Gl9apeKmZbhEDUMxgzOMQBySTxQdx7+/x1s2eh35ZeptUk0lXX7buQmkWSRximk+sO3njuEXy7A9vebD0aWAaNGjQCXvW2dOay826r3pc6SKak/GxUtVVhIpceRaNjhsHy7ef3aUayg6FUVxFsNkRGmMq?+FTArBJ4glUkhWC+Xi4+HL9GnfdPTbb+77jHc7sJTLGiIoXjjCvyHmD79L56CbRKqvptxwjFh?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?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?/Ag+Sn6o0eBB8lP1RrJo0Bj8CD5KfqjR4EHyU/VGq337eNy0nUnaltttbXx2+rLxzRU9OSrMxALs+CuFXkcEgjsRnGNRFpvvUePcOy4bk1fNTVVO0dwi9GdT4nOb8bIwHEAKsfsnBPIEaAt?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?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?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?+JV+G4SsfOOJZmQmEZjXwxxzk6uXVRGGl3eW30vq2x0vAttZQ1bTUkpCsGd4ZImXi3ZspI/5/f7tMWkzqfse573obXFaLpHQVdqrxcYJ3DEJMkUgibA88Oykg9iAdAIVJ9H2O4R3Gnl3SwpBVf8ADGmIZnVUjBEx8j7St7HkM6dtg9ObNtKtluNpuxq2IqKeYgqcuZ2chiPehJXB7jGNIcPQ7qLb3p6a070SmplkmmneGvqYWleXvISgUgktkggqVz79e6nod1Bi9Jp7X1ArKejqK+SrEdNc5aaWJWMx4rIYpQcGRZMshYsCC2FTjCl5ghhlSCPzaNLuwts1G0rC9mqHjfFwrqmNkmeTMc1TJKmS/cMFcAjuMg4J0xapA0aNGgDRo0aANGjRoCgoOtm8YrcxjijuUzbggp56mmo3mp6Sld4+aZjyS+JAFVwrr7XIZAzOxdUb?/LtXcVXDd7VLW2+qWOkqXKxQtGcFyfMLxyRhu69uWrbhpKWnVkgpoo1dzIwRAAzE5LHHvJ9+vXgQ4K+CmD5jiO+pYXKw6edSL7unc0Vuqyno8tJNK8DQhZoPD8Hw5Gx7pfEcj3EJ29+rS15WONTyVFBxjIHu161QGk/qtYaXcG0npay+0tojjqI5PS6kLwQnKDuSOLZf2SD9YDzBILhpM6tbTuu8tqeqrLT0ctWlSksfpMvhqh4svMEo6kjnkq8bqyhlxkggwLV46V23xLi9y3zHE1ZDBSymdYUPg8m4cvL2iSQCMZx7++tzcfTW0XO6U0lz3XFBNBQNCUZYlklhVCuWz9ZADlhjGQNLd06C7oq7hdLr/KmjqaqvjplicRej?+A0Ykj44dJkMaxSFVUICT7WVbLGZu3SrclfcqaqEtmnjpoadc1TSOzGCJo1Qjhji/Lkxz2IHZtQo37K2pa7PYLbT09zNzSllmqaepWTKfjWZsJxOOADYUd8ADTRpb6ebartpbXgs1ymhlqFmnmcxMWVfEkZwvIqvLHLHLiucZwPLTJqkPcX5WP8Avr/30x6XIvysf99f++mPWEupnHoatbBHUPBHIDjmT2/unXn1XSfZb79Zpvy1P/fP+06q2h60XGr3bd9seo4uUFVHTW5uTD0kmUIxyezADmcjGCuPz6xuZWLM9V0n2W+/R6rpPst9+qwu/XFtv01mhutDRCvuW5nskw8YxxRU6XBaR5gW82y6EJ5/WPkh18u/WW/0UUV1obDQVduqaOor4USZzP6KrOIql+3FI3AhI97eLgY4nNuyWRaHquk?+y336PVdJ9lvv1W0HVbdUsVTHHt2mrKqClkcJRiWQvKk4jZlUZZkAPPiuWPEgZONOPT3dcu9dp0m4ZqQ08kzSxunhvH7UcjISFkAdQSuQGAIz30uxZG60m3kuK2d7lTLXuvNaUzqJSvxCZzjsfd7tbfquk+y336rXf3SPcO6dy1d8se4qa0NV0ogadIXabsrAD63H+l9YAMBkd86j7b0Lv1JRqr7zmSrNTSc5ULnNGicZqYZbsHPcEeWl2LItano7dVwpUU7mSOQZVgexGsFbJt63TQU9wuVNSy1LcYUmqFRpD8FBPf8Aw1Us3QnebWurt0W9IRJPHSqlUUl8URxejcqY+3x8JvAlY+yTmdvz5Zbr0uvlSLOaW70MslHZltE8tfTtOykMjePGS318p78+edLsWRYHquk+y336PVdJ9lvv0qdN9mbi2albBdbxTVsNXKJVSNZB4ZCKuRyY92IZ2/5m7adiQPM40uxZGp6rpPst9+j1