Installation guide

Sms4Domino Help
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Example
ExampleExample
Example 1
11
1
Instance FRANCE/Sms4Domino
By preference this instance should send all SMS messages to +33 numbers. The

operator cost for sending another country is 10 times higher than sending to France.
The cost for sending to France is 5 units.
Instance BELGIUM/Sms4Domino
By preference this instance should send all SMS messages to +32 numbers. The

operator cost for sending another country is 5 times higher than sending to Belgium. The
cost for sending to Belgium is 10 units.
It requires four Instance Routing Rule documents.
Document 1
Rule name: France_local
Sms received by: *
Number pattern: ^\+33.* - phone number must
match
When transmitted by FRANCE/Sms4Domino
Fixed cost: 5 units
Replication cost: 0 units
Queuing cost: 0 units
Document 2
Rule name: France_foreign
Sms received by: *
Number pattern: ^\+33.* - phone number may
not match
When transmitted by FRANCE/Sms4Domino
Fixed cost: 50 units
Replication cost: 0 units
Queuing cost: 0 units
Document 3
Rule name: Belgium_local
Sms received by: *
Number pattern: ^\+32.* - phone number must
match
When transmitted by BELGIUM/Sms4Domino
Fixed cost: 10 units
Replication cost: 0 units
Queuing cost: 0 units
Document 4
Rule name: Belgium_foreign
Sms received by: *
Number pattern: ^\+32.* - phone number may
not match
When transmitted by BELGIUM/Sms4Domino
Fixed cost: 50 units
Replication cost: 0 units
Queuing cost: 0 units
Suppose Pierre - an employee working in France - deposits his mail for
Suzanne@[phone]@Sms in the Sms4Domino database in France. Sms4Domino France
finds 2 rules that match the number pattern: France_local and Belgium_foreign. The first has a
cost of 5 units; the other a cost of 100 units. The Sms will be transmitted by the France instance.
Suppose Hilde - an employee working in Belgium - deposits her mail for
Jean@[phone]@Sms in the Sms4Domino database in Belgium. Sms4Domino Belgium
finds the same 2 rule documents that match the number pattern: France_local and
Belgium_foreign. The first has a cost of 5 units; the other a cost of 100 units. The Sms will be