# Enflasyon düşüyor ne demek?

> **Yazar:** Koray R. Yılmaz
> **Yayın Tarihi:** 2026-09-09 00:10:00
> **Kaynak:** [https://www.evrensel.net/yazi/99955/enflasyon-dusuyor-ne-demek](https://www.evrensel.net/yazi/99955/enflasyon-dusuyor-ne-demek)

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“Dönemsel eğitim fiyat artışlarına ve savaşın etkilediği akaryakıt fiyatlarına rağmen enflasyonda düşüş devam etti; yıllık enflasyon %31.5 olarak gerçekleşti” diye tweet atmış Bakan Şimşek. O zaman soralım: Enflasyon düşüyor ne demek? Hadi açıklanan (manşet) enflasyon oranını doğru ve herkes için geçerli kabul edelim ve öyle düşünelim, ki öyle olmadığını birçok defa yazmaya çalıştım.


Enflasyon düşüyor demek kabaca fiyatların artış oranında azalma var demektir. Diğer bir ifadeyle enflasyonun düşmesi fiyatların düşmesi anlamına gelmez. Artış oranı belirli bir zaman dilimi dahilinde azalış gösterse de fiyatlar artmaya devam etmektedir. Bir örnek üzerinden ifade edelim: Bir bardağa su dolduruyorsunuz mesela, ilk başta saniyede 50 ml su akıyordu, şimdi saniyede 20 ml akıyor. Musluk hâlâ açık, bardak hâlâ doluyor, sadece daha yavaş doluyor. Bardaktaki suyun azaldığını söylemek mümkün mü?


Enflasyonun varlığı bizatihi fiyatların arttığını göstermektedir. O zaman son ayın verisine bakarak enflasyon düşmeye devam ediyor demek “yanlış” olmasa da durumu şöyle ifade etmek daha “doğru”dur: Ağustos ayında fiyatlar bir önceki aya göre %1.84 artmıştır. Sormak lazım tabii, bizim gelirimiz bu kadar arttı mı diye? Bu arada çok sayıda ülkenin aylık değil yıllık artışının bu civarda olduğunu da söylemek gerekir.     


Diğer yandan fiyatların artışı her zaman aynı şeyi de ifade etmez. Örneğin bir ekonomik durgunluk, yavaşlama döneminde fiyatlar genel seviyesindeki artış ekonomide bir tür canlanmaya işaret edebilir. Ya da hayat pahalılığı denen şeyin olmadığı bir durum varsayın, böylesi bir ortamda enflasyon yani fiyat artışlarının sabit gelirliler, tüketiciler, işçiler vb. üzerinde olumsuz bir etkisi olacaktır. Ancak bu etki en az birkaç yıl boyunca devam eden yüksek enflasyon ortamında fiyatların yükselmesinin yaratacağı etkiden daha az olacaktır. Diğer bir deyişle, enflasyonun kronik hale geldiği ortamlarda fiyat artışlarının etkisi hayat pahalılığı düzeyi zaten yüksek olduğu için daha da yıkıcı olacaktır. Hülasa %1.84 böylesi bir zeminde hiç de azımsanmayacak bir orandır.  


Sayılarla çok şey söylemek mümkün, örneğin, Şimşek’in ifade ettiği gibi enflasyon oranı yıllık bazda bakıldığında Temmuz’da %31.75’den Ağustos’ta %31.51’ düşmüştür. Ama örneğin Temmuz ayındaki yıllık enflasyon oranıyla değil de Mart ayındaki ile karşılaştırıldığında oran %30.87’den %31.51’e çıkmıştır da diyebiliriz. Peki nereyi başlangıç noktası olarak almalıyız? Şimşek’in göreve başladığı tarihten bugüne bakmak belki de en anlamlısı olacak.          


Enflasyon oranı kısaca TÜFE denilen bir endeks üzerinden hesaplanır. Aylık, yıllık, bir önceki yılın aralık ayına göre vs. Yani hesaplamaya esas alınan fiyat endeksidir, oranlar buradan çıkar. Aşağıda Mehmet Şimşek’in bakan olduğu Haziran 2023’den bugüne endeksin seyrini gösteren bir grafik kullandım. Görelim Şimşek döneminde fiyat hareketleri nasıl gerçekleşmiş.


