Nisan 2022 Tüketici Güven Endeksi
Tüketici güven endeksi 67,3 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Nisan ayında bir önceki aya göre %7,3 oranında azaldı; Mart ayında 72,5 olan endeks, Nisan ayında 67,3 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Nisan 2022
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0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4L/hqj4Yf9FH8B/8AhQWn/wAco/4ao+GH/RR/Af8A4UFp/wDHKAO9orgv+GqPhh/0UfwH/wCFBaf/AByj/hqj4Yf9FH8B/wDhQWn/AMcoA72iuC/4ao+GH/RR/Af/AIUFp/8AHKP+GqPhh/0UfwH/AOFBaf8AxygDvaK4rSv2k/h1rup29lZePvBV5eXkqwW9vBrltJLPIxCqiqHJZiSAAOSTXa0AFFFFAHiui/sO6FpPxui8Wy+JvF2o6Rp2sXfiTR/CF29k2h6Hq91HLHcX9uVtlvDJILm7OyW5khVruVliU7CkH7N37Bfhn9mjxlDq9h4h8YeIk0XSpvD/AIWsdbuLaW28G6TLOkz6fZGKCKVoS0Nuu66knlCW0SiQKCD7jRRH3bcvRW/C35Nq+/K2tnYJe9fm6/o7/nr5vXfU4L9qj/k2H4j/APYr6n/6SS13tcF+1R/ybD8R/wDsV9T/APSSWsj9uT4naz8Fv2Mvir4u8Oym217w34U1LUdPuPLST7LPFbSOkxV/kYIwDkNwQpBpSbSbSuXThzzUF1PVKK+ENS/aa0v/AIJm+PvivoureMdY1rwZovg7wxrukv438YXF80Wt6pe6lYeVJqeoTSNBbztaW0jB5BFAFmdVVSwrt/8Agjn+0Kvx++AvjZ7r4r6J8Xtb0Xx7rltd6xpmqQ3kAia7drcRLG7iG2MfMCZx5QXBb7xqKUpyjHVRi3f0lGLX/k19baWdtTKUuWMZP7TSS8pQc0/uXS+t1fQ97/Zx/wCSfah/2NHiL/09X1d7XBfs4/8AJPtQ/wCxo8Rf+nq+r5H+HXxD8UaZ8Xvhp8Rf+Em8YX+tfEz4u+KvAutaBda5cTaSmlWSa6trDb6eZTaW00H9k2haeGNJZCZvNc+Y1Lrrt+uiSt53/rYuz5HNdP0Tk/uUX5t26Xa+9a4Lw9/yc94v/wCxX0P/ANK9Yr5Z/wCCePhz4h/BP4l+FbL41eHfEek+P/iFoV9dR3DfGnXfGNq08LwzXcVxpdyE07T5B5sYjNkZ1VUkQSKuPM+pvD3/ACc94v8A+xX0P/0r1inayXfr/X/DfcJ/E12/r+tzvaK+Gf8AgoT4t8QyeMPjtrdn4v8AF3hi4+AvwptPG3hODTNcuNPsptUkfV5XnvLeGVI7+Jv7Nt4RBdrJEB521cyMa57xr8Y/HGo/tTa74/8AElv4s0jwJ4C8d+HPC0V3pfj+90wWKahaaTiE6CtvLZapHLd6mVnmu2imiicG3O+FWopRdScaa3b+5OXKn821p289B1YuCb8nbzaUZNd9pLW2rv01f2V8X/8AkoPwr/7Gif8A9MuqV3tcF8X/APkoPwr/AOxon/8ATLqlcB+3BLe+J/Evwd8BjVvEWh6D8Q/GMmm65daHq0+kX01tb6RqN+ltHeW0kdzAZJ7SEloJFcpHImdrtS1ukgVtW9km/uV/62XdpanvlFfnZ4oluPiP+wlJfap4g+JOreP9G8ca38LPA11p3xE8Q6ENVmHiC50vT7i+Gm3tubzyIoklmllLyslrO2/czE/dnwX+Gv8Awpz4SeG/Cv8Abev+JW8PadBYPq+uX