I NHOs siste medlemsundersøkelse gjennomført 2. til 9. januar, oppga 23 prosent av respondentene at markedssituasjonen var god, mot 20 prosent som oppga situasjonen som dårlig. Dette er om lag uendret fra desember, hvor det var 23 prosent som oppga situasjonen som god, og 22 prosent som oppga situasjonen som dårlig. Differansen mellom andelen positive og negative svar, nettobalansen, styrket seg dermed så vidt fra 1 prosent til 2 prosent.
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)
Utsiktene for de neste seks månedene har bedret seg noe, fra en nettobalanse på -36 prosent i desember til -32 i januar. Pessimismen er imidlertid fortsatt stor, kun 10 prosent venter forbedring fremover, mot 41 prosent som venter forverring.
Overvekt av pessimister i de fleste bransjene
Svakest er situasjonen i Mediebedriftenes Landsforening, Byggenæringens landsforening, NHO Reiseliv og NHO Service og Handel. Best er situasjonen i Offshore Norge, Fornybar Norge og Sjømat Norge.
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)
Brorparten av bransjene har en overvekt av pessimister. Størst er overvekten av pessimister i Mediebedriftenes Landsforening, Byggenæringens Landsforening og INT (hovedsakelig bestående av Byggmesterforbundet). I tre bransjer – Fornybar Norge, Offshore Norge og NHO Transport er det en liten overvekt av optimister.
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KO8kXYQYd9mhPwGKwHBbs9Lo6o4j5vmOJU0lG+CDvosE9zAh6D9aBgt8fFYVVkTYYyLGSXEPscCXj7HFbFvd4wxamko3wRdtBhn+YEvH0Oq+JcRBXNQFRRgn0AdtBhnyMBbx9RRQn2AdhBh30aj6iiBPsA7KDDPo1HVFGCfQB20GGf43C3U8FuN4SoogT7AOygwz7HYT0o2O2GEFWUYB+AHXTY5zisBwW73RCiihLsA7CDDvs0HlFFCfYB2EGHfRrPk1AF1+QK3ZMuLcI+ADvosE/jEVWUYB+AHXTYp/GIKkqwD8AOOuzTeJ6EKsqwzwMCNpwTVPGSJklllxDAPo3nuCqevUFVyC4hhH0az1FV3L36fVSF7BJC2KfxHFXFi8++A6rI123KLqGnwDFVoBBAFbJLiGAfBfdpFOzWEI6oAtdnoipO3iUEfzgFdZQvwg467PMYA3KWKwqeADsr2K0hHFEFrvEuqgLBOqMRu4QQzlYFu2Wwq4LdcthZwW4NoUYVvEuIVu4WWhDyPbBLCKLkpNdR34Wwgw77XCvgMThbFeyWwa4KdnsKHKwrSBtIqPRwk7uEjsF5rmC3p86RFgTBuuKGdwkJ53OiKm54l5BwPqeq4nZ3CQnnc4IqzkBU0QwemyrY6lOIKr4gbkYVwjtEVCFUeWyqKME+wrtFVCFUEVUIVb4AVbDRoNA96dIi7CO8W961KgDWg4LdhEeFqEKo8gWo4jqwyhTsJtwTUYVQRVQhVGmMKoQLclQVOIOOe0EutHdMuAWOqQJfA4Fcau/YQ+DmQcFuwjU4ooq8RrjU3rGHwHpQsJtwDY6oInu6e76a96F7xx4C60HBbsI1OKwKtYgXuNjeMeEWOKwK+/XHr3Cv2Ol7x/72gbszhMfAYVVAh6MHFQaYE7kqEKwz7rl3TLgFalTBe8fs16oz2jt57xj8YSXoKF/hVjjWgqAqqGpgaxNdT9g7xiahQlRxaxxWheqQghjO3TvGelCIKm6NI6rA8Qp6I/aZe8dYDwpRxa1xRBVob9KA96X2jgm3wDFVnIeoohmIKoQqogqhiqhCqCKqEKqIKoQqogqhiqhCqCKqEKqIKoQqogqhiqhCqCKqEKocUwVOldLKXdkl9IQ4ogq1rALUgCL4oncJCe+Kw6qgBTe0BOsx7BIS3hVH6opMDPm6zS9yl5DwrjiiCtVwwH/ZJfSUOKIKkAQtzDt5lxD8YSXoKF/hVjiiCtySbr+ONFUgWGfILqEGU6MK3iWkup/QfOQtCPke2CUEUbISdNR3CbfC4boiryKUHpQ2HvSGKeEWOKwKrive9C72hinhFjisCnpzvv0axHDGLiHh5jmWjy/4sVhn7BISbp7L5qOoohmIKoQqogqhiqhCqCKqEKqIKoQqogqhiqhCqCKqEKqIKoQqogqhiqhCqCKqEKqIKoQqtfmoJsxpNS+t5z5975hw89Tk40t6/4PK+3P3jgk3jzkfcTsQqSLbJXTO3jHh5qnNR1JFvog3Pzhh75hw8xxWRb7gPz84Ye+YcPMcVkW+8v/kvWNCM+AMLVOnCgTrDOPesf/BcQo3zv/hDCV4yxge1rQg6FW/d0xoODXWJnrV7x0TGg6pIt8yduLeMaHhkCr2W8byA9AGdk7Ne8eEhqNUoW0ZO2XvmCBcB3ts85GBTsAHF8Tu88FFcXw+EC5AsK5XhT1OrqGK9ZCPLkl/wQdCzoHibnmHyuZoO+CjKt5y5vChASey/UNfW09r0+IjI1cQ4uOiN7E6fHhVhjiXVoe3afNRBXcRT5a1WdvfuPC31jteJvW1ttf2+MjAcH1ATsGKDwwEtb8EmB2ogloHAnrtA9oPDjRMXnigvPXD+lTfrGZ8eFWcpK7E21Dy+inmrgl3ZNnLCZ9UmUWWM6vzdqNdfaL0k/n2QJJFUz7QaXfVJ2mxRICy91bJKqkTW8/2a6sgJzYH7OA3ddL6SJ3lOjXdKtFJxqtFnbwX8/GmLgGCxPQTL0w79KxgU6Pp9hY8IHdNDEix5qrE7cGN2+vJeswOZZxk2K79cXbasgZbs28bCpGbsgJ0ugPLHkCxnRlSc4U/bwWVQWiuSez20quvghZQZsKk6hnBXXiJay3r6svJGAp2XRW0CiB1ayqEYGnZsyWflJj6Xhjz8bXwl+vZ1rPCuhQJ4RezfVeuKDlvuoaqZLhdoVha2xE7lBmEUIdUf1wXc9T3vdQerys6neHXhasxpHNFUM4KHDxnlnasvqF6TQPLcVP8iatKkxyAczRHayQyV8xuin+jUnUaYCVog/yt6WxpnJJ2rLjlr82z1UDihSRWE72oLqDfB2PNNn/hxfBRytiixvgjR4aqEFsIfxOA7VhpZdobun5aydzFAnSGVecwqWlzW1v8XfGsWyxJPtZZK9/ZLie2NSqlWRvk50KRnaROVVDoEIdQn8+8hJ2YFlRXg/Vy4G5QFWFFp9NJPwy2eB+OqQqCrN+hBMNSRthJHyo8SIDu3BrsDGV+EFvzGDphrqF17sI9RSn8xl7x9xNRYPlb7L3FhsSLltjOeZvh7KDJ/RCgkx7NLWve79vupuvGC70EtpIZFiBvA6VrkAwgEfY4Q9JDSJWcXZK1QzrpD/CSmuKHeoE8cmbzkg4HUGdB7o3BEA3W5USBnA9W7mIB7vak7AmS8KBCdmZJqZl34M47O7gPskbiShfF2y4dbj3alTmBQbpqQxpBfbksZzy2upgAi44Vjg0B413Y2kLaLSp+/myx60