Решили Кого - Новини

... до 6-7 %. Пробизнес ориентираната Свободна демократическа партия (СвДП) и левопопулисткият Алианс на Сара Вагенкнехт се колебаят около прага от 5% за влизане в парламента.

... до 6-7 %. Пробизнес ориентираната Свободна демократическа партия (СвДП) и левопопулисткият Алианс на Сара Вагенкнехт се колебаят около прага от 5% за влизане в парламента.

... до 6-7 %. Пробизнес ориентираната Свободна демократическа партия (СвДП) и левопопулисткият Алианс на Сара Вагенкнехт се колебаят около прага от 5% за влизане в парламента.

... до 6-7 %. Пробизнес ориентираната Свободна демократическа партия (СвДП) и левопопулисткият Алианс на Сара Вагенкнехт се колебаят около прага от 5% за влизане в парламента.

... %, а 8,8 % - през последните няколко дни. Днес са решили за кого да гласуват 7,6 % от избирателите, показват още данните на „Тренд“.

... сила в парламента, като преднината ѝ е с близо 9,3% пред "Продължаваме промяната-Демократична България", която твърдо се позиционира на второ място с подкрепа от 15,4%.

... да говорят на останалите избиратели. Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни.

... за да говорят на останалите избиратели.Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни.

... да говорят на останалите избиратели. Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни.

... за да говорят на останалите избиратели.Очакването на Кольо Колев е да бъде отчетена „за пореден път много ниска избирателна активност“ на вота на 9 юни.

... да говорят на останалите избиратели. Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни.

... за да говорят на останалите избиратели.Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни. FaceBookTwitterPinterest

... за да говорят на останалите избиратели.Очакването на Кольо Колев е да бъде отчетена "за пореден път много ниска избирателна активност" на вота на 9-и юни.

... за парите от нашите данъци, за това кой и как ги разпределя и как ги харчи, какво ще получим, как ще живеем", заключават от агенцията.

... и свободи (ДПС) е центристка политическа партия в България, ползваща се с, да продължат да управляват, има и външен натиск тази некоалиция да се запази.“

... на гнездата. Методът на регистрация на информацията е пряко стандартизирано интервю. Максимално допустим размер на стохастичната грешка при 50%-ни дялове, 95% гаранционна вероятност е ±3,5%.  

... извършено и финансирано отЦентъра за анализи и маркетинг. То е проведено в периода19 – 23октомври сред 804 пълнолетни граждани на София, чрез преки стандартизирани интервюта.

... проведено в периода 19-23 октомври 2023 г. Обемът на извадката е 804 пълнолетни граждани на София, 1% от всички анкетирани съответства на 10 000 души. 

... фаворит. Малко над 60 на сто от анкетираните са на мнение, че отчитането на вота с машина е вярно, а 27% са на обратното мнение. 

... избори е, че гърците които живеят в чужбина, също ще могат да гласуват на 20 май, без да има нужда да се връщат в страната.

... за тях в последните 30 дни. Сред привържениците на „Възраждане“, близо една пета са решили да гласуват за тях в последните няколко дни. Хартия или машина?

... избирателите на ПП-ДБ живеят в столицата. Близо половината (47%) от симпатизантите на ГЕРБ са от областните градове. 77% от електората на ДПС живеят в селата.

... избирателите на ПП-ДБ живеят в столицата. Близо половината (47%) от симпатизантите на ГЕРБ са от областните градове. 77% от електората на ДПС живеят в селата.

... потенциал Петрова вижда в София. Тук ще се реши битката между първия и втория. Шанс да влязат в бъдещия парламент имат "Български възход" и "Левицата".

... и хората се притесняват как ще изкарат зимата и се пускат драматично-апокалиптични сценарии, затова външната политика сега има огромно значение повече от всякога“, подчерта доцентът. 

... Не мисля, че евроатлантическите партии ще стигнат до съгласие или до коалиция, защото за тях отричането на другите е въпрос за базова идентичност“, коментира Александров. 

... при по-възрастните хора, при хората над 60 г.. Изследването обаче показва друг проблем: "Има хора, които не могат и няма да гласуват, защото нямат лична карта".

... общност има интерес да гласува и е лоялна към изборите и политиците. Според нея ромите са по-политически отговорни към процесите, които се случват в страната.

... дават обещания и после не ги изпълняват, посочи Миглена Михайлова от ПРК. Според нея ромите се интересуват от изборите. Купуването и продаването на гласове е престъпление.

... което ще доведе и до по- висока избирателна активност. До момента дори не стигаме нивата, които имахме през есента на 2001“. Последвайте Епицентър.БГ вече и в !  

... политизиране на обществото ни, което ще доведе и до по- висока избирателна активност. До момента дори не стигаме нивата, които имахме през есента на 2001“.

... други влиятелни представители на руския елит обмислят различни варианти за сваляне на Путин от власт. По-специално, не е изключено отравяне, внезапно заболяване или друга „злополука”.

... "Червените линии" на публично място много лесно се слагат, така че ще говорим за компромиси", коментира политологът.Вижте целия разговор във видеото.Харесайте страницата ни във Facebook

... { answer: `Не` }, { answer: `Не ме касае` } ], answered: false } ]; var quiz_2021_parties = { isPP: { name: `Продължаваме Промяната`, logo: 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

... полза на Фандъкова."Дори да има известно разколебаване, известно преместване на гласове, те не са категорични да отиват единствено към една от претендентките", отбеляза Боряна Димитрова.

... 10% на Манолова за балотажа Кмет на русенско село управлява вече четвърт векМанолова: Предложението на БНТ е ясно и то не включва екипа на Фандъкова

... и финансирано от bTV и е проведено чрез пряко интервю по домовете с 800 пълнолетни жители на София с право да гласуват в местния вот.

... подготвят Мария Илиева за образа на Кийт Флинт Варта срещу Петко в битка за оставане в Hell’s Kitchen За светлината в красивото, божественото и любовта

... динамична. „Такъв тип проучвания не могат да бъдат прогноза за изборите, но могат да ни ориентират как се движат настроенията на хората”, посочва още Славкова.

... динамична. „Такъв тип проучвания не могат да бъдат прогноза за изборите, но могат да ни ориентират как се движат настроенията на хората”, посочва още Славкова.

... динамична. „Такъв тип проучвания не могат да бъдат прогноза за изборите, но могат да ни ориентират как се движат настроенията на хората”, посочва още Славкова

... които залагаме всеки месец в индекса „24 Тренд“ за оптимизъм / песимизъм, както и оценка за работата на основните институции, не се забелязва съществена динамика. 

... утре започва в 10 часа българско време и ще приключи в 21, първите прогнозни резултати можем да очакваме 15 минути преди края на изборния ден.

... браним демокрацията в Германия”, обяви Шулц.В неделя право на глас имат и 6 млн. германци с мигрантски произход. Те са около 10 процента от гласоподавателите.

... 39 процента са казали, че още са несигурни как ще гласуват.Проучването е направено от 12 до 14 септември, като за целта са запитани 1383 избиратели.

... На второ място са социалдемократите на Мартин Шулц с 24.5%. Доверието към Мартин Шулц, дори сред симпатизантите на партията му, е намаляло през последните месеци.