8l9qWptGgVp7ieQlpJXILMSep4wMCmknFyW10l53XN8mk4tr+8t9RTvGfs3ur38mny/NNqSTX8rvYyf2V/+TYfhx/2K+mf+kkVd7XnP7ON7Jpv7JPgO4ihe4lg8I6fIkSfelYWcZCj3OMV8HaL8bfF3wY+C/hXxZa/FHxDDqnxj+AfiH4ga/qniHVb3WLDRdbt4tLmt9QtbUi5WygR9SnT7NZQeUQsQEMjIqmU23JLov/bZyX4Ql31tpZ3WkKbk1Fbt/qk/uuvVXtqrH6b1wXwg/wCSg/FT/saIP/TLpdfPP/BNvX9Y0j43/EjwlqEPxQ8L2Ftomha3ZeE/iL4pm8T67avcG+in1BL1ri8QWlwbaNEt1u3aOS1mZoLfzlD/AEN8IP8AkoPxU/7GiD/0y6XWlSHI7f1/X9Oz0MYz5v67pNfg15dU2rN97RXwZ8efiB4m0z4pfEf4lW/inxfaa18OPi34S8C6NocWuXMWjTaVfHQ0uoZtOSX7LcSz/wBrXUizzRNOn7nYyiNaxPCfxC8afD79uDwSmqXHxvj8b+Kfijrfh/xLBrL6kfBNz4de01S60sadHIf7LMiwWdg4eyBulKXIuSC8gZUY+0UX/N+qhJfhUjftaWjsm9KkXGMp9I3/AAUnL7uV2ezvGz1dvtHxD/yc94Q/7FfXP/SvR672uC8Q/wDJz3hD/sV9c/8ASvR68c/4LCH4h6b+wH8S9b+H/wAQp/h1L4b8M6pq19eafp3m6tdJDaSSRxWl0ZQtmS6gPKIpJNhYRmGTbKs/1/wflv37XZdGk6lRU1u/6/rp3aPqCuC/aO/5J9p//Y0eHf8A09WNfJv7d3jHxHc6v8a9dtvGHjDw1dfAf4RWPjfwrFpuu3NhZz6pKdWlee8ghlRNQib+zbeHybtZIgPO2rmRjX1L8a9Sk1n4OeH7yaLyJrrxB4ZmeI5/ds2sWBK888E4quV2be6f6u332fpoc6ndRl0kr/hGT+5Tj6u9tEm/SqKw/iVpniLWvAeqWnhPWNL8P+I7iApYalqWlvqdrZyH+N7ZJ4GlAGflEqc4ySBg/KP7INj8VPiJ/wAE6tX0+0+Luqp41svGPi3TLrxprWlxatqctra+INSgJhj3RW8M/lRosRMbwQ7VAt3RQlY1anJTnUf2Vf8Az+7r66X1N1C/K+8uX00bX32dvxtpf7Krgv2V/wDk2H4cf9ivpn/pJFXH/wDBNTxTqvjj/gnh8DdZ1zU9Q1vWtV8B6Ld3+oX9w1xdX072MLSSyyMSzuzElmJySSTXYfsr/wDJsPw4/wCxX0z/ANJIq6sRRdGrKk9eVtfcYwlzRUu53tFfGnwv0b4uXn7Yv7R3hDXPjNcT6je+AtAv9AvrfREttJ8FvdXOvQiS0sHmkDOqQQu8k80jSyJkkRLHDH0H/BP3Tlufih411bwH4i+IXiP4Hz6fZWuj6n4s8Uah4hGvatHLcC8vtNnv5Zbg2JiNugdZBbTOjPAmzMsuMdWl5X9N9/utfW8mraal1FyOS7NL1uotW+Ur20fKm3ro/bvD3/Jz3i//ALFfQ/8A0r1iu9rgvD3/ACc94v8A+xX0P/0r1ivlf/goR4t8QyeMPjrrVn4v8XeGLj4DfCm08a+FIdL1y40+yl1SR9Xlee8t4ZUjv4m/s23hEF2skQHnbVzIxovZ67dfJWv8y6dOU3yx30S9W1Femr1fbu7J/ctcF8X/APkoPwr/AOxon/8ATLqleC/tE6v8SrT9s79mXWf+E/udL8C+J/Ek2nT+DdN082gupG8N6tcyPf3JlZ7pUlgiMUSpDGhBZ1mcRtF718X/APkoPwr/AOxon/8ATLqlVKDjvvdr7n+u/p56GKmnyuO0oqS9HdfhbX/LV97RXgf7cEt74n8SfB3wGNW8RaHoPxD8Yyabrl1oerT6RfTW0GkajfrbR3ltJHcwGSa0hJaCRXKRyJna7V88aP4nh8a/sz6XefE74l/E2bQvCPi3xX4G0PRPCeu6lpvifx/fWms3Flpe29sbmK8u5orS1lVoy5jcmS5uXxCXSG2ot2/4O34ttRildtvotTVwtZvZ/rzW/CEm3sl3ei+x/wBqb/k2L4jf9ivqf/pJLXdjpXgkWi+NPDv/AATPvrH4i3hv/HVr8PbqPXJ2mSZ3uhYSb98kaqkjg8M6KqswLAAHFdR+3F8TtZ+C37GXxU8W+HZTb694b8J6lqOn3HlpJ9lnitpHSYq/yMEYByG4IUg1VZODko62v8/0JoxdRxjte34/j+B6pRXxx8LPhXeWPx6+JvwMtfH/AMVZ/Bv/AAhnhrxUL1/F95fa9bXNzealBeQRandSS3MEd1FYRDEUsbQ7pWt2gZg69j/wTW17W08O/Ejwxry+NNMl8K+LZI9M0DxhrD65r/h/Tp7S2uIYbvUWuLpbwu8k8yMt1ceXHKkJk3RNGlcqu1fZX9bNRf4vTuk27aXjm0TXdfJSjzp/da/RNpXZ6z+zj/yT/Uf+xo8Q/wDp6va72uC/Zx/5J/qP/Y0eIf8A09XtfIPgr4ra54S+KHw7+KN/4w8Vm7+IPxa8WeC/Eek3+u3M2jWujWEeu/Z0h08ytaWslsNItWaeGJJZD5xkdvMaour+9ou/3Jfnvslc05W4OUdbdPROT/CL03bsrbtffdcF4e/5Oe8Xf9ivof8A6V6xXx5+wF/wUX0b9sD/AIKL+K5NP+L3hLXfD3iTwLaX/hfwdpniO1ujpccV/dqzywRSMft8kIinmUgPCk0MTAeWWb7D8Pf8nPeLv+xX0P8A9K9Yoim6cajVua+nVWlKP/tpDa9pKC15bfjFS/U72ivhr/goR4t8Qy+MPjrrVn4v8XeF7j4DfCm08a+FIdM1y40+yl1SR9Xlee8t4ZUjv4m/s23h8i7WSIAS7VzIxqj8S7L4k6F+0/r3xa8eeFPEq/CvTdW8PRaRPYfGnXdGkt4ZIbNHkTw9ZAWN5GL+4kEovZo3eONh5bqEWQjra+nfyV7J32u7XtfRat72qpHk+7TzaUW132nHpq72VtX9bftHf8k90/8A7Gjw9/6erKu9rgv2jv8Aknun/wDY0eHv/T1ZVwH7b8t74n8SfB7wGureItD0L4h+MZNN1y60PVp9IvpraDSNRv1t47y2kjuYDJNaQktBIrlI5EztdqNbpIFbVvZJv7lf+tl3aWp75RX5pW3j34t/H7Q/Bvwy0g6/4ttNLvfH9rJfH4jal4KudTh0PX4dM0+WfWbCOa9d0t5WDKEcXEoV5m+Uk/dX7JPxPsfjV+y78PfFumX+tapYeIfD1jfQ3esCIahch4EO+48pEj84nO/y0VC2doAxTiuaDqR20t6PmV/vi/8APdJTUoT5Jbq6fk4u1r/l+RN+yv8A8mxfDn/sV9M/9JIq72vOf2cb2TTf2SfAlxFC9xLB4R0+RIk+9Kws4yFHucYr5G/ZNGreLPE3wY0/WPGvxC1+0/aP+EupeLfGKv4w1NHttSjfSJUudOeO4DaUn/EyuIhFYNBHgRYGUBpQTnJwjuvz5ZyX4Ql3s7aWd07aX/q2l/uutHa+ttVY+/64L4Qf8lC+Kf8A2NEH/pl0uvD/APgmf8M4hqHxF+IWmeIviNfeD/Emsy6L4U0vxH451rxLFFYadLJbPfqdSurgrJd3KzuChC/Z0teA28t7h8IP+ShfFP8A7GiD/wBMul09LJrqk/v1/wCH7PQnq12dvu/4Pye60O9or4N+PXj/AMTaZ8UfiP8AEq38U+L7TWvhx8WfCXgbRtDi1y5i0afSr46Gl1DNpyS/ZbiWf+1rp1nmiadP3OxlEa1gfA34teJb39tbwnrk2ufEX+z/ABX8Q/FHhq58R33iK5uPBfiu1gXUTaaPp2kM7CzvLb7FGGuWs7VHOn3YW7vPtCmV0YupGMu//wAjCS+9Tj53uknpe6keSMp9F+nNf7uV67Ws7pczj9qeIv8Ak53wf/2K+uf+lej13tcF4i/5Od8H/wDYr65/6V6PXk/7Wuh3Xxn/AGovAfw3vPEvjHwv4YuvCXiDxPPN4c8QXWhXN1fWk+mW9uWubSWKdo4VvZnaEsYZGeMyK2xRWU5qO/m/lGLk/wAIu3d2V0EY3/ru7Lz3av2WvQ+la4L9o7/knun/APY0eHv/AE9WVfnD8Xf2jPiR40/ZL8P/ABa8T3/xut9Y/wCFG6f4s8FX/gn+0LbQG8Tww3N1fT6stnttfLYJYP5eqf6G0LTLEC5kB/Q74w6jPq/wS8OXd0nl3V1rvhmaZApXa7avYFhg8jkniuidJw5k94tp/Jtf+2t26JruTK8XFS6r8lFv7uZK/dNdNfTaKw/iTpniHWfAmqWvhPWNL8P+I54ClhqOpaW+p2tnIf43tkmgaUAZ+USpzjkjg/CPwM1zxj49/Zu+EXgHxV8QvH+uDxh8ZfF/hnxF4lj1qXS9Z1Sz0+68QzwwLd2bQy2u57C3GLQxBYomiULGStZJOTsvL8Xb8N3+F9bU0ow9o9rv8Iyl+PK0vxaWp+hVcF+zj/yT/Uf+xo8Q/wDp6va4X/gnT461jxt+zveQa1qd7rk3hXxd4j8LWmp3kzT3N/Z6drF3ZWzyysS0sghhjVpGJZ2RmYlmJruv2cf+Sf6j/wBjR4h/9PV7TaXTbf5PVE6puMt02n6p2f4o72ivk39m8fFDSf2/vjv4f8VfEv8A4SyY+DfDmq6Jb/2Q1noXh17i712JUgsROzt8tvAZXe4MszKfnjQRRxaP/BN258dWnjL9oTRfH/j3UfiHrHh74iR2seoT2wsra2jk0DSLk29paqzLbWySTybI97tglnklkZ5HcI8za7R5v/Joxa9U5a9OzZVSPJJx7NL748yfo18+6R7J4f8A+TnvF3/Yr6H/AOler13tcF4f/wCTnvF3/Yr6H/6V6vXiX/BT+T4i+H9C+HuveF/iJceEfDFl498KWmq6Tpmn7L/Xjc+ILC3aKW+Mp8u0MMrh4Y4VeQ7Q03ll4nUFzVIU/wCaUY+nM0v1FbRvsm/u1PqquC+MH/I//Cz/ALGib/0zapXzh+1F4R1W4/afs7Xwt8RPiDrXxi1TWtL1PRtE0fXb2x0DwX4bilgS7k1WxSY2M8Uypf7ZbuFrieWby7faLbfD9H/F/wD5H/4Wf9jRN/6ZtUpR96Cn/XT77O8XbTmTSbsKWkuX+v66rrZp2R3tFeB/twS3vibxF8HvAi6t4i0PQviF4xfTdcutD1afSL6a2g0nUb5beO8tpI7mAyTWkJLQSK5SORM7Xavmb41eOvi54l/4I/8AxX1Lw18VdU8LXnwxuPG+lvr8dobzX9ZsNIvb+2slhv3lHkTFLeJJboxzTOFcq8Uzecrir3/rTRN/K+2r0em19YUnKcIr7Vl83zWXz5JeS013t9s/tS/8myfEb/sV9T/9JJa7tPuD6V5z+0PK037I/jl3YszeEL8sxOST9ik5NUv23vibrPwX/Yz+KXi3w7KbfXvDfhPUtR0+48tJBazxW0jpMVf5GCMA5DcEKQaVS8b21aMcM/bKDWnNb8T1Sivh3T/C918N/iX8VvhOvxg8Y+G/h1pngrw1401TxJ4g8U3mpajo8U17qMeqomqXdwZ7NLm109cSLKotS0kkKo2CPWP+CdmmavD4S8Y6hFcePn+G+r60tz4Di8bape6jrY077LCJZpJL5nvVhmuRPJFHdSNKsbDIjVliSuXVrt/nb5Xd+Xq+WT5UlcL6L5fc4qS+dmr9FdK7Z6b+zj/yIGpf9jR4h/8ATze13tcF+zj/AMiBqX/Y0eIf/Tze18kfDzx54ntfi/8ADX4gHxZ4xm1n4m/F7xT4C1rRrnW7ifSoNKs11xbWO304yNaW01v/AGVas08USyyEy+YzeYwqY3cuX+r3SS+be+yRTVoOfb8knJv5KL827K27X3pXBeH/APk57xd/2K+