{"id":436787,"date":"2026-07-02T06:29:42","date_gmt":"2026-07-01T21:29:42","guid":{"rendered":"https:\/\/movworks.xyz\/ablog\/?p=436787"},"modified":"2026-08-08T16:04:38","modified_gmt":"2026-08-08T07:04:38","slug":"najbolji-investicijski-fondovi-u-hrvatskoj-4","status":"publish","type":"post","link":"https:\/\/movworks.xyz\/ablog\/najbolji-investicijski-fondovi-u-hrvatskoj-4\/","title":{"rendered":"Najbolji investicijski fondovi u Hrvatskoj"},"content":{"rendered":"<p>Rije\u010d je o umjerenoj investicijskoj strategiji, prikladnoj za srednjoro\u010dna razdoblja od dvije do pet godina. Rije\u010d je o ulaganjima u bankovne depozite i trezorske zapise. Razina volatilnosti tr\u017ei\u0161ta je izuzetno niska, stoga su ovi fondovi prikladni za najkonzervativnije ulaga\u010de. Strategija ulaganja je izrazito kratkoro\u010dna, preporu\u010da se na razdoblje do godinu dana. Investiranje nosi rizik, no pravilno upravljanje rizikom mo\u017ee dovesti do postizanja dugoro\u010dnih financijskih ciljeva. Hrvatski investitori moraju ulo\u017eiti napore u obrazovanje i bolje razumijevanje investiranja kako bi maksimizirali svoje \u0161anse za uspjeh na tr\u017ei\u0161tu kapitala te moraju postaviti realne ciljeve.<\/p>\n<h2>Sustainable fondovi<\/h2>\n<p>Investitori mogu biti doma\u0107i ili strani, pojedinci ili velike korporacije, a njihov cilj je ostvariti dobit i pove\u0107ati <a href=\"https:\/\/scribehow.com\/o\/OF0bgbO9T3O1Qljx7SKukQ\/page\/Imovintera_Recenzija_2026_Moderna_AI_Platforma_za_Pametnije_Online_Trgovanje__UlEPOtYGQPCY0UyhILfLLw\">imovintera ai<\/a> svoj kapital. Na primer, pro\u0161le godine vrednost nema\u010dkih ulaganja iznosila je 223 miliona evra, godinu ranije investicije su iznosile 282 miliona evra, a rekordne su bile 2021. U nastavku mo\u017eete vidjeti popis nekih od najboljih investicijskih fondova u Hrvatskoj. Najspornija ta\u010dka njihovog poslovanja jeste cena Moravskog koridora.<\/p>\n<h3>Rizik<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"investicije\"\/><\/p>\n<p>Va\u0161a sredstva su vam dostupna jer svoje udjele mo\u017eete, na zahtjev, otkupiti kad god se odlu\u010dite. Jovo Rabrenovi\u0107 iz Instituta ekonomskih nauka tvrdi da ta zakonska rje\u0161enja nisu protiv investitora i napominje da sva ulaganja ne\u0107e biti pod kontrolom. Me\u0111utim, neto  gubitak Puteva Srbije porastao je za \u010dak 97 odsto, sa 97,6 miliona na 192,2 miliona evra.<\/p>\n<h3>U Gusinju otvoren vi\u0161enamjenski objekat za socijalne i javne usluge vrijedan 516.000 eura<\/h3>\n<ul>\n<li>Podaci Agencije za statistiku BiH tako\u0111er pokazuju da je tokom 2025.<\/li>\n<li>Mogu\u0107nost ulaska u 29 zemalja \u0161engenskog prostora predstavlja jednu od glavnih prednosti tih programa \u201ezlatnih paso\u0161a\u201c.<\/li>\n<li>Svoje udjele mo\u017eete prodati fondu i sredstva \u0107e vam biti ispla\u0107ena unutar 7 radnih dana.<\/li>\n<li>Novi proizvodni pogon ameri\u010dke kompanije za proizvodnju rashladne tehnike \u201eModine\u201c otvoren je u maju, a investirano je vi\u0161e od 27 miliona evra.