![Brazil is now building an even bigger Christ-with-outstretched-arms statue; the new one ("Christ the Protector") will be 43 meters (140 feet) high, versus 38 meters for the existing "Christ the Redeemer." : Brazil is now building an even bigger Christ-with-outstretched-arms statue; the new one ("Christ the Protector") will be 43 meters (140 feet) high, versus 38 meters for the existing "Christ the Redeemer." :](https://i.redd.it/bax89b4e0ms61.jpg)
Brazil is now building an even bigger Christ-with-outstretched-arms statue; the new one ("Christ the Protector") will be 43 meters (140 feet) high, versus 38 meters for the existing "Christ the Redeemer." :
![Geneva, Switzerland - April 15, 2019: Lake of Geneva with its Jet d.Eau or large fountain spraying out of the lake 140 meters or 460 feet high the cit Stock Photo - Alamy Geneva, Switzerland - April 15, 2019: Lake of Geneva with its Jet d.Eau or large fountain spraying out of the lake 140 meters or 460 feet high the cit Stock Photo - Alamy](https://c8.alamy.com/comp/2AJGCX9/geneva-switzerland-april-15-2019-lake-of-geneva-with-its-jet-deau-or-large-fountain-spraying-out-of-the-lake-140-meters-or-460-feet-high-the-cit-2AJGCX9.jpg)
Geneva, Switzerland - April 15, 2019: Lake of Geneva with its Jet d.Eau or large fountain spraying out of the lake 140 meters or 460 feet high the cit Stock Photo - Alamy
![ArtDependence | A New Giant Christ Sculpture Taller than the Famous Rio de Janeiro, is Being Built in Brazil ArtDependence | A New Giant Christ Sculpture Taller than the Famous Rio de Janeiro, is Being Built in Brazil](https://www.artdependence.com/media/10488/106849.jpg?width=569&height=379)
ArtDependence | A New Giant Christ Sculpture Taller than the Famous Rio de Janeiro, is Being Built in Brazil
![SOLVED: 'Ifyou have 140 feet of fencing and want to enclose a rectangular area up against a long: straight wall; what is the largest area you can enclose? WALL Area square feet' SOLVED: 'Ifyou have 140 feet of fencing and want to enclose a rectangular area up against a long: straight wall; what is the largest area you can enclose? WALL Area square feet'](https://cdn.numerade.com/ask_previews/200b9407-b4a6-44aa-82a8-4c3729fff211_large.jpg)