JXqmO1k0reDuMUkma6DryJySRzU2qT/YVBThciShxIs9Fuvlrb3U1aLEbeZrZORq7VwxYignZXI9xt8MdyTeYX7tDbePZ65KdpsnQhSyrFz4l2KQSIyr+ZvsCOJg6W9ek2rjQhdicNnS0axtOSlhC0b/pQi1idqNS6BFu/007bYAIsx6tK1euOJ1jlLUxZYA2WrV7a8ZJVaKizh9C4ghbD5XSFkiqAkg627f42Vrmo4yZ9dwyJ2k52SaWOGS48NwYJjzfbip3aS3dJhyvoKzJJ5lawg8yzkp4V6qXIgROQQzDbzrtY8gsls2fZq/FgmY49o6kJBcjfpJB5ESRI9Seshk57M6pYjF0srf2+k4RJBwL5lYhbyXS2DcbrwOoZLD+IAFors12MthE2P86g0t2zZ6kq8UYD1oo71gjUaQiIQKvrgtoGg5IMgRFmaZg4bruibXcA1bOh2UVaaINajrn70YFb7W5a4xor9GL0Z2mf0sxaFtOkn25AK5jGzmCZ7Iq1FdQE0PBB4zdJF3MsnWWgAFGNPDI1Hx38US3oYLT10uk51Ngs2lZ7N4vS7bwaLeQQ6MGZ7HZxWWqtFbrB7drmLjYaTWNjNlAtbS/HoELTyFA8RAPHYBO2onhASuoaEqAbw43CZ2uL+V9iEfbRNVAbNIp4SYustxn2/CrMUSvDyF7WmfAXohVjzxPSrGi8OXMwaaJR1vfww9IPR+OzT3Zkd16oLOwpdg2pMoc8JoukQpekXm6lZyE0Nj1rDaUO78Wtlj6w2eHP2pDOlr1p27PExtttlQO6s7hHJdpkt0MvoWN3Bo63XlYKoBNtY2cI7b81qjYuXtrrQoPbga4Q/WIdZwDmmY115XAIXaIiAUjXheSzWvNqvxzsXmqWoHWt1Hm+q1QBtjSUoOtgj5XeNtglddMYG5E9lIBD+FktvH8DKAlTZe1v15s5JAR0Vt10UrBPiW66m3pbNLAw+8tAi0l9QKhqynRDz5pjKZpW7RRIarBC8ctaxT4yNonuetBNsWviWl6lMWsnTm+7i1dLajCLOJOhvVg6i7g/iavtFQiFvnFimD2xExwT6WwXk6UzLgvKTkB+o82gvQomlSLf3g2gbV51hrFdkowd7baj7grk0DEViwthr9M1yhjqBKgp2mWDCAq7k6x3Y7tuYGceQdE2VNb91B+giQqtZhsMgBLe2nOXC0iTXlTJeBuagHC1jSfDtl8JOFhFm1Zr07XclVe+oU4c+Bvs+Qd2aUQFtTuYWP4Kkn9SrAz5c6aauB39LeCmkN9QOuxhrNeUfa7Zwxl+o2fZlZq+3bYDaF0hhtEQOmOFlG2FoRdgoejHcdcaFKxJ+iIcY3PGMfSv0kIa2KORFaSDxbrbX1UNtcsRpP3VwrMmQ6jPDKWvl6Zj14N8jyrlnUBJGMdDZ5CYrekmpv5/iVmE3Za021tApV6iwxZ9MJhOyxWkO4psHHbvb1fY08txcfSzg8NSKyjOLthiJaLIGs4GYL9Bja6ncge1jiYidlotf14x9t22PdzCbVSMaSwl4XY3DXYzMDfW7KpAuXqr6WLTolYA6RWqxP6qO05bWUFz1nrczirsLFZO1sr1Cw2ak0LXGC2YQTwp1iGXBu58mI5xHLBt+qIZlq1JtSrPQEl0DQHtBOVg96ud9K7v00jnpNJTA6DOtOIxtf9VnIRuJobMKn4j5jSOOkNjO5usdf06NAwAmd7agd3qlfssOHJBtUdn67exm1yknyzTFvWcyTDUiabdheUu52HSHawKv7GP8aFEB6lNQ4LQacrM4hb+cBctsR54YgXl7e93gmoeY1IvJh412d1oWSwZIY6j2cX64zrAnTuTTVHue+z1AEwqQ2WQMayZmgzMpoi9iNqqY1JtPODL5vCrURJdY6sZbCF17epQA6b2KImh7LqjsDAcFG/XaAWCLR2uuv24rDXsPNjYsFibrFgr3AGcutCoT1OvYikiThrDF7nbVi+eF76R7s+nYdVFz01QvvvmheqcDjVi67YLNZ/lhrnAKVUW+GWttRry7+jfPMAxDZQZfCk7XREXf7Vfa7v4m35aKe86de2b2