<\/li>\n<\/ul>\n<p>Ve\u0107ina fondova nudi mogu\u0107nost minimalnog ulaganja od 50 ili 100 eura. Investitori igraju klju\u010dnu ulogu u razvoju gospodarstva, poti\u010du\u0107i rast investicija i pobolj\u0161anje investicijske klime. Moja \u017eelja je da hrvatski investitori, prepoznaju va\u017enost ulaganja u na\u0161e gospodarstvo, budu oni koji \u0107e imati povrate na ulaganjima u Hrvatskoj, jer strani investitori dolaze, ula\u017eu te imaju povrate na ulaganjima u doma\u0107a poduze\u0107a. Investiranje je klju\u010dni element financijskog planiranja i ostvarivanja dugoro\u010dnih <a href=\"https:\/\/immediategrowth-app.org\/imovintera\/\">imovintera<\/a> ciljeva, no nedostatak razumijevanja i nerealna o\u010dekivanja o povratima mogu predstavljati ozbiljne prepreke. Tako\u0111er, poslovna kultura u Hrvatskoj tako\u0111er igra klju\u010dnu ulogu u razvoju tr\u017ei\u0161ta kapitala. Osnovne karakteristike nov\u010danih fondova su nizak rizik, likvidnost i stabilnost vrijednosti udjela.<\/p>\n<p>Prema podacima Republi\u010dkog zavoda za statistiku, mogu se videti velike oscilacije u dinamici i vrednosti gra\u0111evinskih radova u Srbiji poslednjih godina. Mogu\u0107nost ulaska u 29 zemalja \u0161engenskog prostora predstavlja jednu od glavnih prednosti tih programa \u201ezlatnih paso\u0161a\u201c. Iako su pojedini advokati specijalizovani za imigraciono pravo za CNBC rekli da \u0107e se ultimatum vjerovatno zavr\u0161iti kompromisom, postoji mogu\u0107nost da EU ostane pri  svom stavu. Pru\u017eamo najbolje i najbr\u017ee informacije iz oblasti biznisa i finansija.<\/p>\n<p>Target Date fondovi imaju odre\u0111eni datum dospije\u0107a te predstavljaju jedno investicijsko rje\u0161enje koje odgovara razli\u010ditim ulagateljima. Naime, strategija fonda se mijenja na na\u010din da se prema dospije\u0107u fonda ulaganja u rizi\u010dnije klase imovine postupno zamjenjuju ulaganjem u konzervativnije financijske instrumente s ciljem o\u010duvanja prikupljenih sredstava i zara\u0111enog kapitala. Postoje razli\u010dite vrste investicijskih fondova, ovisno o vrsti vrijednosnih papira u koje uglavnom ula\u017eu sredstva svojih ulagatelja i razini rizika. Ulaganje u investicijske fondove pogodno je kako za konzervativne tako i za dinami\u010dnije <a href=\"https:\/\/imovintera-hr.sbs\/\">https:\/\/imovintera-hr.sbs\/<\/a> ulaga\u010de koji su spremni prihvatiti ve\u0107i rizik.<\/p>\n<p><iframe loading=\"lazy\" width=\"560\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/yInBDlKfjT8?si=XfHXWboqdfxda9rw\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>Statistika obuhvata pravne osobe registrirane u Bosni i Hercegovini koje su bile neposredni investitori, uklju\u010duju\u0107i nefinansijska i finansijska preduze\u0107a, bud\u017eetske korisnike i neprofitne organizacije. Podaci Agencije za statistiku BiH tako\u0111er pokazuju da je tokom 2025. Za investicije u stalna sredstva ispla\u0107eno ukupno 9,189 milijardi KM.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Rije\u010d je o umjerenoj investicijskoj strategiji, pr [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_monsterinsights_skip_tracking":false,"footnotes":""},"categories":[39],"tags":[],"class_list":["post-436787","post","type-post","status-publish","format-standard","hentry","category-trading"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/posts\/436787","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/comments?post=436787"}],"version-history":[{"count":1,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/posts\/436787\/revisions"}],"predecessor-version":[{"id":436788,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/posts\/436787\/revisions\/436788"}],"wp:attachment":[{"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/media?parent=436787"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/categories?post=436787"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/movworks.xyz\/ablog\/wp-json\/wp\/v2\/tags?post=436787"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}