Finansal Yatırım Araçlarının Reel Getiri Oranları, Ağustos 2023
Aylık en yüksek reel getiri BIST 100 endeksinde oldu
Aylık en yüksek reel getiri, yurt içi üretici fiyat endeksi (Yİ-ÜFE) ile indirgendiğinde %10,56, tüketici fiyat endeksi (TÜFE) ile indirgendiğinde ise %7,32 oranlarıyla BIST 100 endeksinde gerçekleşti.
Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından Amerikan Doları %3,91, mevduat faizi (brüt) %3,97, külçe altın %4,36, Euro %5,18 ve Devlet İç Borçlanma Senetleri (DİBS) %10,44 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde; Amerikan Doları %6,73, mevduat faizi (brüt) %6,78, külçe altın %7,17, Euro %7,96 ve DİBS %13,06 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının aylık reel getiri oranları, Ağustos 2023
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BIST 100 endeksi, üç aylık değerlendirmede; Yİ-ÜFE ile indirgendiğinde %35,73, TÜFE ile indirgendiğinde ise %33,47 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu. Aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %27,14, TÜFE ile indirgendiğinde ise %28,35 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının üç aylık reel getiri oranları, Ağustos 2023
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Altı aylık değerlendirmeye göre BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %23,22, TÜFE ile indirgendiğinde ise %17,85 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı olurken, aynı dönemde DİBS, Yİ-ÜFE ile indirgendiğinde %33,74, TÜFE ile indirgendiğinde ise %36,62 oranlarında yatırımcısına en çok kaybettiren yatırım aracı oldu.
Finansal yatırım araçlarının altı aylık reel getiri oranları, Ağustos 2023
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Yıllık değerlendirmede en yüksek reel getiri BIST 100 endeksinde gerçekleşti
Finansal yatırım araçları yıllık olarak değerlendirildiğinde BIST 100 endeksi; Yİ-ÜFE ile indirgendiğinde %74,15, TÜFE ile indirgendiğinde ise %63,71 oranlarında yatırımcısına en yüksek reel getiri sağlayan yatırım aracı oldu.
Yıllık değerlendirmede, Yİ-ÜFE ile indirgendiğinde; yatırım araçlarından külçe altın %10,17, Euro %7,84 ve Amerikan Doları %0,13 oranlarında yatırımcısına reel getiri sağlarken; mevduat faizi (brüt) %22,07 ve DİBS %31,71 oranlarında yatırımcısına kaybettirdi. TÜFE ile indirgendiğinde külçe altın %3,56, Euro %1,37 oranlarında yatırımcısına reel getiri sağlarken; Amerikan Doları %5,88, mevduat faizi (brüt) %26,74 ve DİBS %35,81 oranlarında yatırımcısına kaybettirdi.
