Aralık 2021 Ekonomik Güven Endeksi
Ekonomik güven endeksi 97,6 oldu
Ekonomik güven endeksi Kasım ayında 99,3 iken, Aralık ayında %1,8 oranında azalarak 97,6 değerine düştü. Ekonomik güven endeksindeki düşüş, tüketici, reel kesim (imalat sanayi), hizmet, perakende ticaret ve inşaat sektörü güven endekslerindeki düşüşlerden kaynaklandı.
Tüketici güven endeksi bir önceki aya göre Aralık ayında %3,1 oranında azalarak 68,9 değerini, reel kesim güven endeksi %1,7 oranında azalarak 110,1 değerini, hizmet sektörü güven endeksi %0,5 oranında azalarak 118,8 değerini, perakende ticaret sektörü güven endeksi %0,4 oranında azalarak 121,5 değerini ve inşaat sektörü güven endeksi %3,9 oranında azalarak 90,0 değerini aldı.
Ekonomik güven endeksi, Aralık 2021
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)
Ekonomik güven endeksi, sektörel endeksler ve değişim oranları, Aralık 2021
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h6ZGIbPxRcaDaya1aRhWQJHeFDMi7XcYDgYdh3NZGr/sX/AAr8XfDR/B/ibwD4Q8ZeGG1298SLpniHRbXUrSK/urme5lnSGWMxq++5mwwXdhzkkliSoueChtrJ7XSbSjou0bcyjtdJO+siKP7tqV7tJRv1srv77u1+zb0skL+xP8QYPiv+x98L/EtrpWoaHba34W068i0++vJry4tEe2QhHnmZpZiB/wAtJGLv95iSTXp9NjjWGMKqhVUYAAwAKdW1eoqlSU11bZnTgoQUF0QUUUVkWFFFFABRRRQAUUUUAFQ6hG81hOsUvkStGwSTGfLOOGx7VNRUVIc8HDuNOzufjv4Ysde+Afga9u/A3g+38C+I7j4CeLtR8VeL9B8SWWo/8LLvrb7AbfxIlzZSyy3H7ye7lgurwR3Ra6lUR7VY19ofsR+AvCfwV/bM+Ivg/wCFmmaLofwy/wCED8La9/Z2hwxw6XHqlzNqqPcosYCedcWsFo0jjLSCOJmJyCfob4Y/s7fD74J6z4g1HwZ4F8HeEdQ8WXP23XLrRdFtrCbWZ9zt5ty8SKZn3SSHc5Jy7HPJrD039jX4XeGPhqPCHhzwJ4T8IeGv7cs/Ebad4f0a1022e/tbqC6jnMcUYXzPMt4svjfhRhgQCOiNTa/az+cpOz8o83u2srx2SdolX37+bv5/Y1vvf3eV3u+WTV9Pe+NvhDpGmWHx9+FfjzTLXT1+Lni/43+MvDHjHUrcK+pajo9tHruyxu5sCR7W2jtdLMMbnZGI7coPmBP6L1yej/AXwN4e+Leq+P7DwX4TsfHeu2yWepeI7fSLePV9QgQIFimulQSyIojjAVmIHlrx8orrKzTtTjDsvktErLy0ul0u/UKj5qsp9/8ANu789eW/VRWi2RRRRSEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfIn7ZPwnlg/4KAfsweM5/Ffi69SXxtd6baeH5LyOPRdNH/CM600kyQRxo0s8hRMyXDymMArF5SvIH+u6zdb8HaR4l1PSr3UdL06/vNCuWvNMnubZJZdOnaKSFpYWYExuYpZULLg7ZHXOGILi7SUu39fkO/uTh/NGS+9NL7nZnzH+2x8P/Bnxr/a4+G3g/wCKOm6HrfgCTwb4o1qLTdZVJrKTU7aTS1S58qQFPtFvbTXbRSffjEkzLjBI9F/4JxeKfEHjf9gP4M6x4quL288Q6n4M0q5vrm8JNzdSNaxnzZSeS7ghmJ5JY5rc1H9jb4X+Jfh3/wAIn4i8CeE/F3h0a9eeJo9O17R7XUbWHULm5nuZLhIpIyiuJLmbDBdwDnkkkn0xVCKAAAAMAAdKKT5Kbh3a/Bzd35++o+kF3sip70k10v8Adpa3a9uZ6v3npotVooopCCiiigAooooAKKKKACiiigAryf4y/E+E6nr3hPxb4L8X6T8OrjR5m1fx82v6ZpOh2MDQt5itOmox6lA4GV81LdQpIIkAG4esVDqOn2+r6fPaXcEN1a3UbQzQzIHjmRhhlZTwQQSCDwc0pK67+XfT+v60Ki2mmnbzW616HyR+wr8K9O/Zt/bK+L/gjSPB3gv4b6HqOkaRr+jeGvBTo2ifZfOvrUalMggtzDqFz5KLLGsJj2WsO2edg+zw3wN4IuPA37dvgDVdP8FaYPGeufF7xJZ638T9O12wvn8ZaO1rqs39kOYpXvStl5NnFLbXUUUNrLYRrEznZX21of7EHwk8E/Dp/CfhX4d+C/BPh6bWrHxDLYeHNCtNLgmvrO5guIZ2SGNVLh7eIb8bsKAGGAR0nh39nf4f+EPizq/j3SfAvg7S/HXiGEW+q+I7TRbaHVtTjGwBJ7pUEsqjy4+HYj5F9BWsJWqRqN3aTXrrFr5acrV7Pe2qiokl7KdOKspfcvdcXbzu+ZaXT63959jRRRWYwor4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K+AP+HBf/AFep+3//AOHe/wDuSj/hwX/1ep+3/wD+He/+5KAPv+ivgD/hwX/1ep+3/wD+He/+5KP+HBf/AFep+3//AOHe/wDuSgD7/or4A/4cF/8AV6n7f/8A4d7/AO5KP+HBf/V6n7f/AP4d7/7koA+/6K+AP+HBf/V6n7f/AP4d7/7ko/4cF/8AV6n7f/8A4d7/AO5KAPv+ivgD/hwX/wBXqft//wDh3v8A7ko/4cF/9Xqft/8A/h3v/uSgD7/or4A/4cF/9Xqft/8A/h3v/uSj/hwX/wBXqft//wDh3v8A7koA+/6K87/Zf/Z5/wCGYvgZofgf/hOPiJ8Qv7E8/wD4qDxrrP8Aa2u6h5txLP8A6Rc7E8zZ5nlp8o2xxxrztzRQB82ftY/8FAtX+Ef7aet/Dmf45/s3/A3Q9J8J6TrtpcfEnS3urrXZ7u51GKZYGOtacgSFbOEkBZDmfkjjPXeOP+CnWifBCCTT9V0bxJ8TpPDPg/TfGninxd4I06yh8OWelXZuFGpILnUTIYP9FmkEML3MxjAKCXDEdH8Sf2XfilD+1V4h+Jvw1+JHgDwyfFXhzSvD+oab4m8B3ev4+wT380csUtvq1js3fb3DKyP/AKtSCMkVkfE7/gn9rnxr8PfGL/hJfHmlHX/jJ8NLHwBf3emeG5LWz0+W3/tQtexW8l5K5R/7S4gabK+T/rW3/K6duW0u/wDn66bX1WnRPVayVOVV62jaFv8Aympv1XvtaPVdtHR/bK/4KQ3XwKbWtO8F+BvEnim48O6toOlax4jFpbzeHtDuNSu7VVtbgfa47xpvstzHLuhgkij+0QGR1BYDuPCX7e3hzxl8e28EweG/GFvp1xrF/wCGtM8Xzw2f9gazrFjE8t3p0BW4a6E0Sw3QLS20cTNZzqkjFQG4j47/APBO/wAT/EbXvE9v4U+Jth4O8JeP9a0bxF4p06Xwt/aF9eX2nfYkBtrr7XEtvDPBp9tHKjwzN8rMjoWINT4Uf8Ep9A+E37Zeo/FCyi+FzWdzrup+JYX/AOFa2J8X/bb8OZkm195Hle2WWed40igilUNHEZ2iQo8Rvez2tL77Rt8r83Lt05rbSxu/Z3t73u6dNnf535b7q3NZ7WT4J/8ABVDS/