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NUm2adVV5it+JhDOhDkp5DkQrHiGj6FQBbLN96p1++HZ0ey2fp1I2GfPEOO6ubdOzrks0n+GeVM88K8tptZyr71UMOyqKogWt/+Ya38jl9WO2kbHMZLFX3qkhp7TJpqfKAD236v37tH61Hd/DA3wGmkvUJpoVlyPO68f5Ki7RvWar3XcdUwIQOSOl5kKtAvQvnXLys+MlSZ15/oZeFtJfp7Kj7PdeogjMQ+0qRzYbsUlX5bF88cUNjxPD19+UK30sPl5X9U1SwjjDkDpdna4xml28W3FLU3RMlXi1RWclsJvlsVdalarL4Gh4ZcH7mfea43xfk6fPqWWnq6VVtaoJDt7sqv4SoxMmtVsrb6ZupNyzOdDE/Ri9YedTSU6pTfVoVcbXL9OjCPQBafNjOmuqIbysq/rbqhhaff/tpnyjlzQbVz2clI43nt/SpMrwnbDMimkbYyFWTn6GFl1/zoRvPrHJ26eF8dU1JVjrd+9asvtNnnkMoYsmQ41skeld/K1YVbL9Q39eF+0qH0A5l61Tyssdb72v/FL/SLtTt14n4jAYqBTfU16cGlXF0pbND4XGNi7mvT1aPhemWVOm8f0Lp1f9Qffuula00MWzIku0W974qUm3NFL5ocI2PNqr5+UF9+5aG8soWp6W0leToUkaxmurAGYtNwa4Wu5ObrYVWP815i6n6p2I1/lJdjY50PN5fR98pN8FRqOZ1Ww5qZUFPpNZ3Lvqm63tnnm5ZbcfrmDxuVUjawMMCk4oy+jLyskWkaEiOa7G3Q/Yu5uvasSRNWx/7VlTq07jfam5ii2w0fvmVVY36gNp+tWfpjrGq2qQGVP7yg7MtF6hx3tA8TuhbxhTZGxCjjxsKa5ea6dG32uigWLMCPIZDFj5sZ0tWD7trqF6fDodv1xx2xquiaXWzLbrfLvui66K04q6Cd2Vp4FIIxzKjhcbK83D0VlRCnHV//UTG3566Cvqc6mJyttNi92hacoc7pMZVcSFPunSoxsM04rJ2vlOi3U3si4xWzd73W+KSpy9l0WFV0OFGpl47Lz223ct+MaurtNR0+e1ktLnslwBgmmi5p36ZtCk2Ml893a+SXXiTnO7/JLj3N3q+Iw0ny3XdIxd1T6nx5TrEnn7ITuuGMq7wgRjvd/RV/OFjrv9ioNMcwR9uMZqamZJ3vlsyo/sFZxR8sYHdrw7CqtfCkvLbs1oEj0dr65RodnFv3c8Zk1vSijod5sFZnDvjqUuPCMRiIvUMX4zy1PSBacaG79Z1bkB60OE5YNDFukn3RY+/Iw6Pacuy+xhj8aDhj9fny37hdYUfitXvDt9qXVSLHCtRDr85ozRcblHCjXs593aZ79ejUPgVe73D9E1itJt8oac9meUUlKMJ7s74PTFWt49llvEz713+hLYduasDseAM4o/b7h+Ue80QsV44fQyCLH9VzP1Ru4fc1uzLbhO7H7FTElXcu03Ysai+/rfhgf2W/pakxmqmOVzoS4K+rzbPDTky1Odq++ahmn3G6lRu2Q5u8T6uJkQUGNai7Zw7qYFrZbAg/06u8/esV/2y2regvTNCGdW7KKBtw/SGMxtanc7s3K+PNXGrScUu7fRJU2u54/JlWxYVQffFdlIraiGCNbLD2gQ7uC1fp3MYpfU9jtc7vqvMh+QO7dVxNRXmKi4rWxWqWQDEK8+BbHfHcpTuds59NVSla55GuXmdi8oFd4x2Vyj0RqQOnn82+8IHhNOQdlO+J6+p3PtCM6HHqAUWefrL0BZ91Wm3lVxTtH67rb/uca8vCQKw9SvParKy3c6Po31+Xh3eiKrpmNwXsfJWvYH9/HTl7XrmpcQqNy9d7QnuDsKkkwUt++bNrTmumUSn7Q5X2uNH5ebq/XCeDvRV2JFUXslMUFRSnJ53MxsCPI5DFj2q8mag7LQt3l/Gnsdpz7oWm5ucTm1T3MEexYRE6X8wYFCMabn+tm+ee68OARpu5U9mevno895Qz2t6moakpOrJGNdGt4vuXVNj+4cCM6u/Gyytzbp7XTL/qOydkZfFpTFUpM/m5RueHOPYoZ3eC7tTOTvuaGh5Sf/swbYmhWdVT+0QXL9bPH7FMlSl+zREtHJGm6u7qSOxhXXy5MGUQq99UT7Ey0ysXbQpZr6PfxumVadGD8EyHbqceUmLaPfVy3zGoSZVfuqsXb7vmlyV4//iSziSd1+LxjSOtpUqJPagLL98zq8uIJiqVkVys8fl2oluZuw7pXlP//FdMA+/15EqWLtwuZ2NrQxnQw1PX9W5o4VVwRcoRpd0ond1A0mF6VLVPLivzwi3VD9OC4NMIZPGjrKbppWs5vjmrPRnlmnT0bW2TGh7uUu3rt6rvGmczL4Oy26yacU7JmPs8M6G7MT66Pzfg0drfryGTiRDFqOw22WZMi6YRW9Rcmq7Q9Hdz54fV2TchGw2IQdlltZg0ZbLIZrfJPLO4pZjU3bBjuts0u3OxaWJCQ4Mj3GsMySaTaVrTM3bZ7FaZF+Vr1ukWnduVoLkWRQOdvRrsalX7EFeK0djtM5o2L25D+pW7M1Yv5y6Ykb5BDQ91qatzgOcaQ7PLMmORbaFjooGye8rJzFSbsztr19T7NnWNDmlggHuOcbm2JxO6FXxE99tmByBNjo1poG9uqgYMxqYZk2XJ0ibNl04q837J7Kxik0ljXd0L4SzwJxDIYoF5WCXnY+X+/ffyiTmvmn7z0vM15+SbXSmzzarGu0nyD0sWswGNp7P8iiJ83OTmuV8XXnQtCe3tM2Y9OrRHjxwrl3c/U8zuAF2qZvS0oYzU6/zhfdrm5qao1IfOTd0WWNVacV4HzjnGs03o8cnd8jpdKBNPPAZkVu3teG1Zu0Hfrf1Ka30Oq7hz8bI3Zj06cEIPW3tkm2pRRpSvYgve8nBsNOMNyonz0sb13+nbb76ST9IddS3qmlhNHcrdm+gcITvxpkDe3nEqbJ9daAmrnVXdFTcUtXubNnmF6uLLhRGPs0Z0eU+8ym12zbQXKsovRBcWbfoGA7FPqDgnSju2uMk39pxedy8dsTZU/kh557PkWHG472mSPDyPq4EZxoZj6q9VZoynNm/xUPyFFxpe8hhs0oPI43rc0S/bRKPSIvwUf7mGAScGYZvs1rXjvtry/Q6Fp9zR+4Wh005t11J0/tELTcquipxw+UcXiD2ssVwEsphlm1Z5dqC842/q/VCfijJD9e26Hcp50bsQuL07J/+sElXdOaXdnuF62M6jsdH0v7qkkJBo3X/brfbqqwr+7mvtOfpAPXMrW9gtZj067Ksbr0t1zNdLJ269ZaqXkZjrdSY6WEcvlamzp0FX4nbq620Rutf84T2xVa2vLyj2TJFeZgRqV0yO2ka5vxjRZMcdBW48qoopm+zWSVVdPKhvvt2l/OoPI05MenTgpO5UFSnrgKd8ThTOrWcO45jQ88yTijv+wDm9fGbsvXLDtmq970m9nbtMHIHsBd/DKqy9oSDPfcoq6eQB2SD6qm8pYm+o7tYOqOvNZQWu/y95HX2gvvkQZViX9x7Sk6YnOuS7W4eu1ixazgBGUnrKR94n76mr972e5UZq8xpPpT97P/98M1TxWPnn01V0L027tkeqpI+eq9FYJ9qVHuSmxLuNGuqu0Ln9m7RuV5LKej9cC9N6EHlCd6uLdC7SQ76nnzMC0jAmdD3ye4XkVWmwr1ZXD3tq3aYI3W1cGJXWdu2Mcu490NPz0dqx57Qa2FYHPwGBLJxsk0MqiPiDzjctHBt/naXd69107uXcejnv0rV+xzZt2xmpB3ObJsBIJlWcmaKkY0/mOyG2sValBm6X97F76nc86dgturnv3/Tl9r06eb1SLmOsscrZaq8p4liKSueXbpxS9ZVYfb89Uk9aZ7fL6Cg9qS9/u0YBCZmqY7aXYY3W58l7V74cg+k/6H1yTN9v9detRsewaoseRu3XNre18j71