XSfZb79bmvmR5Z8tLsWRqeq6T7Lffo9V0n2W+/W5pT3Tuq82Xcljs9uoqKqjucpSWNpG9I4jPN1AGFRBglmPvA0uxZDB6rpPst9+j1XSfZb79VDeuuu47fedwUlFtWnqKKyTMfGMvEywxytFKULMBK/MIvFe6tIBxc4U2ntLclHu7bdBuOh4iKti5lQSfDcEq6ZIBJVgynsPLS7Fkbfquk+y336PVdJ9lvv1uaNLsWRCXCs2xaqymt9zutNS1NZzNPFNOqtIFGWIB9wGvkNbtWoghqYL1RSQ1DMsMi1SFZCoywU5wSACTjyxpT6h9Or7und9k3BaZLUiW9GSY1kbuSueXHiDxYEgDvgjzB92lC4fRzvV5ttBHV7xFHV061qyrS06+j8qmGaOSVFI5IxMq?+RxhAB8dLsWRclDFZ7nSpW26qjqqeTPCWGUOjYODgjse4I1n9V0n2W+/UH042tctnbZWyXS4R1Ui1E0sYiDcIY3clY15EsQPiT7z5DA00aXYsjT9V0n2W+/WtcfUVop/TLrXwUUAYL4tRMsaZPkMtgZ1K6VOoG0q/dNPbHts9EtRa6xqpYq2EywTBoJISrKCD2EpYH3Mo0uxZE7FQUE8aTQt4kcihkdXyGB8iCPMa9eq6T7Lffqh4OhXUWenuVr?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?+29vWu11dWVqKB5ZZfRJGSKokkJLM6nzySWx5A+WmvS7FkaE1vp4UEiBuSsuO//ADDW/rDV/kD/AHl/3DWbUKYZvy1P/fP+060ItqbXguj3yDbttiuMj?+JJVx0qLM74xyZwMscdsk6z3Ooam8CRACfEI7/3TrW9bz/LTVSbI2kbctntM9K9DNbKV6eWXx3iMK8Wl58+ZGPrc/a5efLv560JdkbMnqIKufaVmlqKamWjhmkoImeOBQQsSsVyEAJwo7dz8dZPW8/y00et5/lpq4smSMke2NtQ0ItkO3rYlGsJphTrSRiIQnuY+OMcT9nGNblFQ0VspIbfbqOClpadBHFBBGI441HkqqOwA+A1H+t5/lpo9bz/AC00xYyRX+8tp9VKrd1yuu0L5NQUdRDTeGI5ovbeMSZBWRWwMuPLGf8ADS/TbP8ApBU8lLQwbwuEFHEiRuS1NOzA1IMrGVyWDeGTx9hhjscauD1vP8tNHref5aaYsZIqO/bc+kXBRVkNg3LVTy1EkUkEjzUnKBg9fkYZADGVNvyM57Mfa9pWE2d1tt0sj2+5VTcqmpLzGppnqJEaeV4fxkik+EqvGCh74BCjy1bnref5aaPW8/y00xYyRUV32/8ASQgt6JatxzVFXKEmkcS0nGOZTJlArKv4ojw89+Q/P3Gps7R3JQWLZ9oraaSX0Sur2qVhlPFJZUqPR5GYA4AZ1wcHixU/0ciwvW8/y00et5/lpok0G01YpTb?/AEt6iW96EXK0y1dHTSERU5vbxSRSZQ+kuyuVJwrD2AC2clRk6del22txbfvLQ3aKVTFZ6eCslLl0mqhLKwIb?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?/ub44x4svS/au37/TX61UhieippaenjZ2k4GQrzfm5LkkKo7nGBpyOCJpetVh5u10pHpYZQGoVhlFVU1CnxD3powZEPGJ38iOI885Gsu2erVPujcFXa6Gyv6DR0lTWNX+MxSSOOdoo+A4YJcIzEFhxGPrZJErUdLtiVTTvPYgTUNzYipmXgfa?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?+f+7o9TH5/wC7pbp+rNinpqiQ2u7pVU9Y9EaL0QtUNItMan2UXJP4oZx55IUgN21q0vWva9XOlNHQ3PxeEniL4APhSLJPH4RIOCxalmAKkqeI79xlkxihu9TH5/7uj1Mfn/u6XrX1Y2xdr7Q2CnSrWe4QRzRu8WEBdOaoe?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?/LHlpkxihx9TH5/7uj1Mfn/ALupPRpkxiiM9TH5/wC7o9TH5/7uoK+9VNpbd3I+1LpVSxXBUoJFTwzxdaurWlQq3keMjry+AYHX2k6u9Mq+NJqPe9omSR/DRlqlIZsAgDv37EH9BB9+mTGKJz1Mfn/u6PUx+f8Au6kIZoqiGOogcPHKodGHkVIyDr3pkxiiM9TH5/7uj1Mfn/u6k9GmTGKIz1Mfn/u6PUx+f+7pDi+kDs4pBJPQ3SFau4vQU5aDAkVSoEo7+R5r7P1x3yvY6ZG6i2ddvz3/ANCriIa1rcKYRDxpJw3HgozjufLvpkxiiY9TH5/7uj1Mfn/u6XdpdWtq70u4s9nNV4jwyTRvLFxWTwyolUd85QyIDkAd?