Malik$$s Gaming develops and sells licenses of customized video game applications to customers through a social media network using marketing consultants. They deal in unique license sales $($no resales$).$ Some video games that Malik$$s Gaming sells are fully created in house, while other games are purchased from trusted vendors and sold to Malik Gaming$$s customers. They have hired you to help design a database that reflect the following data needs.

Malik$$s Gaming strives to provide the best possible customer service. To encourage strong salesperson and customer relationships, potential customers are assigned to a salesperson and only that one salesperson assists the customer with each sale. Malik$$s Gaming has two categories of employees and uses a different coding scheme to identify each Cashier and Salesperson $($Cashier#$,$ SalesPerson#$).$

Malik$$s Gaming maintains list prices for apps sold, but each salesperson is allowed to give a reasonable discount off the list price $($although the discount affects the salesperson commission$).$ Each sale can include one or more video game licenses and each sale is registered to a single customer.

Customers can pay off each sale in one of three ways:

$1.$ Payment can be made immediately $($using an online payment method$).$

$2.$ Payment can be made on the $15$th of the following month $($via check or online payment method$).$

$3.$ Monthly payments can be made over the subsequent six months $($via check or online payment method$).$

A Cashier processes each payment, and each customer payment is applied to one or more specific sales invoices. Malik$$s Gaming uses a single bank $($and no plans to change$),$ but they have a number of different cash accounts in their bank. Each customer payment is deposited in full into one cash account.

Question

$1.)$ Draw the conceptual model $$ the E$-$R diagram that models the transaction processing needs described for Malik$$s Gaming, Inc. On this version, show the cashier and salesperson employee entities as separate entities $($and separate relations$).$ Show the maximum and minimum cardinalities for all relationships.

Please Show me the data by drawing it$.$ So I can see it visually instead of listing it$.$