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The Expert Key on Gambling Uncovered
In the late 19th century, the government unveiled a licensing method for that fantan houses . It is described that over 200 playing houses were necessary to pay gambling rent to the government. The second gambling house monopoly concession was granted for the Tai Heng Organization in 1937. The company seemed to be, however, also conservative to totally exploit the economic potential of playing.

What is a gambler called?

better, bettor, punter, wagerer. someone who bets. bookie, bookmaker. a gambler who accepts and pays off bets (especially on horse races)


You are allowed to deduct any money you lose playing from your winnings for duty purposes. However, gambling deficits more than what you win may possibly not be claimed as being a tax write-off.

Are tattoos a sin?

The verse in the Bible that most Christians make reference to is Leviticus 19:28, which says,”You shall not make any cuttings in your flesh for the dead, nor tattoo any marks on you: I am the Lord.” So, why is this verse in the Bible?


Then there is a 9.1% decrease in 1999, probably due to internet gaming. After the handover of the Macau from Portugal to China and taiwan, the SAR released gaming licenses to others in order to get rid of the monopoly played by STDM.
When I gone inside the internet casino here, though, the first thing I noticed was initially Koreans. Of course, these were working there, despite the fact there wasn’t much work to do because there were hardly any gamblers. Based on the World Casino Directory site, you can find 23 casinos in South Korea spread throughout the country. But for legal reasons, there’s only 1 - the Kangwon Terrain Casino & Hotel room, located in a remote place around 55 miles from Pyeongchang - where South Korean citizens are allowed to gamble.
In 2002, the government signed concession contracts with two Macau gambling companies, Wynn Holiday resort Ltd. and Galaxy Casino. This opened the gambling marketplace for competition and increased authorities tax revenue substantially. At this moment, according to established statistics, gambling fees shape 70% of Macau's authorities income. So that they can generate revenues for the government, wagering in Macau was initially legalized because of the Portuguese government in 1849.

Though the sellers spoke English, it had been a pretty standard setup, and something of them was initially very deliberate both in dealing the credit cards and painstakingly hand-shuffling the six-deck shoe. Even as somebody who likes casinos, it wasn’t an especially pleasant experience.
Macau's 2018 grew 13% over the prior 12 months, but this lagged behind the 41% development in emerging casino markets in Singapore, South Korea, the Philippines and Australia, in accordance with Fitch Ratings. In 2019 gambling establishment earnings got to their lowest level in three years. The so-called "Monte Carlo of the Orient", Macau's economy relies heavily on gambling. Nowadays, the gaming industry creates over 40% on the GDP of Macau.
gambling
Horse-racing mainly takes place every Tuesday and Saturday or Sunday on the race-course within the Taipa Island of Macau. The race-course has an area of 450,000 square metres and 18,000 car seats for gamblers, and it is open limited to persons over 18 years of age. An array of games are available, including roulette, blackjack, baccarat, boule, Sic bo, Lover Tan, keno and slots.
gambling
Since the early 1960s, around 50% of Macau's standard revenue may be driven by playing. In 1998, 44.5% of whole government revenue was basically made by the direct tax on gambling.
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width="306px" alt="gambling"/>
Macau provides 41 casinos , which the biggest is The Venetian Macao. Twenty-four casinos can be found on the Macau Peninsula and 17 on Taipa Island or the Cotai Remove. They all function under a federal franchise and under a standard set of rules. However, the playing industry can be a source of instability within the Macau economy, because the nature of gaming business isn't susceptible to technical advancement or output growth. The gambling organization is still influenced by the wealth of some other Asian economies, specially that of China and taiwan.