RRRjWi07IwKI48u9DNXbWu0wwQ0TagEKVYwI8w7v5oomNrttmNXArbTwXw7C9CW7seU4jrQS9h48Au70MEsGEfjDY61tiNrDFYDjnDoLJZ4k21a9xgZGkjomaGeIBbovSmnHBwJ9MkzqhaaBVQeZJaWmiSiu8BvdTezPl52fdAuP8DQWJufQGXQEhku2qNoAL2dkf6l/TT0nBEYCzGJpjCOZs0hObx1EGyhjTB0S6wgWvRo3BVsi4oQoXvrjpL1wDTP76ym3SUU3M42LlbKUzVK4m+WY9saOt1iNR7NN1i7UCd+VTC33AnpDqzbKHKgOinIV51gjy0CWXUKGa8aOqy53M3Ytk2j2DOIGjKiu60Oql+Haqe4QDFNTscpB3TgV9nTOOyn7eJw7VQNakND7BqGNnAad9SzQizXbmVOBLqh3V46AOvWX5vsctJRe7Y1zMfjGiPqfPvQ39VQ5gfkVAQZH9AMq05/5i+xulgue6Uh7uE2xakByHpnlYTFDnl/l47hW3AsxYk3y+Ktrrihg1/YSqDvyc45QQsKznK3A9vTPBZ6BeyDdcXFCLYpdrQBaN/HejueaWQ1MLYeZLN1I2tRShC3j0UM6ulOMsDUJmmV4e6DYxBMiFVxvzrNSaNVQZq6znK1qk5b4VzsCHrrHtTmJcVEM9DfvGMnfbtXVBqY3+PpZtm3qcdW7nN3qKHrqOHlKtMknVktCJNCH3hd0cwt01q49gx+NXSrIDfswtA6pwZOUhesRZ8ymsZGU+j0FwdCR9slDsFPJrgEw22ZExTkRIOvZdqLMbQcEKS9qAxADaEZc9YBdr+MS/mSlr9cLNdBpyIY7OE6/WUyN4xUgxzs3mIznZjsrcnSdnCAx7SYwu/MoaeLHj207H2jvXaj+Buqr6E7OiE9FH+a6p/zQOseZbGOE6hAVsN+oSmmifT2BtSGQwaHFmmWGkgXowyWg8XCnq88b4GLbYp0VGQ1cykQ4QKHsWneq4yq9fwxWM4VRvhjvHFq2P2tGjIrmG42VQkPNxAAqjw/XRgqvFsmCKw+LnapDAcx5O5ABVkimlrecu5AsQ2Ws4KvWsyxhf/TtNelAdoa7Gkh3ydQU82gN2nHE3u+M42yYUsGeHUrpLqGnnqWmTVtAHmr0Qs2O0vgLCNQacw9qDsjlHU/Nc0J3TTRajOzaD1vt1L+AvqxYE84hoEIN52kYLTx9FwBnJoLqfQMY0M3rxZcOzXYQQDqkut4IXd+gs3IgZanTmkODncWCVZOqORg6iXBV6EUzJP0jJplLNNK5puOCmdaH3fTjGc44WNYeAN51I5VBT+NS4t9FG1lDJqshn4yS+K0Onh6jABqeVoa1i52L0bpeJziyBJ83WK3qy7szKkO1Fsx9CjpwFQbDkdK1CZTuh3x/ArPxRRwwNadbbz65c43CSXUYDZwvNVg6wfV4uCtp7goF7ArA4+K4tx+gRn2IHtL7ticzghMO+o2FkrfCFffO6tTto4NK1WTn+QVT9VOsfo41IIUB2KQ3noQqR/gTPSAeGv2qt2H25osrfCKE6TvnDYYCk4bx/Kh97Be2tU6cAKKqNt/QVMCmSG6xwljXpjn0FzLPYAGvo2D5zq2MmpqFvIexg0DuzwCWgDnCk3Y1jqAGqSiFRv7P70hNLmt2PZ3oX2u8B8xtLvUB4vC8leWvTBN89Gc1szU1+rGa9V4eKUhws2kPeGdQ8bZ2ho8tGpsVR/hWNmo1AqoJR1QD5xSWRTx1/NtD2fZDD/DjndrKBrFEa0Md+MlwWzhlgcKW7Rnd4R9DygaXSw6TcFfbqiU0y6fdBobf9oYjYrhWhnnOp2Vh8sd8bAgCpcKFi6LRg7ugCxCBmvI87TlBn7et5ydytP2gT6uGQfKe7j17TjCtYMl5kNq6IJq9wpzfGhFaE31ixbVMFWbhtDiCjbT2h1pN4ib9NnwQsvOrS6fnWy3uKOqD52CVtWammFfBXcjlKDxSB7PAQylsw7ss0yzCqJXLJ24PpEnunrn1xVdq78IV7Y9LP9GuL8I59HhnkcGUzqEzPc3Q69XtIyGsTug8kB9j1b/QMt0e8DvogX4UH2amur52HMXU0izFdSuceWKMZbqXmkHKsQ249StLvA6Sn9t1/Zgw6VNezbA3DzPrhjiRKwfW96uWN/hMKwXDh2oo1ot07hVN2xZKJdWvIuKlQEqXZWHI/OWt4pa01nqARLOBv7gNlJc7GMXhoWcISSYiyZDOCqERINuzCOKuJzrLHohVFqrQUUWAQnPhkasDxZLr37jn5HRYgz9ixE0/uOigKGNaq1ny8QbhjgMy6459iKepGHdmB6WJIrOuD/o5lErssrGFKKMuwn99nZh5KeVzCfQroy2g+HamRcyH0x53CqAnFtXjKFMO8kyWuMyDh2yWO3ZEjLIn5VX0BzB8yLb6my8YDOvNP7TBU6rz6LOqlPaTYHg7lov6Zq2CyiUIX1GA3lLVHsJzkiJhFYmRFhpj4vtB3qgodGLp65az52DFuOcGmG1hfFkWkqEaPMV192CeT9c28F6YqsVGmcx3KU4ygmtj98v567rrXE0xd16I9OSV9rPCCZMsXvRXVCfjKgZOr9l9httR+Xsw50AmISd7bg7Mz22Aac2rKkyHzrZKlhbdWs728BepOOQB35OxU16m8kkjlu0lksH10cuYhqBqhtTqMNpgzVBg/Q45Vdm1vfJTilO89q4LsMbuRatq2kVB+jsOO72kzxJ4srcwI0T4LIqplwC7Winaukgioem4kDDEwNURTvO1qY4alVxL52vocoODz0bxsB4OrSCcNCezqG7UKKf2K5agWgfekxTlYm/ARMH9zlbXrk+BPozsG59aCiLkQ5XdrBdblpdtChK65nnaEQ4q6zfddbd3ACTaBDV1sfOsLglo8Jw3YK0QWl4WTnztr69Du3ZCvqPqmd6FgEvbspGKxS+mm6azSoLM0/Abi+sIZrCpkmtFhQJN4Fs3saVGbbFBEyXYeqEuzhRcy4ZLq72wI+zTJubgZ4bUZP1bfjJpi19iMerl6bVxAxXtr9NcEbcwSnUc6H8G5SW0c+3tJ0erf0Dcy1mWul6F9n0xINxNROhM2NbUM3h3FYZN8UmdRKB5HVPuDPadwsY123cPrQCxivtVLY68MOh5cTxTm/TaVe7EP1kxgPZhseOxRMsYHhUfbTEIbyYVkHiwEBQUho0HP04HUMHwreXJ0fqoqVjp21/upgbZ8Zb46jlzNYBtnLaz3Cp3gtsq70D7ZdXBtjrvuXTw1bQ5KSPJuFO4gGNQthxcbzSx8eJTKFfj9t4g7T4FAzE3njWoDrGaY9pMbi36Z7beIwgHyi1E9w0bsh2XDfljdNFvDxj8olmUoLY6gzt1DcMxDjr0Rj6XZ20dLcxaNOJsWGkWtQvmZJ4L/i4LmBksF1vG2/d7y5nwzSA3zYsDFfbKWRQz26th7SGrUxn3krtMW20KOJtVlvex1wzxVQHznX08B5a0H1sK8uiiOr8dedr0x0ZwZ3YfhdUbQ261rxd3QszmEFdOF7Z+OBZdiIc7BmrBYjmBhTupUMmeqs4GdgE5iB3Z93FR0vY0HHTWZIcYs9Kir3DLp71Vz13ix28USVJuqk/WKp9zEHdBjcz0G1RGwFNGwIQWkV6Bt5qARUdPrJrNRi3HNoXVqBl82O+sDeheYP9suoNg2jc7ofQLyku9e2paiwNrf5uFk6MO9VuGyp1PL9UetrDZAjFAaped1Z4CoaNW0FsXGExXkORNgzd4DiCP91ElN6noTbdQONN4+ZOeXdpTv2IsxF8sCJAw16babXmwn3E9JgvWpC3f/BWJ4L/u4XTiuPZBBodXU3wm1Ek3nIB9+KNwsLmqYaAdQUlguVPsoGmQJlyvZm1DO3NtLhVF7Gh4cHPyTY1lWq2zHqmzXs1RNs1pm5rE4y2g25xf1eBswY07exBBmAyQDNQudUxbdImewL8WviIR0UnsVuLSAneLpkicYi7oHrpEB/fw26NwKVCQYnU2gwtHxc8est8A017m+BDACHnoWi65ackQpi1rfbedT3z3Eb9s3LrCDYDfI4XFtxuFB2qD07ueyDrcXsQhl2ofLqWYcQ92GKDlBm2+rOdF6u1S+aE3UOrU8ffBPYyWeMvND0e5nahKR56eikUi3RXMfehW5JOXWvjwJWVutxeYOkaJoHVNbQeCnzK4nlAJe8MVul4eV635QitKI7HYTqAHkO5inGG8dihYZHiY76s/iIeucstpAk2V95+niOjnzjYwQJsXiXeEKYg8qrplQOlxBmnQ5wJMxT6FZhtXWuy2cX1MRj3MR+E9m2DNWLs8DyMLjR3+kPJu2i6rCa96cqp9J3tRdTpRjg3Cj+u3ER06DGmWCjKS8MaAbb8uFyiDg96ql6dtTgOocI/knemTaKH4QGma+ygHUG/Zr+Mz55g7U/PX5hO8DlvBdRq/slKDVJMi92LaJPinmPscNMsT2NoY1MYdP1N17Da0QtDNi5oq2e7avTFMzDBIUHOnBc/hWxD86Wxh9jPmmWj0t5yhj9xipawu7WCotVg80Ly1cA0SOHgM6C2s6CdevY9lpY9Xqh/gGbdZrlbzovt4igdh9m7EUw7YKzBAh/CTka5cfL0YRQ2vV+M/g4f+Bvk06tqDaI9wNJhV+pLj3stvdjyDfuRaXA1TNarpX2Ne/2CmI7RhMbn71mLqRUMC5bUgHqmtJEH1VMZmwH7DNK3k84O9hHuj10YFrkaoHdnNrGTmePOKmNiNi8cw2fXmNoyNSvXmUfv5FbfEfjgyv7axuJSnShaKh3wY1uqP9tJqdFxZsb9vzeDk4wTaBy81Y76pSUmatRfvUClinnw+9bB8jifb8NeqzTRABUEN6nmUWpnEvfavPrG0C+5JYIDb0KyXNoS06puDmNo0U6jWPi+P5tDYZmFi7TYMcWlybxEwqYFdxp4ob0Ke2nYkJWJYfVhXHtam1U4PTC10a8djb9RRsm6jTPVhn4lPtCVnyVSehxcK8JnQuOjKuMpvYemAfBjKczYfdwUUs+N15QVphtIjdbGt4bVznY3dVXlaS8KLQsPB/cXnXXXcrxmDN6oJ6YKQHcWOFgzDqH+1OsKT9lcUQyCicOw9GpFfpC5h6+XsNdOQ2rPppX3+0DrJoa40ZZWwRZH9tWDIezxehVazijm2ZEcXtAPrY/fhs6s0BjwqZn4SjAgXJbeAziM8KnK/nJm40BGlWAbL3e7Td8axOY96sLN0gms1XyWgI0wnBZrT9xBGK7JeDA/58lttz2rY3giqnDrDBLHHfXd4kOHFbiDkLsW+CTaHKfwlP7mLU186uDb4dSMca+wSsSdUJMxXNuGdW/jNN7ut2bVvHdYuFl64416oE9nWXqH5TahZ1GDYirr3mZz13LVtmHLHsT7tWtCE7AX08F6aeMKVLXtRSOe4OstO7iGJnv0CNOm0T+bR3tGB0aIhVsEl1HQlA695roITpDZ/WUSbcqvBONdtuq9GELjoJ0/XXy2nWEAqku57k9o53CGD9VG9oIqw8PEhBvHmy26AfYpvVV1US5h2nHspn1rwNbl2U8tEh47nSQcbAb4/vhJt/g6phzjcoE2NCj4iHzonRqeZy/cNvjAyNbGj9NkTC/QMOEXlwsoM4J2UI5sq3Vgt45wa6h5Dlc93Wxk+aCO4jPMNIrPsF6jDOzJbmy1l7ud8fmKwm2SPSybxiPpWaIt49rcMu6YBjr91cw/bzencAsEakPfIAloO7bVPq0lwLe6hOsBzok0chPMU4fejAQf2xTfs3oyOGsaq8er5tsnhOZAr24+B3q1F02iqSWLTdru8NRpZVu/aFn/qDAXdhB/s5liHRHNpfFoGM4iCWN+4UJn4y8WZ2RvtKBXd+Lz7o48RlG4KewVTl70eQBiUn0d7yFQDvjqzv7Gt2WQokHw0x95sLr48Ovj0N5fd5TsmveUwCcNPpQeOfCmvkPwDqCWjHE3Bm/pqNlRYHbPRbfG13o+Cp7/4qv48ezNbqfdI7tCtfh6t6O3vOAFbz9QjmbwCiQf6VWR5DHox7rjjRLN8vdwmF5jcApnPp7uavxNjjp/udtR1j1704P/mSwyV+D7IITnmH8fw8GLw7IgXnz2njrIIslj0I91xxsFp78jeiVB697znN2z7NOrwZIA6PRZ+oEq0C+xo51laO7K3L3ibrj9+mg+5pcUIsljAPJj3fG2UK9pa289Z7Xstgc3/0xQlgTADqqaV3kJGanc2DWHNANgjXKEvKoAtEiyGJD8WHe8Kejxfu4yWdrOKI6LL6y/RVgSADuorFN60KqCgiruXqmm5YTCXahN9pFkMSD5se54Qzixi++W76b9xjxvgyUBsIPKuudkMNSpgsyJu1cG8/CvGT4thduf6AZJfnyKlfIYmSysYDNf+WAtNuR5GywJgB1OUMWLXA0vy/nIoshVUSz+eST7GLRj3fGmsJfD7D0c/UNPZbgdWBIAO6isO9CC3L3SpHDMEtAsE4Aj0WPIjwvR3gwd2vqF09+LZuhBwZIA2EFlndKDydq0X2vmY8GWNFH0V5HoMeTHxWhvBXe7oa1f9Ha2Bq3QZ0kA7KCyTtX8Wp7mqnhZyL0jdUXJflSR6DHkx8Vob4bhuo1bv6w5vp2tOeshWBIAO3DWoWGB/c67Vyq7WCuf/d2sUbF/D/4csw+551qIJG+WCrHt26rbYjGznMEyGW/71VfkNAmuFZ6rEeiyKn5djWK//QC7IPmAZx0cVyESHgfHGPax5Y542S2hnlmF72dR54IAXOvR18JNc51HXwu3TTMfICw8EE+W0wmCIAiCUOZLP/0W/OOT+2AOfSTOL/3sI3XFPb8bwvOR8HC+9JOv3f3wc+RHX2aXy6iiHMfxOM3h7kkpmgvF+kT49F//7j/9QTHR4PhhaahCl+M4Hqc53D0pRXOhWJ8Kn/y778FflWgfQo3xER7jKdQgv/wWnPzmz8GNz5C9O1YueCX8/xQi+fBHX878vmV9irXPD/JgcPpv8jgJcMHw7EERUbi/+gb9xQqML4W7+quvcVB1rAJnt6bi+LYKj//xon/w8/3X04X63QhHeP+//Z0/goTCxLTufvfL1od/9bUsf34Anl/+0s9+9GVw4zMMsXfHM86JD6G+AWWw30+/9ckPVJQc7BO4+BPIkH0s6AJnmUemChUO/u4vhSYOA9D5V9SxCpzdmopjrwoVAE84ErxQO8UYhFOgROOD/J9190d5SqszvpLd+Xry/8nX8F/m98+4Ucod4GK8Sp1yMMhvrBfUsfJW4bLQ2qV8DllfDEyh8EyrK8iBLsL//PXaKXgKJ4EJBmUQ6tlfYiLiv59lJ+jJZ3jl3j0LiP8//Qiqi8zvZ1jLkw87YOktxqJcvs0eKiIOx3+zS/EQmrUsajzmwOqr92f0jepbqR3MA+3dsziFU8BEQ8MAD/J/mcf+jB32H5m/9eEPPlE5QW6/+Zdfy334IvzDp7lLpa5Q4bLQOeTH59lxfV2xv0id0Id2KpwKJRiqAhp5OMZTaITZY3+G7N2Rux9+jwyDL/30v0ORzf2UeZI50MencJUWC5kGuQcFysOxIZNz98OP8nM6VnaFdmufol2R3QtdhD4cKLtQOxVOgVIKTHTsEMAxpSPUt8pK25/Rpbk7AQY/dSIoxfd+n3z+0Sdg9XMwjPm3CrFwHyTzoDtQ4fAUQueX4gH0cOj8K+o464OoW1NxYHui7oUD7L8eLyqfCo+c96HBeCjv/+U30LwQmsLdD7lteAAQBzZ/woXJpyGoLqfPS6B6CvVAUwA1e079Vxd8ipdhHGpwS7gQlMAfZvbe3kmDB6zAWfnQX2yiKdRhjqmiRPmr9xR86i8TLgImMJr8fKh/ZoAAeFBc+eDf93/+ETTm+Ocwl1LF+3+o+9ReJlwGSGASBXxSWtOcAtn1UBOo1IecxVnq7ApyxXkP1ZXlmQk1KQEn2pwJxYWqyGLbX4Kh8vEGfTqDL0bHH/3jfNLjf/5XvDifHcE7oO/Nvkm4LGrMKM/z4oQFupAXCoevyC/FIxrnxiNqZj4EE4GHGnC6IZ+fyGLbX8LjkUoVhekMvvgrOHWhouZJD312BEORJ3+TcGG4eeCshn/Z4X7GAE8ga9AZjAngl9/iziRfmV3E//GDZx/gFFShOfB/9suPNSf8VBMe5EJ/P/mtn3xDnx3hy7JTugHhgnDzgAmM/7gMU/ZndTOl/Q+/p67ILyUfuBwu5fDZfw7McaEq2GF/CYXKLuePwlejKlTU4P4hfPe39dkRCoIx6LcpXA5IYDIaMT9UDmU5lcOOXOjpHMeWATVGwP6c3Xlgds6D6ZfQGdcH7ESu2Sdfo86hksBJD212JLuGtCNcHkzg9/9fni/QUGsTFlnq498PuYxyEFSS6tBCPaJUlf9XgTkuzLl9bNl/DPVP1LSFHir/anUNRZ1PerDJkvuCpzoVLg0l8IefZ+0DGPXahIVKffUXc0w7f//n3PeAC7nfuv9PgTkuqhHy2Pi/CgXdCDXtQs6Fr/4KH3zPuvvD/5QFzmdH8hjUKd6d8KT4BK0WQRAEQRAEQRAagWX9f+vpj/LuxCaJAAAAAElFTkSuQmCC)
