Difference between revisions of "Pozycjonowanie Witryn Internetowych Internetowych Od Za"
Facereward4 (talk | contribs) (Created page with "Odrzucić da się bez cienia wątpliwości określić czasu niezbędnego na osiągnięcie zaplanowanych celów w procedury SEO. Czas ów można szacować, bazując...") |
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Latest revision as of 01:36, 18 April 2021
Odrzucić da się bez cienia wątpliwości określić czasu niezbędnego na osiągnięcie zaplanowanych celów w procedury SEO. Czas ów można szacować, bazując na posiadanym poznaniu lub znajomości poszczególnej branży. Wraz wraz z wzrostem widoczności w Internecie oraz prac optymalizujących współczynnik konwersji docierasz do większej liczby potencjalnych odbiorców, dzięki czemu zdołasz zwiększyć swoje zyski. W tabeli poniżej znajduje się kilka określonych czynników rankingowych wraz z różnych obszarów. Rezultaty wyszukiwania Google wolno podzielić na kilka rodzajów.
Warto rozumieć, że urządzenia mobilne, z miesiąca pod miesiąc zdobywają coraz to większy udział pośród użytkowników wyszukiwarek. By algorytm mógł umieścić Twoją stronę wyżej w wynikach poszukiwania, warto zadbać na temat czas wczytywania się witryny www. To, jak aktualnie liczy się najbardziej – widzialność w sieci.
Wykonanie kompleksowego audytu pozwoli namierzyć wszystkie problemy optymalizacyjne strony pod kątem POZYCJONOWANIE. Audyt odpowiada dzięki problemy ze strukturą strony internetowej, meta tagimi, kluczowymi podstronami w serwisie czy kłopoty z indeksowaniem. Przebywamy doświadczoną agencją pochodzące z transparentnymi działaniami.
pozycjonowanie stron google cennik ='float:left;margin-right:10px;' 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" width="309px" alt="frazy do pozycjonowania strony"/>
Zasada Pareto wskazuje, że niejednokrotnie 20% klientów / produktów odpowiada zbytnio 80% przychodów. Pochodzące z tego powodu, w trakcie współpracy, będziemy starali się jak najtrafniej określić sobie tego rodzaju grupę docelową gwoli Twojego biznesu (produktu, usługi). W sytuacji pozycjonowania, pozycjonowanie witryn www można oceniać mierząc efekty pod postacią odmian w wynikach wyszukiwania Google oraz ze względu na przełom z inwestycji po skuteczne pozycjonowanie witryn internetowych www.
W pierwszej sekwencji przeprowadzany audyt witryny klienta, którego zamiarem jest zbadanie obecnej kondycji strony pod spodem względem seo dzięki wcześniej uzgodnione frazy. Przeanalizujemy Twój portal od strony technicznej, zbadamy m. in. kod, adresy URL, metatagi, strukturę zawartości, linkowanie wewnętrzne, plan nawigacji, szybkość funkcjonowania, obecny profil linków przychodzących, widoczność po social mediach. Z jakiego powodu warto zapewnić stronie silną pozycję przy wynikach wyszukiwania?
Przypuszczenie jest takie, że skoro treść odrzucić została od razu załadowana na witrynie, to jest kobieta mało ważna. Skrót SEM pochodzi od momentu wyrażenia Search Engine Marketing czyli reklama w wyszukiwarkach. POZYCJONOWANIU jest procesem długofalowym w którym Gdyby faktycznie było, pozycjonowanie stron internetowych nie byłoby tak popularne i uważane za istotne. Im innym są płatne działania w Reklamowej adwords, a czego innego dotyczą wysokie rezultaty w wyszukiwarce zdobyte dbałością o części witryny internetowej. Struktura reklamowy AdWords zwiększa zasięgi i wpływa na aktywność klientów w serwisie, ale jedynie przez czas, który to został opłacony. Wielokrotnie powtarza się, iż wypozycjonowanie strony zrobi, że będzie kobieta stale na najwyższych miejscach w wynikach wyszukiwania. Należy ją stale kontrolować oraz weryfikować czy odmienne witryny nie wyprzedzają Twojej.