Finansal yatırım araçlarının yıllık reel getiri oranları, Ağustos 2023
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DSfFUVv8K7GPXtPl8MnQLf/hIb5NO1u313U5dPtpzfT6XFG0cbxh2nsBfWsiNmC4nxXtn7OX7bOo/Gfx/oPhTWvCFp4e1+8tfEraqtnrTaja2F1ourW+myRwyNbwtPFN54lWRkiZVADR5J2y/DP/gmR8GPhHdGfR/DmtvOY9JgEup+LdY1WSOLSrs3mnQq11dSFYreclkjXCBSUxs+WvQvBv7Nfgr4f+OV8SaRov2TWkOqEXH2yeTB1K7ivL35Wcr+8nhjfp8u3CbVJB2i4cyutPe/9JSh/wCTXlL5JaXREr2aj3j932r+d7W8r31sd1RRRWQz8nv+CbP/AAXS+Lv7Zv7aXg34a+JdA+Hem6L4lF+Li60nT7yO8h8mwubhDG0t1Ig+eFc7kbgn6j6s+Cvg/wCJej/tRfEvT9X/AGgvin4r0P4e2en3Vppep6T4Xig1Bru0uHYXD2ujwTEI6IyeVJGfl+YsCQfrWsLRPhrovh3xtr3iKzsvK1jxMltHqdx5rt9pW3VkhGwsVXarsPlAznnNedh8JXp0ZQnV5pO9n207Xez1PpuJs5y/McXCvl+DWGppJOClzXabbd+WO6aVvI+BPEf7QHin4Xfsy6L418LtpOh+L/GP7O2s+PdZ1LTNA02G71TXIBps8N25MIRmWbUb1wjjyi9y5ZTmuu+KHj740/Cz9iv+1Rrn7R0HjLX/ABxoOi29v4gt/h7J4njtbm+toJl0/wCxR/2QPNWV1U3rFlYEnYME+9+D/wDgnN8H/AvhzxPpFh4Yv20vxbpUug3dreeIdTvYrLTZSWewsVmuHGnWpJH7iz8mMbI8KPLTb3fxz/Z/8MftHfD3/hF/FVvqsulLd21/E2ma1e6PeW1xbSrNBLFdWcsVxE6SIrApIDxzxXq1ZRlKMor7SbX932rnZf8Abj5O1layR8vZ8rV9bSs+7cFFN/8Ab15b6PW9zI/Z7k8SaN+ztaXHiqf4hT6+kFzPcf8ACaf2ENdjw7lVm/sZf7O4UDb5Ib5du/Lbq+Qfhn/wVd8U+Gf2fB4hutB1z4g+IvFfibTdH8NaXJaXdw9tFJ4W07V5/tT6JpNzcPgvdN5kOnsC8igrDFzH9v8Aww+Dmj/CT4fjwzplx4lv9MBlJfXvEeo69ev5hJYNd3081ww5OAZCFHCgDivO5f8AgnT8IP8AhWcXhK38M3+maVa6ha6raTab4h1Ow1LTrq2sYdPimtr6C4S7t3FpBHAxilTehcPu8yTdHN79SX8yil5PmTl/5Lonv6XKikopPpzfPR2/HXsvO1jLH7W+o694U+BOvT+G/FXhO4+JF9cx3+hahH9guLFotH1C7aG5iurXzyoktflwLaQ/u2bC7oW82+H/APwVG8XeK/BNvcX/AMJ9GsPEvizSPDOs+CtLt/GT3MGqxa7PPBAl/cNYR/YngMDPN5cd0Nh/dmV/kP0dpf7MXgXRPC/gjRbPQIbbTPhxn/hHbeK4mVdPJtJrNjkPmQmCeZSZCxJcufnw1c/q37CPwr1rwUnh+bwzINNh0HTPDdv5OrXsNxZ2WmzNPYCGdJhNDNBMxkS4jdZ1cK3mZVSG7c8mvhurd7e9zfN+6le6Wrtfcjf2aT+K2/ndemlr9m3bVHyr4T/4KSfFLwHqa23ijwx/b/i7UfFGvaHbaBHr1paaXalfE2k6VaI10lgZpEhXUNyzYRmjV/MhaRl8r13Uf+ChPi3wt8VotG1n4Z6NF4f0/X7Lwbr2r2Hi17mSw1qbS01OZbe3eyiNxYxwusYuGeKZ5SB9mRMyDuvCH/BOP4O+B7bSI7Hwveu+h382qWtxe+INSvrlrubULXUpZ5Zp7h5J5HvLO3mZpWcsyEHIdw3IeNv+Ccv/AAsP9uqx+LWo69oUOhabfQasmhWOmalDc319DYtZx3F27am+nSyBJGXzl02O58lY4fP8tWDxC6o0qb+JWUn005fO7uuffW7i+bR3p25qsuj5nFebvbyVtPKyattbyf4Tf8Fi/Hnx217w1pXhn4A6jDdfEC4jbwrfeI7vXvD2j3Nq9leX2bq8vNCQLcCG1X93YrfREzKVuGUFz0V1/wAFWvFmt2fhm98MfCLTtV0/WdC8J6nfNf8AjH7DNY3XiG7nsre1jRbKVZhDcQjzZS8Y8pmdFdlETezfCj/gnL8Hfgn430/xF4c8LXdtq2jTCXSpLnX9Svo9GQQ3UK21nFPcPHa2ix3tyFtYVSBPMysYKqV2dC/Yi+GHhrTbS0svDPk29jDotvAn9o3bbE0e6e704ZMpJ8meR355fdh96gCtPcuu14372u+ZL1jb5ror3hXtK+9tPXv/AFffroePab/wUG8RarpVnrI8C6zea5beDvGGp3PhPQdRGpw3uo6Jqttp7QQP9hW6nMkhfynRYzsdt1tI5QJJ8Hf+CoC/FD9ij4q/Fc+G/Ds+rfCpdQF7oGi+JpLrzpbS3Epgl+1Wdpe2M2/fE0N7YwSo0bMEeNkkf1++/Yn+F+paXcWVz4Tt7q0urLV9Plhnu7iRHh1W8W+v1w0h5kuUSQN96MqPLKDiuE/ZX/YZtvBH7Pfjnwl8QtMh1Kf4iX16utFvGOseJry905wYbe3n1a/KXcpS3wo2rEsYOFBbdLJMNU1L+V/fzt/+kNLW+z8m60Uk91zf+S8v+ad/VHnvxf8A+CqXjD4G/FHTfCOsfBXVdZ1axsbTVvFi+FDr3iKPR7S8up4rc209rojW8sqw28k0qXktiiY2xyTgFhzvgP8A4Kq+Mf2i/BFpqWmfDzxT8O7C/wDEfhKTSdYvdG1ZbbVtK1LWra2lt5H1PSrOFbo28oJWze7iAlLR3J2hj9OfFz9iL4ZfHT4jaZ4r8T+Hp77WNMjt4GMOr3tna6pFbz/aLeG/toJkg1CKGbMkcd3HKkbO5UAu2cj4ff8ABOf4PfC9LhNH8LXkcc13p13FHc6/qV5Hpo0+7+2WVvZrNcOtnaQ3HzraW4jtx08vbxTotKpGVTZSTsuyle3ndWVvVO9zOalytRetvxtr6a379Hpazqftjftg69+zhq1hp3hfwNa+N9S/4R/V/F+qRXWvf2OlrpWmC3+0eS/kTeddu1zEsULCKNsOXniAG7yiD/gq5r/jH46zeD/Cnwg8Qaxp9vHHY3Otm01w2tjqculpfoJbiLSJNOWyXzreKSZ75Z1LsRasoUv6D/wUL/YNuv25tH0DT7bxBoPhiHT4b6yv7u40vU7jUJ7O7SOOa2hlstUsUEUip+8gu47u2mZITJAwiw3VaV+wF8KtJ+KeneM08PXba9piQbc6zejT7ieG0NnHeTaeswsprxbY+ULp4DMECqHAVQMOScqc1J6vRd95a+luVW3um7rY2m0uTk87/hZfm77WdrX1Pl34Nf8ABSj4sz+FfhrpN74Q0rxZ8Q/Hvg3w9fNHL4si07RYJrvTtbvnvPNTSTMjvHpa+YgjlRXlRY0Ajd5voO0/a61PQP2D/ht8RLbQ5/Evifx3YeHbXTtN1DVIrYXOoaq1tDF9qu4bZUSNXn3SyxWv3VYpBnbHW98Ov+Cfnwn+FV54euNG8OX63PhS0hsdKmvNf1K/ltIIYb6CGLdPcOWSOLUryNQxIVZVAwI49nS6/wDst+BfE3wAsPhfd6LJ/wAIVpNpZ2VhaQ6hdQXFgtmY2tXhuo5FuYpoWiidJkkEquisHDDNddecJVKkoKycoteUU5cy7K6ato9V2VjJJrl12TXq7Kze3XpdffqfOvif/gqN4r8P6bDGPhf4Zj1jRbLxJfeL11Hx/Hp2maKmh31ra3P2e9ltAtwJRdLJC06Wq4GJTCSdtD4S/wDBVnxn8adAg03RvhHpcHxEm8cP4LOkavr+raLpsRGh/wBtLdPPfaJBfKjQgxhTp4y+1lLRsJK95j/YH+E6eB28OnwtJLpsmiap4emM2rX0t1dWupzRz37TXLTGaW4nmijka6kdrjeCwkDEkt+E/wCwN8Lfgrr66toWiaw2rjW/+EjfUNU8Tapq93caj/Z7ab9plmu7iV5XNmxiO8sCACRuUMMV8DUvi5d/73NvbXTl0s7tN7vcp73Xd/dbS/mnva3p0KX7JH7Z0f7VV3FHH4dk0MP4L0Dxc2++Fw0b6n9tD2pARQfJazI8wHEm/O1cc+4Vw3wh/Zt8FfAebzPCmjf2U/8AZFjoOftc8/8AoVk07W0X7x2+4bmf5vvNv+YnC47mrqOLk3FWQdfu/JfrcKKKKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==)
Kaynak: TÜİK