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?+kNjzOFjRcjy5fnGli29S+tEtdQzVe3K4Uwuj1FdGKP8nQuypEmfeV5M5IyfZ1efrGi8b0n0Y+KF4c8DlxznGfh21k9cQfLf9muinVUI4uCZw19LOrUzjVcfkuhRe0d+dXp6amfd8E1JPDBYHhPgcErpKqrkWZCCMhhC6qw/otHy8tdB6jJbjRTNG01MXMTc0LAHi2CMj8+CdZPXEHy3/ZrXVl7yWSVjfpqboU1TlJyt2vqb+jWh64g+W/7NHriD5b/ALNa7M33Rv6NaHriD5b/ALNHriD5b/s0sxdG/o1oeuIPlv8As0euIPlv+zSzF0b+jWh64g+W/wCzR64g+W/7NLMXRv6NaHriD5b/ALNHriD5b/s0sxdFedWt8b52/dKWx7VtHjR11JI3pSRSSSRyggLgAFQMZJJOsW1eovUCr3fbtr7g23FFTuk0c9XHFL7Txk4cZHFVIx5nzOrI9cQfLf8AZo9cQfLf9mlmLo39GtD1xB8t/wBmj1xB8t/2aWYujf0h9Wr9vHb1DZbhs+ikrGS5h6+nji5tNSJDI7oPgzFVUH4kabfXEHy3/Zo9cQfLf9mlmLooqi6vdYLYYaKv2ga6pqpp5DzppUMKN7US5UEEKDxbvnI17bqz1mswrKOXZUdbOLpMkE1QJI4ngLTlcMqnC5RIxkZ78j5jV5euIPlv+zR64g+W/wCzSzF0RHTy6X+77dep3OqLcIrjX0zhIWjAjiqpEj7N55jVDnyOc6ZtaHriD5b/ALNHriD5b/s0sxdEDufpds7eFxS636geepjqKGpRhIV4vSSNJFjHuy7ch5EfoB0vj6OvS80NBQS2mV47WGWkIdY2jBEY80VckCJAGOTgdydP3riD5b/s0euIPlv+zSzF0byqqKFUAADAA9w191oeuIPlv+zR64g+W/7NLMXRv6NaHriD5b/s0euIPlv+zSzF0IkXQLZQnarqqm51M7VTVBkeZeRU8AIz7PfAiQc?/yhx9bTFW9PLHW2+a2+PXQRTVTV2YZgGWdiD4ikg4II7amfXEHy3/AGaPXEHy3/ZpZi6ILb3THam2b2m4LZSuKyKj9BjZuHsxeyW7hQxLFVJLE+XbGmzWh64g+W/7NHriD5b/ALNLMXRv6r/rheb5Y9jtW2CunpKj0qNWeCEvIy4ZuCnBClmVVBIIOcduWQ4+uIPlv+zXxrtTMMNCxHnggaWYuil4NxdXLlW3m3yzV8LAxGknhhVUjlmn4woVKnAWJgZBk+0pIIBxrd6h7r6p2a/xU2zedxgNGyg+AcKUjIklkXjktzAIwfiMHVueuIPlv+zR64g+W/7NLMXRCdMrvd73s+lrb5FMtWJJoWeVSpmVJGVZQCAQrgBgCAcEaataHriD5b/s0euIPlv+zSzF0bNX+QP95f8AcNZtRstyinURKjAsy?+f6RqS1LWLe5//Z" width="306px" alt="stock price"> Assume you acquired a hundred,000 shares of BB at $10 each, and you reside in a jurisdiction the place dividends are taxed at 20% and capital features are taxed at 15%. Suppose BB was debating between utilizing its $100 million in extra money for purchasing again its shares or paying it out to shareholders as a particular dividend of $1 per share. As with a dividend enhance, a share repurchase indicates that a company is confident in its future prospects.

h2>Why Would A Company Buyback Shares?</h2> In addition, shareholders’ revenue because of the buybacks is not taxed until the shares are sold. In a stock buyback, an organization repurchases its personal shares in the market. This has the effect of lowering the variety of outstanding shares out there and will increase the company’s earnings per share.