Gn7M9l431Pw3retPa6Xpy6tfeHYbZdJfXb25htYNEtnubpSbtpriIMXbyIN4E9xEQRX0J8D/i5cfGPwVJql94O8Y+AdQtbuayu9G8TWsEV5bPGR8we3mmtp42Uqyy280sZDbdwdXRfn7wr/AME0NU+FXwMl8D+DPHWgadp2q+HrXS9fs9X8Fw6xo/iC8gaJDcz2Uk6r5VzarJbXUQffKnkMk0LREyelfsSfshQ/sg/CDU/DBu/Dtyms6tcarLYeHPD/APwj/hzSvNVENtp2m+dP9kgIjEjJ50m+aWeTI8zYt7xl3tp6328lu79uVWUlLmqpZNcvfXyjZ9+t7X827abeUWv/AAVXtdY+NnhONvCXiHwp8JtY8M+I/FTeL/EFnB9l1vTtMS3dL6wa2upXSBkkeTbdwxSvG0TImN1dFqn/AAUIsPF/wB+IN9L4e+JHwq8W6BpVlPY6Xq2mabd61cnVS0GkXFpBDdT2sxuLsNAkUs0bCWNklEI+auW0n/glTquoRaJ4V8T/ABMh1j4TeEvBmt+AdC8N2Xhv7Bfx6VqNvFaj7VfG6kWe4gghWNJEt4VYElkLHdXP+H/+CXsv7OX7MXj+30fS/AuoeNNR/se80VfhV8L9F8GyLeaXcpdWdzLDNfIl5L9pAkmWe+hhaNDHEkBdy8e7yy5r2srfzfE76LTm5bdeW+z193TTmjyfzddre7b5fFe6vt583Y/B3/gobqPh74R6hb+PfCnxA1b4r6T4rg8Iz+GoNC0vSLzV9TurZb+KCwi/tS4sxBHZOZDJLqLqFglJlLDbXURf8FI9C8RXvgPS/D3gj4gaz4g8e2Wq3n9nx21jE/hj+y7uGy1JdSMt3GiG1uZwjrA0xcxv5Xm5Td4f4a/4J2ePf2wvhF4w1T41WPhGw8Z674/svGWkaX4r8H2Os6PB9k0qLSzHfaPBqNzA8Ukf2opGupzOheGXz1ceTH7R8B/+CdVp8DvEHgHULTV/Ddp/whvhLxB4cn0/w/4QtdA0y5m1e9sbySe3tbZhHbRRNZlFiIld1kBkmd1Z5HVUnCXe3T/r1dLy/eaO+q8rOTiHInFK9ut/8Tv6+7Zrpv3SXL/D/wD4KsWVr+zr8L/E3inwl4i1vWPEXw90v4g+NJ/CtrbHTfBGnXSJuvrlbq7Sf7NvFyVS3FzNstJiUO0Fuj+J3/BRmx0Tx14l8PaP4a8XRQ+DPGPh/wAI6t4ln0qzvNHa81O60tUtIk/tCC5Z3g1ONvOEbRw7WZlkKpDL5Z4z/wCCIeieKPC/wtspNR+GOu33gbwHpfw+1PUfGPwvsvFE1zaWBJiutMS6nMenXRMtzkyLdxN5kW+J/JGfXfE3/BPWPX7Tx3BF4qWzi8afE3w78RERdJBXT10kaMBYgCUBxL/ZP+sG3Z5/+rbZ83Xek8RzfY5n/wCA+1il8vZ8zS3utd1ETtay7L7+XX/yfT0tbW7O4/aM/awi/Z/8W+GvDtp4E8efEHxJ4ttr6707TPDENiZGjs/IM5kkvLq2giwtwrAvIA20qCXaNH4L4Yf8FS/AnxDSK/1Dw9468E+F9R8H3vjnSfEPiSwt7Wy1nS7EQG/kiiSeS6ia3NzHuW4gh3jLReamHPrni/4Lf8JX8fvBvjn+0vI/4RLStV0z7F9n3fa/tzWZ3+ZuGzZ9k6bTu8zqu3nxWT/gmHpWu+AvAHhjXfE8+o6J4Q+G+v8Aw41COCw+zy6vb6tHYxyXCP5jeQyLZnC4kyZeo24bh95RfV2lb15Z2/8AJlD73fy1pqnKcVUdo6Xtva6v+Fzf+F3/AAUX0Dx94i0rRda8DfEP4f67q2oWFpHp3iO3sBLFBqFtdTWF67Wt3PGLe4ezuLdRvMqzpskjjyCaZ/4KXaDrHi/+yfDXw7+KPjUWm+41W50OxsZho9gNTutNj1BoHu0ubmCWayu3QWUNxN5cG5ol3xh/PPhl/wAEhYvh9+z18QPCtprXwu8I+KfFlvpy6T4g+Hvwp0/wmmi3env59nqEsEc0sl5crc7ZXEk6wkIFjih3SF7/AMd/+CUP/C3NB8C+GrPxJ4Ig8JeCNDstFsH1vwBDq3iTw48BXzb/AEPVhcwyadezKkRMskd0FkgikVBhlfq/d+1/u3X3Ndet01ra1+ZWtZnP7zpu+9vxTX4NPTdrlu29n3HiL9v6z8BeJ/GmnT6B4q8Y6hpPxBg8BaVpPh/R7eG7mvJdEt9USPzJ74RSKRI+biQ2yIXCuipG1w0fwm/4KW6F8U/HfhfRZvh18UfCsHinWr3wrFqmu2VhBZWevWcd1JcaVJ5d5JK0qpZzkTwxyWjldqXDPlRoaf8AsK/YPjDqfiz/AISov/aPxMg+In2U6bzH5fh6PRvse/zec+X53m7R12bP46dD+wx5V/4Mn/4SjP8AwiPxR1X4k7f7N/4+/t0Wpx/Yv9b8mz+0s+b827yfuLv+XKlb3VU7Rv68tNP8XUfm4x6fFpW5bN0+z+/941+KpL0lLrrG/wDtKft4eHv2Z/G39i3vhnxj4lGmaOPEnia90OG0ktvBukGYwjUL4T3EUjQkx3DbbVJ5dlrM3l4UZ8Wu/wDgqbrnhP4v+ObDxb4as/B/gvwd8WLfwOuuaj5DpfafJ4eOoh4xBeSyNdNOIymYlDQ3dvGIzP5qx9T+27/wS00T9sL446d44kX4YtfHRYvDupnxj8N7LxjNFaRXMk8UumNdSLHY3QNxcgySRXMT74i8LeUM2/E//BMuw8b/ABO8UXes65pGp+B/E3jWz8aSeHJ9AzIksegNos1sbgXAQxPGsEqbYEaJo5Bl96mOad+W8t9f/TkLP/wWpeerva6SufJ70Y7cune/I9P/AAN+lkut28X4mf8ABRzxBoesz21h4Yv/AA7qEd14DEmh+KtHjjvLG11/xFPpckkk1tqEqtKYIWkSIxoYG2GQyl3hh9H0D/goF4Z8QfG648Ip4a8ZQaV/amo+HtO8XSw2f9hazq9hC815p0BW5N0J41huhult44maznVJGKjdwOo/8Ey9Z8T6/eanr3xPk1m+nbwZEl1NoWLiSDw3r11qsHnv9pPmzzwzxwSSgIN8bTBMP5KQfD3/AIJNaB8Of2t9a+I9kvwuFnqOsar4hhl/4VpYt4vW91FJPOSbX3keV7ZZZ53jSKGGVQ0cRnaJCjuekJKG/v2/8Bhyfjz/AD1btZNS5b/+Aemz5rf9vW3Wsb9dSLS/+CuXh/UvCWl+O7zwp488NeBb74d658Rba31PRbJ9Q1nTNPGmOLuB4dSfyVZb4qsE0IeQqW3Qqi+f3Gk/8FIvDp8M+ObrXvA/xF8Iax4JtNMvh4f1a1sG1TXYdUmkt9MNolvdzR77q5jaBI55IZEkwJUiBzXB+Kv+CTP/AAk37PHhHwF/wn/k/wDCK/BXVvg/9u/sPd9q+3RabH/aPl/aBt2f2fnyNx3ed/rF2/N3vxe/YAg+LPj/AMc+IZPFD2N54n0PwvY6Zt01Zf7F1DQNRu9Rs707pMTqbi4i3QkJlYWXf+8yu1VUlpBu2q87c8rPXeThy2Tsrtp2+ytLJ9evb/l3p6a1H391d/e4zwN/wU71K48R/Ei18S/DHxlpuq6D4t0rwj4a8FxwWC+JdVvLvTY714mlN+dOfannzeal0sSwxNli6la6PWP+CnugLY+D4vD/AMOPil4x8ReMNM1fUl8PaVaabHf6QdJuobTUre8a6vYbaKa3uJfLIEzK7IwjaTKb+E+In/BJ7Wvjp4d8WXXxH8ceAPHvi7xB4v0zxhZrq/w5F14UsZbPTjp32WXSJr+Rrm3e3kmIDXSyJLIJFfKKK774D/8ABOq0+B3iDwDqFpq/hu0/4Q3wl4g8OT6f4f8ACFroGmXM2r3tjeST29rbMI7aKJrMosRErusgMkzurPJze/7N/wA2tvP93dfJ1NHd37Oy5mLkvHt1/wDAn2/u2a873WyXqMH7S+ja7+zRpXxS8O6V4m8X6N4g0mz1bSNP0XTzcanqaXaxm3jSIlVRm81NzyukUQ3PJJHGjuvll7/wU10nT9NsLWX4XfFYeOL7xe3gc+C1h0h9XttSGlnVlDzDUDYeU1ltlEi3bKA4DFWDBdV/2H9Qsf8Agnh4W+Bel+OJ9PvfC2g6Roqa8tg4h1Eaf9n3Jc2sdwjtaXIgMc8CXCF4ZpI/NG7dXm/7Mv8AwSXH7PPjHQ9Wh8ReBtOt9I+IUnxAOh+D/Ag8N6LHNJ4dl0R7a2theT+QjB0uCxdyXVxj59y9UlS9vUS+D7Pn70fu93m36207xHSkr6ys/v5Xa/rK21vU63U/+CpPh6a40iy8N/Dj4p+Ndc1t/Eot9J0e10xbhU0DUl02/lkkub6GBE85laPdKC6kAAORGc39o3/gqVpngb9n+fxX8OfB3i74i3dz8On+IsU2nWVu9noGnSwSPZXWoxy3UEzRyvHL+6tRNOVtpyEG0E7XwV/4J4f8Kf8AiZpPiL/hL/7R/su18bW32f8AsryfN/4SPXIdWzu85sfZvJ8rGD5u7f8Au8bDxOo/8EsfE/hn4B6X4N8B/Few8K31z8LrH4VeKNXu/CP9ovqtjZQzx293aRi8iFpcqbu6OXa4QrKoKEorVxVlJ4aSh8bWnr+969tKT76vz5emHso1rv4VJ28480dfXl5/K9rrv1UH/BUHQ4NJ02zi8E+OvFPi688S2vgxdJ0G2sla+1SXQItcYwtc3cUa24tpCN80iYZGB4w5pXH/AAU4srn4kWtxaaPep4EsfCXjvXNYWe1X+2PtPhnVbTT5Eg2zmExyF7oqGOWxCSY/mWrnw8/4Jsf8IF8VdE8Tf8Jp9q/sbx5H43+zf2Rs87Z4TXw79m3+ecZ2/aPMwevl7P8AlpWVbf8ABLH7PY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Bu konu ile ilgili bir sonraki haber bülteninin yayımlanma tarihi 28 Ocak 2022’dir.
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AÇIKLAMALAR
Ekonomik güven endeksi, tüketici ve üreticilerin genel ekonomik duruma ilişkin değerlendirme, beklenti ve eğilimlerini özetleyen bir bileşik endekstir. Endeks, mevsim etkilerinden arındırılmış tüketici güven endeksi, reel kesim, hizmet, perakende ticaret ve inşaat sektörleri güven endekslerinin alt endekslerinin ağırlıklandırılarak birleştirilmesinden oluşmaktadır.
Ekonomik güven endeksi hesaplamasında, her bir sektörün ağırlığı o sektörün normalleştirilmiş alt endekslerine eşit dağıtılarak uygulanmakta, güven endekslerine doğrudan uygulanmamaktadır. Bu kapsamda tüketici, reel kesim, hizmet, perakende ticaret ve inşaat sektörlerine ait toplam 20 alt endeks hesaplamada kullanılmaktadır.
Ekonomik güven endeksinin hesaplamasında kullanılan alt endeksler her ayın ilk iki haftasında derlenen veriler kullanılarak hesaplanmaktadır.
Ekonomik güven endeksinin 100’den büyük olması genel ekonomik duruma ilişkin iyimserliği, 100’den küçük olması ise genel ekonomik duruma ilişkin kötümserliği göstermektedir.
Kaynak: TÜİK