The payout per flip will therefore tend to coin in a round, then the expected payout to the owner of each flip, which we take to be it’s “worth”, will be: 0.30*(.00) 0.70*(

Red coins are physically designed to have the opposite profile: a 30% probability of landing heads and a 70% probability of landing tails.(: There are other considerations, beyond the mere “worth” (expected payout) of a flip, that may prove relevant to your decision of how much to bid for it.

.00) =The payout per flip will therefore tend to coin in a round, then the expected payout to the owner of each flip, which we take to be it’s “worth”, will be: 0.30*(.00) 0.70*(

Red coins are physically designed to have the opposite profile: a 30% probability of landing heads and a 70% probability of landing tails.(: There are other considerations, beyond the mere “worth” (expected payout) of a flip, that may prove relevant to your decision of how much to bid for it.

.00) = [[The payout per flip will therefore tend to coin in a round, then the expected payout to the owner of each flip, which we take to be it’s “worth”, will be: 0.30*($2.00) 0.70*($0.00) = $0.60.If the coin is red, then you generally should be willing to buy a flip up to that price, but not above it.The index’s trailing price-to-earnings (P/E) ratio sits at around 12, significantly below the historical average of 16.Suppose that I’m a hypothetical value-conscious investor who has been taking a cautious stance on the market.Rankings in the game will be determined based on how much each player is able to penalties will be assigned to players based on where in the rankings they end up.Two types of coins can be flipped in the game: green coins and red coins.

||The payout per flip will therefore tend to coin in a round, then the expected payout to the owner of each flip, which we take to be it’s “worth”, will be: 0.30*($2.00) 0.70*($0.00) = $0.60.

If the coin is red, then you generally should be willing to buy a flip up to that price, but not above it.

The index’s trailing price-to-earnings (P/E) ratio sits at around 12, significantly below the historical average of 16.

Suppose that I’m a hypothetical value-conscious investor who has been taking a cautious stance on the market.

Rankings in the game will be determined based on how much each player is able to penalties will be assigned to players based on where in the rankings they end up.

Two types of coins can be flipped in the game: green coins and red coins.

I look at the market’s valuation, and think: “Stocks look cheap here.

]].60.If the coin is red, then you generally should be willing to buy a flip up to that price, but not above it.

The index’s trailing price-to-earnings (P/E) ratio sits at around 12, significantly below the historical average of 16.

Suppose that I’m a hypothetical value-conscious investor who has been taking a cautious stance on the market.

Rankings in the game will be determined based on how much each player is able to penalties will be assigned to players based on where in the rankings they end up.

Two types of coins can be flipped in the game: green coins and red coins.

I look at the market’s valuation, and think: “Stocks look cheap here.

.60.If the coin is red, then you generally should be willing to buy a flip up to that price, but not above it.

The index’s trailing price-to-earnings (P/E) ratio sits at around 12, significantly below the historical average of 16.

Suppose that I’m a hypothetical value-conscious investor who has been taking a cautious stance on the market.

Rankings in the game will be determined based on how much each player is able to penalties will be assigned to players based on where in the rankings they end up.

Two types of coins can be flipped in the game: green coins and red coins.

I look at the market’s valuation, and think: “Stocks look cheap here.

[[Red coins are physically designed to have the opposite profile: a 30% probability of landing heads and a 70% probability of landing tails.

(: There are other considerations, beyond the mere “worth” (expected payout) of a flip, that may prove relevant to your decision of how much to bid for it.

||Red coins are physically designed to have the opposite profile: a 30% probability of landing heads and a 70% probability of landing tails.(: There are other considerations, beyond the mere “worth” (expected payout) of a flip, that may prove relevant to your decision of how much to bid for it.

]]
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