h/wDpXq9eA/Azw1rX7Pv/AAUFXwk+rfFmbw14j8KXc0moeN/FEmvweNdWgntZGu9OiFxLHpghjuJ1lhWGxjlM0fk27R2+5PfvD/8Ayc94u/7FfQ//AEr1enZckZrr+ja/S662auk9EnpNx7fjdJ/rZ+aaO9or4b/4KD+LPEM3jL456zaeL/F3hif4EfCm18a+FIdL1y40+zl1OR9Wlee8ghlSO/ib+zreHyLtZIgPN2rmRjXGftU/8FQNCvf2z/hH4OtPi/4P8CWfhTxrplh4u0SXxJa2epa1c3enXEpglheRZVsrffbBmZdks9wiZBgIZQ96UILeUkvRSlyp+nftdJu7HWXs4ym9lGT9XGKk190l6620V39tftH/APJO7H/sZvD/AP6ebKu9rgv2jz/xbux/7Gbw/wD+nmyrvaBBRRRQAUUUUAcF+1R/ybD8R/8AsV9T/wDSSWux8Q+HrDxboF7pWq2VpqWmanbyWt5aXUKzQXULqVeORGBVkZSQVIwQSDXHftUf8mw/Ef8A7FfU/wD0klrvaUoqScZK6Y02ndHnX7PH7Kfgf9ljR76y8GadqVsNSMIubnVNbvtavZY4U8uCH7TezTTCCJciOEP5cYZtirubPR/Dj4UaB8JLLVbfw9Yf2fDrerXeuXq+fJL515dSmWeXLsxXc7E7VwozgADiuioqm25c73ta/lpp6aL7l2JskuXpe/z119dX977nI/BTwxfeEfB15a6hB9nnl17Wb1F3q+YbjVLqeFsqSPmjkRsdRuwQCCK5nw/+xR8M/C/xo1Px/Z+HJB4h1aS4uJkl1S8m0yKe4jWK5uYNPeU2dvcTIu2WeGFJZQz72be+71Sipsr38mvk916PqO7tb5/NbfceWfAv9jP4f/s465JqHhWx1+Kb7KbG0i1PxPqmsW2jWpZSbawgvLiWKwgOyMGK1SJCIYl24jQL0ujeGL60+O3iPWZINum3+g6VZQTb1PmTQXGpPKu3O4bVuITkjB38E4OOuoqm29wslseXfGv9jP4cftD+N9K8ReLdBn1DVNJg+yBoNWvbGHUbbzVmFrfQ28scV/bCRQ4gu1liBZyEG9sy+K/2QPAHjb41Wnj/AFHStSl8Q2rW8rRx65fw6XezW+Tb3F1pyTLZXU8JIMc08LyRmOIqymKPb6ZRSXu2t0d15N7tebB63v1Vn5rt6HI/Efwxfa/4x8AXVpB5sGia9Le3rb1XyYW0u/gDYJBb95PEuFyfmzjAJEfxz+AXhX9o7wWmg+LbG7urO3vIdQtZ7HUrrS7/AE66ibMc9teWskVxbyjJG+GRGKu6klWYHsqKTSe/9W1Q02tUcBo37L/gbw94W8EaLZaH9m034dX/APaugwpeXANtd+TPC08jb91w7rdXBdpzIXeUyNukw9d/RRVNt7+vz7k2Ssl0Vvl29NX95yPwC8MXvgr4EeCtF1SD7NqWk6DY2V3DvV/Kljt40ddykqcMpGQSDjg1xHgX/gn78Ifh3B4pg0/wdFNY+MLK40vULDUtRu9TsIbG4keSextLa5lkhsrSR3LNb2qRQkhcp8i4s6L+3T8MfEHxsHgC213UTr8l/caTb3EmgajFo19f26u09lb6o8AsJ7qIRy77eKdpVMEwKgxSBcvTP+Cjvwb1bTPEl5F4ruktfDEIuJZZ9B1GBdWiNwLVJdML24/tWN7ho4Uew89ZJJoUUs0sYaPdevdP5rr8u5fvRduqa/8AAr6fO+3W+x0v7Pn7I3gX9mCXVp/CdjrZ1DXEgivtS1zxFqXiHUriGAMIIDd6hPPOIIvMkKQhxGhlkKqC7E7vw48MX2geMfH91dweVBrevRXtk29W86FdLsIC2ASV/eQSrhsH5c4wQTwlp/wUG+FV78L73xYusa+trp2rpoFxpUvhPV4/ESag6rIlp/YzWo1IzNEyzKgtixh/egGMF69K+F/xP0L4z+AdM8T+GdQTVNE1eLzba4