The shopping center cannot be built unless a zoning change is approved by the town council.$$ The planning board must first make a recommendation, for or against the zoning change, to the council. A study of past decisions by the town council showed that $70\%$ of the proposed zoning change proposals were approved by the town council, $30\%$ were rejected. The decisions were not always consistent with the planning board recommendations. Among the proposals approved by the town council, $20\%$ received negative recommendations from the planning board. Among the proposals rejected by town council, $10\%$ received positive recommendations from the planning board.

The planning board has recommended against the zoning change. What is the probability that the town council will reject the zoning change?

NOTE: PROBABLITY IS A NUMBER BETWEEN $0$ AND $1.$ fOR EXAMPLE, $10\%$ PROBABILITY IS $0\mathrm{.}1.$ WRITE YOUR ANSWER USING $3$ DECIMAL DIGITS. DO NOT ROUND UP OR DOWN