bOlmKzCIQd05e0LJOVULh8wDunvUS+7ROXI2KdYOnfrmv7TGN0gZC4tVY9WbVuXtk4pIKJ4P4G1TTUoNWC/vI3fV7xwvMKxct03a4LVL8ZcYyWZcjTr2TbQedi2EJ/2vCrRro6fSXsx2VkbePFSc+y/1lUeiSrqJ2YxorPeewr86qZb5I1aVpu/Xup2JKnM+Bpt1P2yf3Lat196UkiUbSWKVs5cq4j/itKgnosYbiVq/MVj3WmeT1/Ybx+W7/Q/a5J+mJjZ3w09EIItZlnE9OummiAtNSzqt/SUZ8vbar4eOWefDZTpyMEkP2mlpjKr1XobCI8+qflE6Yht8q0Q/T528WescbVB5IUonr1QwMtaIhkp1KCRMF8sXb6YzqfL0EG2LypNjRvpY0z0dTcxS1eCir8BwLMNvdWS7p9LfLo5arWq4GSuvfclyrBzbcuuMEtKeaHzJYuYwkpY7afILO6OaxcsjTTcrPdRLR69VyawJPTgRo8zHhLHGYlNbcbaC9p9SzaLOhmX4jZICPHTkcp3ssqnsXLxOXHnHUieGNq47Qd6KvrV46z9p4FW63DYHq2xIsnVXKjvpsB430jExKvNwtY5v99HFlkVDSewmFZ7dJ+/wPDmujKbryUpIL9IkDYrBdCpj+w4lv/6whfWs2hsH5OaZpFabNP3uho4dTVPNKEOR8NMRyBrZeJcKc5OVUvBMEza7ht5el7/bbl1cvDCsfVCPUqMUn1IqRwxr5yZkOKaWF8o+cVLXSzulmUadCfZQaMYLTS1qFsaL0rTzYI6aRxwHbYxEMRJbv4ovpig596E6rVLzlRht9j6sypFFk0NtDTq+J0AFb3qd1wabeBmRTQONhco4law71Y7hJnY1Pz6irdtDVdi8kKjY+uuUFeenvFrHJ7tjp57FfwSr3riqH+ToZOpFVQ/NjoDNi9spj7gbS9bzG358QkEnr6rDMZiNBsUwet89VuqJVN2vNUmTrcoM36mA1JdLRtr3FJ9XWOxJvXE8O9NpNSTbzKAK85OVnFesrinJ2lqgHeu9dalm8ZViU9UpL2073+D8ZOdaMZyxjtfKTT6liyU9smtGlZfDtW3vadUtukzsfe90Onq/0l/PjZymT2IM00Mqv5qmU1l31TdpUU+JYwZXlEp6Fo0QMA3oWpyXIh/O7mRt5+kX/00EsgZl7qlSSsguRRxN1/HgbVofeVOTmlHNjUPaujlQt+s/hLImVV5N05GD97T0vRCMoOtRinz9Q5SSckq+u7Yp7lqL1P9MYZs3KjSvUvOb1L6/JbeD51S7sHgbjGDyjY7u8VHkiVQdC/fUruB0NU2bVZTkrjWeR1Uzv+j9lO6E+Cr1ZTsjlQxpRi2PU+TjEaozmcfktW6zTpc6nnimVJoTqo3b9+tx4+wdxtT9WqmxAbq2aPkcGIS1XXlx+xUYc0JnjgRq67ZwPXMsazJaq9R967TtwEX1Ts/edDruJio05ba6WafNIEx6fe2E9vlFKyX1iHw2b9TZCrPsHU8V4rZRwXmvNTnXH7E23lbs8aMqZmktY5p+p2NeuxR1KkOJQW7yOpjv3Fy082GiNqzdq2uLhtuPPYnTF0kvlvwcRmBTR3mBgj0DlJSWoqCt3+rA7U7J3K3LsR7aEpyp1rG5BmWqQ3lnY3X4MRsCGoVtvF15Ue4KPHRWyVGe+jYgW72TY3qRFqANOxNU/mHjFNukygoi5ZU/+1IH+O8ikDUi27he5IQrKLVidoODmRad3v6tzrx1vPWxqfHuSW3bsEVHrxSrsvimDkYE6XI1q+UYTv9zxUQk6GbV7Ju/7ooChfuG66UjR3FMTXdfr+3ROSqrKVNO7OxGTqy8ZSRWPTuxXzEXXmjEkbKO1Ss5JlRHbrc5g7aXZ/fpm+/26HzRO1XdOK7dkRmqG2JLFSOa7qvSUZ/dujk3q3z0+VH9l88FzbYsVjU9TpX7uu+0LzxCAX67FHuJzq0R1V4/pQPHctXiCFmtw3qQEiTvlNezJ80Dundij9as99CBaD9t3xevxw1s82YU4/VPlRgVrgetjn6qXd1Pk7Td/Zwcq2lZe54rfudauUXm6vW7UmUfiVZidjH9EYMqO+6uoIs1zll9Gq9UgleIzpd2OM+9L0rVjnVuis8v1NuqO4rZ6acbrSzDZjSWkVZlhO1UxuvZZ1tz3XltXZOgOufJbt0+ulfrdkTq2stKFV05qYjwZNXx8s8gbGq+ESWPQ4Vz6wT3KcdnnRKfOwYNjKs0N0rfbfLVuQevVFGYozCfaL1gxBr+hwhkDcg2OahH2eF6smj0QFO+t3yvLXr7N1CtnIT98g8+ors1s4/NMJbh6uvKvX7Tue6n02CNcpIjlf9uLlSzW/TudpL2+QTp5LVXWjxDHQZga1Ve2iWVNn3Ymcsx2vGsUlKL9CEmGW8rUlKIj/YdzFZNLy91jGqk+Y6On3quheeZNzr8VZxeLe5bmAZUW1ml+k627zKmQRVeu6ibz97PfbbpfdllJQbmO0O3WXZND7To9et69Y2xsLBxWNVefl95Z4vmZ2qZhmp11i9AxfPNhVlvLh+T/95AnbhSKsdqFzCidl0OzVTF6IdlcOx6cfKAztyvnL//zAw26tKxEO0JPKS7NewsakTjvS+VFX1dC0+9A8r19tCNvoXv9L+5ofhAP4Uey1fdEDmIYdgsKsnepxuLZmn13wqUR64zrneaaCtWStQ++UefUVkXL3TwP0cga1CuS+CMPD4o/6tzG/GYutTUPaxpAjYsNt6imxdOKf/N7M3HOtao+n7aBnxgU83VS7qQ93h2PT+LSV21nWIRC3ysWzm74lQ+17cYbutW3/A4q29hid6qQmUePK/ZnolVXe9aNebaeYFBLF2db2a0X1cPBen53FqPEy0N6jVzt8HHqzjWXziqrMLXztFutslx9b1vnX9pDKNyvU5sehjnrZtzj8HTne/VPTrq3KgYxuPazbC+OCrv3MbZDzP9et/brzFuN/iMCGThNFoUL/9rjo1WBvQ4JUTRuaUaZbFHLDbRotsFycp7a5cmypUU4KOMN8zhwYL6G9d08eITOaK11zlR8jvyRIx3xMcGVeAdr0rHuLbWJ4oNOaT7tYxpw1J91S90PjFXjkFLHXePa3dYgXrpl8Dxvm90QLcTg1Q8LVka7ylib4yKurnb4GPNBceUU1SpaZtFxenRij7Nnhj4WFGCt245JoT2VepEcLguVnSw5wGc7K+OyzuvxfEgrIr8OIUn31YXgSw+IwJZOI0VHdb+K/Uqyw7R7pAzqhzgvSBcOALZy+kqKHyhMwHuirpQpiEuEyxSd+OGrly7rWeXDmjLvmS9ZpkC/KABXdyboJKuEh319dDBK1XzG/IAH/RVv1T+iRy9LD4rD+8Y3asjtMcsy+ig7iaF6kFVieK8vXXi9tu59f6ApZryjyv3+UsVZYRpm3+K3gwwkAAfe5a4V9dra5Ue7Knw9Kca5PkGc+yvkuSbV6Oa63Hy3BOvoo4PS6IAnweBLJwmnkTqV1+7yWd/iqrnpoABS0x36E6yp/71N1uVcKlC4zQLcNF874KC1vxSX4Wn690A6yrhxwwqe8tabfDaopgrNbObSwIuhuqfKearX+qPgQf1sIGOCRbYJoZVsPdf9butvjp1p3Z2AyfgB7RcTpDP9t/ra990NUww5hE/7HH4f+lLt+0KTXvOkhZY6tVR/eG7bdrhEafiPh5+8fkRyMJp4lW63PedUjUzvvBjLAN6mBqtsMznGnU9B0jqKctXaMRxVfTweIxPGdXNWE9FXV7YJAFwNdFeosPBIbpRQxgLF6ZhXUncqcPXaplWjE/qfZ4sv/BTqhvn1R9+XEmap4LOPGekPT5Wf0ke3vEqGXQ9AXweBLIAAAAAAAAAsEIIZAEAAAAAAABghRDIAgAAAAAAAMAKIZAFAAAAAAAAgBVCIAsAAAAAAAAAK4RAFgAAAAAAAABWCIEsAAAAAAAAAKwQAlkAAAAAAAAAWCEEsgAAAAAAAACwQghkAQAAAAAAAGCFEMgCAAAAAAAAwAohkAUAAMCqMF7/VAV5ucrLL9DFSxeVn3teuddeanDG5vrVT7KPdau66o26x+gDAwAA4PMjkAUAAMCqMN31Ti9ePNOtCymKiTykK09fqLisQePW5fVl+0oLlPWkTep+pXNp6Srt+GlBLgAAALAcBLIAAABYVfprinUh65Lez3dh7bJaZjQz4yir7B+O2+2y2WyymGdksUnmkS51Dluk7grlZGep9L1Zslk0Y7GI3jAAAAA+FwJZAAAArCp9NU+Vk35RbdbZz9bpdl05HKGwyAgF7z2gy+86ZLWbVXMrQUdy8hSzJ0i5Ze1qfnBKp54OSn3Vyk8J0/7wAwoNClRQaIQuvbW4/jMAAADAfwuBLAAAAFYV10DWMcp1sPm1yivf6sXFo4rKLNLohEmlZ4MVm/VCE3Nfa799SIkP+qX+KqUdTtSDmmHn8YHGmzqRUqSp+X8BAAAA+O8jkAUAAMCq4hrIDtcVKj35lDKyziv9cIhCzj3X2MSUXhUkKKt8ev5384Fsz2udzzmv8q653/c9V/aZZwSyAAAA+CwIZAEAALCquAayJWf8daRoNk7tfHhOMelPNOIIZPMPKat0fP5384Fs72vlZGervHN2U6+hvmfKIpAFAADAZ0IgCwAAgFXFNZDtq8hSwN79Cg07oNTj0YouqNDo+CSBLAAAAP5XEMgCAABgVbHbrDKbZzQbp0p2u1VT4+MaHR3TtGlaJotNdrtd1hmTZj6sM+v4nsUkk8Uu2a2aMc/IOvcHHL+fMbOpFwAAAD4PAlkAAAAAAAAAWCEEsgAAAAAAAACwQghkAQAAAAAAAGCFEMgCAAAAAAAAwAohkAUAAAAAAACAFUIgCwAAAAAAAAArhEAWAAAAAAAAAFYIgSwAAAAAAAAArBACWQAAAAAAAABYIQSyAAAAAAAAALBCCGQBAAAAAAAAYIUQyAIAAAAAAADACiGQBQAAAAAAAIAVQiALAAAAAAAAACuEQBYAAAAAAAAAVsj/A+MOq1M4GO0kAAAAAElFTkSuQmCC">Bu hızlı yükselişi sayılarla ifade edersek Şimşek’in bakanlığı dönemindeki fiyat artışı %217.4tür. Yani fiyatlar genel düzeyi yaklaşık 3,17 katına çıkmıştır. Daha açık bir ifade ile örneğin Mehmet Şimşek’in bakan olduğu ay Türkiye’de tek bir mal üretiliyor olsaydı ve fiyatı 100 TL olsaydı o mal bugün 317 TL olmuştu. Bakan Şimşek’in uyguladığı enflasyonu düşürme politikasının tüm sosyal/sınıfsal maliyetine rağmen durum budur.


Orta Vadeli Programa (OVP) değinerek bitirelim. 2025-27 tarihli planda 2026 yılı TÜFE tahmini %9.7, 2026-28 tarihli OVP’de tahmin %16, 2027-29 OVP’sinde ise gerçekleşme tahmini %28.4. Sormak gerekir, %9.7’den %28.4’e yaşanan bu sapma başarılı bir programın göstergesi olabilir mi? Ekonomi yönetiminden beklenen “dışsal” şoklara yanıt üretebilen bir ekonomi inşasıdır, mazeret inşası değildir.    

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*Evrensel Gazetesi — Emeğin sesi, gerçeğin habercisi*