div style="text-align:center"> <iframe width="565" height="312" src="https://www.youtube.com/embed/NcZemjBzWtg" frameborder="0" alt="Profit from <a href="https://te.legra.ph/Whats-Insider-Trading-And-When-Is-It-Illegal-10-08">Stock Buybacks</a> " allowfullscreen></iframe></div> This kind of secondary offering occurs when an organization's board of directors agrees to increase the share float for the aim of selling extra fairness. The stock’s earnings per share thus will increase while theprice-to-earnings ratio (P/E) decreases. In 1982, when inventory buybacks were first legalized, the UAW had 1.2 million members. Wall Street considers shareholders’ fairness in an organization to be all that issues, however employees have equity in a company, too. Book value per share decreases ? since outstanding shares is the divisor for calculating a company’s e-book value per share, having fewer outstanding shares means that the accounting worth of each share is much less.

h3>What Occurs To The Share Price After A Buyback?</h3> Any opinions and estimates represent our judgment as of the date of this material and are subject to vary with out discover. This communication isn't meant as a proposal or solicitation for the purchase or sale of any monetary instrument. Morgan Research does not provide individually tailor-made funding advice. You should make your individual impartial selections relating to any securities, monetary devices or strategies talked about or associated to the information herein. Periodic updates may be provided on companies, issuers or industries based on specific developments or bulletins, market situations or some other publicly available data.

ul> <li>American workers are working harder than before but have little to level out for it.</li> <li>In addition, shareholders’ revenue because of the buybacks isn't taxed until the shares are sold.</li> <li>For over a decade, he has labored as a journalist and content marketer, together with roles as a B2B finance reporter and as a thought management editor at The Economist Intelligence Unit.</li> <li>In some instances, an organization will purchase back its shares to deliberately drive up the worth of their inventory if it feels it is undervalued in the market.</li> <li>Buybacks are a big a half of the profit-allocation methods of many publicly traded firms.</li></ul>


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Last-modified: 2023-10-09 (月) 00:07:13 (213d)