Blandet regional utvikling
I de fleste fylkene er markedssituasjonen nøytral eller positiv. Unntaket er Innlandet, hvor det er et betydelig flertall som oppgir at markedssituasjonen er dårlig kontra god.
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)
I alle fylkene venter et flertall svakere situasjon de neste seks månedene. Størst er pessimismen i sør, mens i Troms og Finnmark, Nordland og Trøndelag er utsiktene noe bedre.
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)
Ekstraspørsmål om kostnadsvekst
Et lyspunkt er at kostnadsveksten for bedriftene synes å ha roet seg noe. I oktober meldte 45 prosent av bedriftene at innkjøpsprisene hadde steget mye mer enn normalt de siste tre månedene. Nå svarer 29 prosent at kostnadsveksten er unormalt høy.
- To faktorer kan særlig bidra til å forklare dette: Den ene er at lavere vekst globalt har medført at det har letnet i de globale verdikjedene. Både råvarepriser og fraktrater har falt. Den andre faktoren er den ubehagelig milde vinteren i Europa som har dratt ned kraftforbruk og dermed strømpriser, sier NHOs sjeføkonom Øystein Dørum.
En noe lavere andel av bedriftene, 39 prosent i januar mot 44 prosent i oktober, svarer at de vil øke sine priser mer enn den generelle prisveksten.
- Dette peker mot litt svakere inflasjonsimpulser i norsk økonomi fremover, og er, sett helt isolert, et argument for lavere rente. Vi tror toppen på styringsrenten blir på 3 prosent, dvs. bare et kort knepp unna, fortsetter Dørum.
Godt over halvparten (57 prosent) av bedriftene tror at økte innkjøpspriser og/eller knapphet vil svekke driftsresultatet. I oktober svarte 62 prosent det samme. Hver fjerde bedrift (26 prosent) venter lavere aktivitet som følge av økte innkjøpspriser. Også dette er høyt, men uendret fra oktober.