WN4ycMVZHjcK8ciOrI8bqro6MrKrKQNG5S9567firr71Zry1M0ox0X9W0f3bHG+I/2M/hx4s+PFv8AEm+0GeTxXA9vMzJq17Fp95PbBltrm4sElFncXMIciK4mheWMKmx12JtZ4K/Ys+HHw9+NF54/0rRL6HxFeXN1eqsut39xptjc3X/H1c2unyTNZ2k8+WMs1vDHJIZJdzN5j7vVKKmPu/Dpv+O/32V+5Uve+LXb8Nvuu7drnI6z4Yvrv47eHNZjg3abYaDqtlPNvUeXNPcaa8S7c7juW3mOQMDZyRkZu/Fj4WaD8cfhj4g8G+KbH+1PDfinT59K1Sz86SD7VbTIY5I98bK65ViMqwIzwRXQ0UDjJxfNHRo8s+Mf7Fnw1+PvjDRtd8U+H577UdFthYoYNWvbKHULUSrKLS+hgmSK/thIgYQXayxAlyE+ds9L8a/DF94u8HWdrp8H2ieLXtGvXXeqYht9UtZ5myxA+WON2x1O3ABJArrqKNly9Nfx1f39SUktvJfJbL5dArl/hz8GvDfwl8G3fh/w/p39n6Rf39/qc8H2iWXfcX1zLdXT7nZmG+eeV8A4XdhQqgAdRRSaTTi9mVd/jf59/XV/eYHwr+GGh/BP4Z+H/B3hix/szw54W06DSdLtPOkm+y20EaxxR75GZ22ooGWYscckmqHwB8MX3gn4E+CtG1OD7NqWkaDY2V3DvV/Kmjt40ddykqcMpGQSDjg111FVKUpNyk7ti20R5r8VP2Qvh78ao/Ha+JNClvv+FmeHoPCviUx6nd2ralpkDXLR2+YpUMYBvLnLRbHYSkMxAUBP2f8A9k3wl+zL9pHhe8+IE0VzBFa+R4g8e674kgt4487Fhi1G8uEgwDjMQUkAA5AGPS6KS0d1v/w/+b+99wl73xa/0l+SS+S7I4Lw9/yc94v/AOxX0P8A9K9YrL+Nf7Gfw4/aH8baV4h8W6DPqGqaTB9kDQate2MOo23mrMLW+ht5Y4r+2EihxBdrLECXIQb2zqeHv+TnvF//AGK+h/8ApXrFd7QtJKS3W3kD1Ti9mc341+Evh/4ieJvCmsaxp/2zUfBGpPq+iTefJH9iuntZ7RpNqsFfMFzOm1wy/PnG4KRV+I/hi+1/xj4AurSDzYNE16W9vW3qvkwtpd/AGwSC37yeJcLk/NnGASOuooB66v0+W/6v7zjfjl8AvC37R3gtNB8W2N3dWdveQ6haz2OpXWl3+nXUTZjntry1kiuLeUZI3wyIxV3UnazA+beMP+CZvwe8ZyeC5W0jxZot18PdPutL0G78O+ONd0C6s4Lp0kug01jeQyTPNJGryyTM7yONzMxJJ97opJJbd7/O1r+ttPTQLv8AT5Xv+evqeefEP4TNY/steI/BXh0arqMreGrzStOGp6vPqN5cO9vIkYlu7uV5ZXLMAZJpCeclq7fxB4esPFugXularZWmpaZqVu9peWl1Es0F1C6lXjkRgVZGUkFSMEEg1copzSmmp633CPu25dLHifhn/gnf8JPCXwr1fwda+H9Xl0rW5bWa4ub3xNqt7q0bWm02Zg1Ga5e9t/sxUGAQzIICSYthJJ7f4I/s+eFv2ePD95p/hi01Ff7Suftl/farq95rOp6nNsWMSXN7eSzXNwyxokamWRtkcaIuFVVHa0VXNK7d99/P+rL7hWX9f15nI/BXwxfeEfB97a6hB9nnl17Wb1F3q+YbjU7qeJsqSPmjkRsdRnBAIIrnPCn7GXw48E/HO/8AiNpugT2/ijUJ57ti2rXkmnW1zOix3F1b2Dymzt7mZFxLPDCksgZ97tvfd6jRUrR8y32+T3XzG9Vyvb/LY52D4U6BbfFe58cJYY8UXmkxaHNe+fJ89nFNJMkXl7vLGJJZG3Bdx3YJIAAp6N4YvrT47eI9Zkg26bf6DpVlBNvX55objUnlXbncNq3ERyRg7+CcHHXUULRcq2/zbb+9tv1bYPV8z3/yVl