Pääsin muuttamaan isompaan asuntoon, 72 m2 ja nyt on tilaa väsätä leffoille pyhitetty huone kokonaan, huoneen mitat on
k 260, l 380 ja s 425, tilasin verkkiksen outletista BenQ TK850 DLP 4K UHD -kotiteatteriprojektori hintaan 769,90€ kun normaali hinta on 1599€.
![BenQ TK850 DLP 4K UHD -kotiteatteriprojektori](https://cdn.verk.net/cdn-cgi/image/w=375,h=234,fit=scale-down,q=75,f=auto,sharpen=0.5/images/29/2_625265-901x686.jpeg)
![](data:image/png;base64,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)
Heittosuhde: 1.13 - 1.47 (100” @ 3.32m) eli saa 345 cm leveän cinemascope (2.39:1) kuvasuhteeseen kuvan eli tuumissa 147", normi 16:9 kuva katsotaan vanhalta Xiaomi Mi Laser 150 ust tykiltä millä saa 116" kuvaa. Täällä hyvä laskuri.
Päätin tilata lycraa taas, mustaa pohjalle ja valkoista päälle, tällä kertaa päätin kokeilla niitata kankaan suoraan seinään rakentamatta kehikkoa, tämä onnistui varsin hyvin, samalla periaatteella kuin kehikkoonkin eli pieni venytys joka niitille, pari korjausliikettä piti tehdä.