OpenSCAP /
oval-graph
| Total Complexity | 6 |
| Total Lines | 57 |
| Duplicated Lines | 0 % |
| Coverage | 100% |
| Changes | 0 | ||
| 1 | 1 | import uuid |
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| 2 | |||
| 3 | 1 | from .oval_node import OvalNode |
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| 4 | |||
| 5 | |||
| 6 | 1 | class _BuilderOvalTree: |
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| 7 | |||
| 8 | 1 | @staticmethod |
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| 9 | def _definition_dict_to_node(dict_of_definition): |
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| 10 | 1 | children = [] |
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| 11 | 1 | for child in dict_of_definition['node']: |
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| 12 | 1 | if 'operator' in child: |
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| 13 | 1 | children.append( |
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| 14 | _BuilderOvalTree._definition_dict_to_node(child)) |
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| 15 | else: |
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| 16 | 1 | children.append( |
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| 17 | OvalNode( |
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| 18 | node_id=child['value_id'], |
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| 19 | node_type='value', |
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| 20 | value=child['value'], |
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| 21 | negation=child['negate'], |
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| 22 | comment=child['comment'], |
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| 23 | tag=child['tag'], |
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| 24 | test_result_details=child['test_result_details'], |
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| 25 | )) |
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| 26 | |||
| 27 | 1 | return OvalNode( |
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| 28 | node_id=_BuilderOvalTree._get_id_defintion(dict_of_definition), |
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| 29 | node_type='operator', |
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| 30 | value=dict_of_definition['operator'], |
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| 31 | negation=dict_of_definition['negate'], |
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| 32 | comment=dict_of_definition['comment'], |
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| 33 | tag=dict_of_definition['tag'], |
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| 34 | children=children, |
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| 35 | ) |
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| 36 | |||
| 37 | 1 | @staticmethod |
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| 38 | def _get_id_defintion(dict_of_definition): |
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| 39 | 1 | if 'definition_id' in dict_of_definition: |
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| 40 | 1 | return dict_of_definition['definition_id'] |
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| 41 | 1 | return str(uuid.uuid4()) |
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| 42 | |||
| 43 | 1 | @staticmethod |
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| 44 | def get_oval_tree_from_dict_of_rule(rule): |
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| 45 | 1 | dict_of_definition = rule['definition'] |
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| 46 | 1 | dict_of_definition['node']['definition_id'] = rule['definition_id'] |
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| 47 | 1 | return OvalNode( |
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| 48 | node_id=rule['rule_id'], |
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| 49 | node_type='operator', |
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| 50 | value='and', |
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| 51 | negation=False, |
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| 52 | comment=dict_of_definition['comment'], |
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| 53 | tag="Rule", |
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| 54 | children=[ |
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| 55 | _BuilderOvalTree._definition_dict_to_node( |
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| 56 | dict_of_definition['node'])], |
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| 57 | ) |
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| 58 |
