Česká spořitelna začíná s úrokovými sazbami od 3,54%
15.11.2021
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)
Vyřizujeme hypotéky již 10 let v rámci celé České republiky, pro fyzické i právnické osoby! Nestyďte se a pojďmě vyřešit i Vaši hypotéku, kdykoliv volejte a piště, ptejte se na cokoliv!
Hypotéky pro Brno, Břeclav, Hodonín, Hustopeče, Zlín, Otrokovice, Napajedla, Lužice, Mikulčice, Moravská Nová Ves.
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
|
HYPOTÉKA ČS |
HYPOTÉKA ČS |
DEVELOPEŘI |
Fixace |
do 80% LTV bez PPI |
do 80% LTV s PPI |
do 80% LTV bez PPI |
do 80% LTV s PPI |
80 - 90% LTV bez PPI |
80 - 90% LTV s PPI |
5 |
3,74 |
3,64 |
3,74 |
3,64 |
3,94 |
3,84 |
8 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
10 |
3,64 |
3,54 |
3,64 |
3,54 |
3,84 |
3,74 |
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