Jm Tiling. |
Posted: August 1, 2020 |
Tiling Services summary.Content Our electric grid would certainly shut down and also we would certainly shed power. Pipes would damage down or back up, and also we would certainly all be swimming in our own waste. It may appear type of dystopian, however in fact our facilities is crumbling prior to our eyes. The American Society of Civil Designers prices it as a D+. 60 Minutes, just today, did a feature on America's crumbling facilities. This is often taken to mean that you must discover something you appreciate, after that obtain abilities in that field. Really, it works the other way around; find a means to utilize your abilities, no matter what those abilities are, as well as you'll be passionate concerning your work. I will not go into that in detail right here, but consider that area a reviewed from the previous piece. All over the country, the proficient tradesman remains in need. Ceramic Floor Tile Installment CostHow long does it take to tile a floor?Cost To Retile Bathroom The cost to retile a bathroom ranges between $1,000 and $10,000. The average cost to retile bathrooms is $12.50 per square foot. Able Abilities devoted Tiling Centre has all of the centers that you will certainly find once you are working within the Tiling industry. Off the top of my head, I would certainly have to state 3 days maximum to tile, grout as well as tidy up tiles. It's effort, and also you'll likely need to purchase, borrow or rent out some of the needed devices and equipment. $ 45-- $100|Hand devices including hammers, a prybar, sculpt established and flooring scrape. If you have the ways of carrying it to the landfill, disposal-- Paying the company that eliminated the ceramic tile to likewise dispose of it will cost more than. One of the factors that Mike Rowe hammers residence in his publication, Exceptionally Disconnected, is that Americans are detached from the important things that keep our lives and also society running on a daily basis. Without the professions, our society would literally fall apart. Cars would certainly break down as well as not be fixed, and new cars and trucks wouldn't be made to replace them. What do you call a tiler?On average, though, tilers charge anywhere from $45 to $150 per hour. You are more likely to be quoted a per square metre rate, ranging from $35 per square metre to $120 per square metre. $60 per square metre is the average for laying bathroom tiles. Escher described that "No solitary component of all the series, which from definitely away increase like rockets perpendicularly from the restriction and are at last lost in it, ever reaches the limit line." Next to the various tilings by routine polygons, tilings by various other polygons have actually also been studied. In 1619 Johannes Kepler made an early recorded research study of tessellations. He wrote about routine and also semiregular tessellations in his Harmonices Mundi; he was potentially the first to check out and to clarify the hexagonal structures of honeycomb as well as snowflakes. Any type of tiler worth his salt will certainly have delighted previous customers that are spurting in their appreciation. Now That We have actually Reviewed One Of The Most Suitable Instructions To Lay Your Timber Flooring, Let's Currently Think about ...Do not hesitate to go back to our site to submit your very own project information and costs once you've had actually the job done. The ceramic tiles are typically needed to be homeomorphic to a closed disk, which indicates bizarre shapes with holes, dangling line segments or limitless areas are excluded. Floret pentagonal tiling, dual to a semiregular tiling as well as among 15 monohedral government tilings. Triangular tiling, one of the three routine tilings of the airplane. Damp Floor Tile Saw Or Snap Ceramic Tile Cutter
If they do not they probably aren't what they claim to be. In the last write-up, I mentioned the false notion that one needs to "follow your enthusiasm" in order to enjoy at work. See our supplies checklist listed below if you select to do the work yourself. Powered devices can be rented out from several rental centers as well as residence enhancement stores. Hiring a handyman for this job may show to be the best selection for lots of, as they can can be found in, obtain it done and throw away it for an economical price. It includes cost elements plus itemized costs for materials as well as labor. We have actually likewise collected prices from homeowners to send costs from their floor tile eliminating project. The considerable fracture networks that develop often produce hexagonal columns of lava. One example of such a selection of columns is the Giant's Causeway in Northern Ireland. Tessellations often appeared in the visuals art of M. C. tiler dublin was motivated by the Moorish use of balance in places such as the Alhambra when he saw Spain in 1936. Aid Obtaining Fingernail Gloss Off Tile GroutYour regional recycling facility could also take it, which can be your cheapest price option. A final alternative for those with regional garbage and reusing pickup is to put 15-30lbs of it weekly into your rubbish container or reusing bin for pickup. These variables will identify where on the cost spectrum your ceramic tile elimination price drops. Escher made 4 "Circle Limit" illustrations of tilings that make use of hyperbolic geometry. For his woodcut "Circle Limit IV", Escher prepared a pencil and ink research study revealing the required geometry. How much does it cost to tile a small bathroom UK?You need at least 2 days to fit, plus half a day to grout & finish off. Several patterns in nature are formed by splits in sheets of products. These patterns can be explained by Gilbert tessellations, additionally called random fracture networks. The Gilbert tessellation is a mathematical design for the development of mudcracks, needle-like crystals, and similar structures. Basaltic lava moves often display columnar jointing as an outcome of tightening pressures triggering fractures as the lava cools. This worry over compensation most definitely looms impends huge in holding teenagers back from considering professions job. And also while money is not one of the most significant consider establishing a career, it is certainly important. The presumption is that the income ceiling is higher for white collar job than it is for blue collar. Those who are drawing in a million a year aren't tradesperson; the substantial bulk are college grads. However these really wealthy people represent a little percent of the workforce. https://buttergoal37.bladejournal.com/post/2020/08/01/Tiler-Hourly-Pay-In-United-Kingdom. ='float:left;margin-right:10px;' 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" 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