The function has$\_$trees takes a dictionary a$\_$dict that stores the tree number of countries per square kilometer in country:number pair, and an integer

trees$\_$per$\_$square. It returns a Python list with the names of countries with more than trees$\_$per$\_$square trees per square kilometer. Complete the

implementation for

def has$\_$trees$($a$\_$dict, trees$\_$per$\_$square$)$ :$[\text{'}$Canada$\text{'},$ 'United States'$]\text{'}$Brazil$\text{'}$: $25630,$ 'United States': $10220,$ 'Mexico': $6230,$ 'France': $2560,$ 'Tonga':

$391,$ 'Suriname': $328910,$ 'Canada': $96020\}[\text{'}$Guyana$\text{'},$ 'Bolivia', 'Russia', 'Sweden', 'Brazil', 'United States', 'Suriname', 'Canada'$][\text{'}$Guyana$\text{'},$ 'Bolivia', 'Russia', 'Sweden', 'Suriname', 'Canada'$][\text{'}$Guyana$\text{'},$ 'Bolivia', 'Russia', 'Suriname', 'Canada'$][\text{'}$Guyana$\text{'},$ 'Bolivia', 'Suriname', 'Canada'$][\text{'}$Guyana$\text{'},$ 'Suriname', 'Canada'$][\text{'}$Guyana$\text{'},$ 'Suriname'$][\text{'}$Suriname$\text{'}]$

$"""$

lst $=$

for item in $[$ Select$]$

$if{a}_d$ict $[Select]vv[$ Select $]$

lst $.$ append