+CS9EeXfGv9jP4cftD+NtK8Q+LdAn1DVNJg+yBoNWvLGHUbbzVmFrfQ28scV/bCRQ4gu1liBLkIN7Zi1b9ij4da18ZH8dS6braa1cXkOpXVpb+JdTt9F1C7hVFiurnSo7hbC4uE8qErNNA8gMEJDZiQr6tRRH3bculr2+er+96sHrv/VtvuOR+Nfhi+8XeDbO10+D7RPFr2jXrLvVMRW+p2s8rZYgfLHG7Y6nGACSBUfxy+AXhX9o7wWmg+LbG7u7K3vIdQtZ7HUrrS7/T7qJsxz215ayRXFvKMkb4ZEba7qTtZgeyopNJ7/1bYabWqPIvFP7C/wAM/Fnww8NeEG0jWdJ0jwgZDpMuheJdU0TUbbzAwnzfWdxFdyCYsWmEkrec+Hk3uA1en+GfDOneC/Dlho+kWNppmlaXbx2lnZ2sSxQWsMahUjRFACqqgAADAAriPj7+1T4L/ZpTS18U3Ouvea15zWOnaF4c1LxDqVxHCFM0wtNPgnuPJj3xh5TH5aGWMMwLoDz3ir/goJ8IfB9v4VuLnxet1YeMdPh1ewv9M0y81Kxt7CZ1SK9vLi3hkisbV2bas928URKuA3yPtqLcm1HVt/e7P8bJ+dk+wmuWKvoktPJdbeV/kdx8AvDF74K+BPgvRtTg+zajpOg2Nldw71fypY7dEddykqcMCMgkHsa5z4IfsY/Dj9nPxVqus+ENBuNNvdWSSDE2rXt7BpsEkzTvbWMM8zxWFs0rbzBaLFEWVDs+RcVNF/bo+GPiD42D4f2uu6idflv7jSbe4k0DUYtHvr+3VmnsrfVHgFhPdRiOXfbxTtKpgmBUGKQL03gz9o7wN8RfjH4u+H+heJdN1fxh4Bgs7jxFptq5kfRxd+abdZmA2LI4hkby929V2MyhXQskr+8uq/Dr8tfxCaaTjPo1f1vp877eZr/Cz4YaJ8FfhxovhLw1Zvp+geHrSOxsLZ7iW4aGFBhVMkrNI5x/E7EnuTVD4ceGL7QfGXj66u4PKg1vXor2yberedEumWEBbAJK/vIZVw2D8ucYIJ66im227sDy7xH+xn8OPFnx3t/iTfaDPJ4rt3t5mZNWvYtPu57YMLa5uLBJRZ3FzCHIinmheWMKmx12Jto+E/2D/hb4I+NX/Cf6b4fvotfS9utUtoZNd1CfSNNvbpWW5vLXTJJ2sbW5lDy754IEkfz5ssfNk3ev0Uo+78Om/wCO/wB9lfuEve+LXb8L2+67t6s5HWfDF9d/Hbw3rMcG7TbDQdVsp5t6jy5ZrjTXiXbncdy28pyBgbOSMjOR+0H+yn4H/ais9Ki8Y6bqNxLocssljeaXrd9ot9biWMxzRC5spoZjDKh2yQlzHIFXerbVx6LRSaT3Gm1qjx/4jfsGfCn4qeIND1DVvDEkZ8P6fb6PBZ6bq17penXlhbv5kFleWdtNHb3trExYpBdRyxpvkCqA7Z7L41eGL7xb4Ns7TT4PPni17Rr1k3qmIbfU7WeVssQPljjdsdTtwASQK66iqu2rPzfze/39SbJO68l8lol8louwV5V4g/Yo+GviT4SP4In0G7g0E67ceJ4TY6zfWV/Y6nPeS3st3bXsMyXVtK088x3QyphZXQYjJSvVaKVk9/6tr+epV2tF/WjX5Nr0bMD4X/DDQvgx4B0zwx4Z09NL0TSIjFbW6yPI3LFmd5HLPJI7szvI7M7uzMzMzEmh8FfDF94R8H3trqEH2eeXXtZvUXer5huNTup4mypI+aORGx1GcEAgiuuopttu7JSSVkc5pfwl8P6L8VdZ8bW2n+X4n8QabZ6RqF758h+0WtpJcSW8fllvLXY93cHcqhj5nzEhVweCPhL4f+HHiHxVqujaf9jv/G2prrOtS+fJJ9tu1tYLQSYdiE/cW0CbUCr8mcbixPR0Urtartb5XTt6XSfqkNtvV/1ZWX3LT00OR0fwxfWvx28Ray8G3Tb/AEHSrKCbevzzQ3GovKu3O4YWeI5Iwd/BODi38UfhL4f+NHh220rxLp/9pWFnqdjrMMXnyQ7Luyuoru2kzGyk7J4Y32k7W24YFSQejoo2aa3WvzWqfyYHhtx/wTq+GD/GzXfiFbD4i6R4o8T6lBq+ryaR8SfEml2ep3MMccUbzWdvfx2sgEcUabGiKlV2kEZFdr8YP+R/+Fn/AGNE3/pm1Su9rgvjB/yP/wALP+xom/8ATNqlC0iorZbA9W5Pdlv45fALwt+0d4LTQfFtjd3dlBdw6haz2OpXWl3+n3MTZjntru1kiuLeUcjfDIjbXdSdrMDSn/Ze8CXP7Ol78Jm0FP8AhANR0qfRrvTFup1a5tp1YT75w/ntJJvdnlMnmu7s5csS1d/RQtE0uuvz2v8AdoNSakpLdbeXXQ4/45+EbvxV8AvGGg6Rb+ffal4fvbCyg8wL5kj2zxxpuYgDJIGWIHqa6PXvD1j4s8P3mlarZWupaZqVu9peWl1Es0F1C6lXjdGBVlZSQQRggkGrtFKSUk1LVMUPcty6WPn66/4JefBW/wDgvqfgG48PeIbrw9rF5YX128/jLW5dTd7F1eyVdQa7N4kVuyK0UKzCOM5KqMnPpfwR+AOhfs+6JeWGg33jW/gvpxcSN4l8Zav4mmVgoXEcupXNxJGuB9xGVc5OMkmpPjh8ffC/7OvhS31jxTd38MF7dpp9la6dpV3q2o6lcurMIbaztIpbm4k2JI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Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Nisan 2022
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)
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AÇIKLAMALAR
Aylık tüketici eğilim anketi ile tüketicilerin maddi durum ve genel ekonomiye ilişkin mevcut durum değerlendirmeleri ile gelecek dönem beklentileri, harcama ve tasarruf eğilimleri ölçülmektedir.
Anket sonuçlarından hesaplanan tüketici güven endeksi 0-200 aralığında değer alabilmektedir. Tüketici güven endeksinin 100’den büyük olması tüketici güveninde iyimser durumu,100’den küçük olması tüketici güveninde kötümser durumu göstermektedir.
Tüketici eğilimine ilişkin endekslerden, tüketimin finansmanı amacıyla borç kullanma ihtimali endeksinin artması iyimser durumu, azalması ise kötümser durumu göstermektedir. Benzer şekilde tüketici fiyatlarının değişimine ilişkin düşünce ve beklenti endekslerinin artması tüketici fiyatlarında düşüş düşüncesini/beklentisini, azalması ise tüketici fiyatlarında artış düşüncesini/ beklentisini göstermektedir. İşsiz sayısı beklentisi endeksinin artması işsiz sayısında azalma beklendiğini, endeksin azalması ise işsiz sayısında artış beklendiğini ifade etmektedir.
Kaynak: TÜİK