- Za umieszczanie linków (tzw. link building) na witrynach wysokiego standardu pobierane są przez ich właścicieli należności.
- Zależy Ci na osiąganiu najwyższych wyników w całej wyszukiwarce, ale nie posiadasz pojęcia o pozycjonowaniu i potrzebujesz pomocy?
- Środkiem do osiągnięcia celu jest stosowne dostosowaniestrony www dla algorytmów wyszukiwarek oraz aktywna promocja strony www pozycjonowanie stron koszt .
- Do tej pory przedstawiliśmy wiele argumentów pokazujących, że zdecydowanie należałoby jest decydować się na pozycjonowanie swojej strony internetowej.
Warto rozumieć, że urządzenia mobilne, z miesiąca pod miesiąc zdobywają coraz to większy udział pośród użytkowników wyszukiwarek. By algorytm mógł umieścić Twoją stronę wyżej w wynikach poszukiwania, warto zadbać na temat czas wczytywania się witryny www. To, jak aktualnie liczy się najbardziej – widzialność w sieci.
Reklama Ads Dzięki Słowa Kluczowe W Celu Sklepu (
Wykonanie kompleksowego audytu pozwoli namierzyć wszystkie problemy optymalizacyjne strony pod kątem POZYCJONOWANIE. Audyt odpowiada dzięki problemy ze strukturą strony internetowej, meta tagimi, kluczowymi podstronami w serwisie czy kłopoty z indeksowaniem. Przebywamy doświadczoną agencją pochodzące z transparentnymi działaniami.
pozycjonowanie stron google cennik ='float:left;margin-right:10px;' 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" width="309px" alt="frazy do pozycjonowania strony"/>
Zasada Pareto wskazuje, że niejednokrotnie 20% klientów / produktów odpowiada zbytnio 80% przychodów. Pochodzące z tego powodu, w trakcie współpracy, będziemy starali się jak najtrafniej określić sobie tego rodzaju grupę docelową gwoli Twojego biznesu (produktu, usługi). W sytuacji pozycjonowania, pozycjonowanie witryn www można oceniać mierząc efekty pod postacią odmian w wynikach wyszukiwania Google oraz ze względu na przełom z inwestycji po skuteczne pozycjonowanie witryn internetowych www.
Pogo Sticking, Czyli Uciekanie Wraz Ze Strony I Dobór Innej W Rezultatach Wyszukiwaniazobacz
W pierwszej sekwencji przeprowadzany audyt witryny klienta, którego zamiarem jest zbadanie obecnej kondycji strony pod spodem względem seo dzięki wcześniej uzgodnione frazy. Przeanalizujemy Twój portal od strony technicznej, zbadamy m. in. kod, adresy URL, metatagi, strukturę zawartości, linkowanie wewnętrzne, plan nawigacji, szybkość funkcjonowania, obecny profil linków przychodzących, widoczność po social mediach. Z jakiego powodu warto zapewnić stronie silną pozycję przy wynikach wyszukiwania?
Przypuszczenie jest takie, że skoro treść odrzucić została od razu załadowana na witrynie, to jest kobieta mało ważna. Skrót SEM pochodzi od momentu wyrażenia Search Engine Marketing czyli reklama w wyszukiwarkach. POZYCJONOWANIU jest procesem długofalowym w którym Gdyby faktycznie było, pozycjonowanie stron internetowych nie byłoby tak popularne i uważane za istotne. Im innym są płatne działania w Reklamowej adwords, a czego innego dotyczą wysokie rezultaty w wyszukiwarce zdobyte dbałością o części witryny internetowej. Struktura reklamowy AdWords zwiększa zasięgi i wpływa na aktywność klientów w serwisie, ale jedynie przez czas, który to został opłacony. Wielokrotnie powtarza się, iż wypozycjonowanie strony zrobi, że będzie kobieta stale na najwyższych miejscach w wynikach wyszukiwania. Należy ją stale kontrolować oraz weryfikować czy odmienne witryny nie wyprzedzają Twojej.