Query time 0.00118
JSON explain
{
"query_block": {
"select_id": 1,
"cost_info": {
"query_cost": "73.86"
},
"grouping_operation": {
"using_temporary_table": true,
"using_filesort": false,
"nested_loop": [
{
"table": {
"table_name": "cscart_discussion",
"access_type": "range",
"possible_keys": [
"object_id"
],
"key": "object_id",
"used_key_parts": [
"object_id",
"object_type"
],
"key_length": "6",
"rows_examined_per_scan": 64,
"rows_produced_per_join": 64,
"filtered": "100.00",
"index_condition": "((`nuie_scalesta_net`.`cscart_discussion`.`object_id` in (84911,87981,84687,84709,88027,88024,84708,84749,88042,87974,84271,87991,87966,84270,88033,88007,84269,93150,93154,93156,93789,93795,94448,94804,94805,94806,94809,94832,95753,95786,95788,95885,95886,95887,95888,96117,96118,96176,98036,98037,98038,98229,98233,98325,98882,98883,98884,98885,99136,99145,99153,99154,99158,99167,99181,99185,99187,99202,99205,99212,99220,100386,100387,100434)) and (`nuie_scalesta_net`.`cscart_discussion`.`object_type` = 'P'))",
"cost_info": {
"read_cost": "38.41",
"eval_cost": "6.40",
"prefix_cost": "44.81",
"data_read_per_join": "1K"
},
"used_columns": [
"thread_id",
"object_id",
"object_type",
"type"
]
}
},
{
"table": {
"table_name": "cscart_discussion_posts",
"access_type": "ref",
"possible_keys": [
"thread_id",
"thread_id_2"
],
"key": "thread_id",
"used_key_parts": [
"thread_id"
],
"key_length": "3",
"ref": [
"nuie_scalesta_net.cscart_discussion.thread_id"
],
"rows_examined_per_scan": 1,
"rows_produced_per_join": 64,
"filtered": "100.00",
"cost_info": {
"read_cost": "16.00",
"eval_cost": "6.40",
"prefix_cost": "67.21",
"data_read_per_join": "28K"
},
"used_columns": [
"post_id",
"thread_id",
"status"
],
"attached_condition": "<if>(is_not_null_compl(cscart_discussion_posts), (`nuie_scalesta_net`.`cscart_discussion_posts`.`status` = 'A'), true)"
}
},
{
"table": {
"table_name": "cscart_discussion_rating",
"access_type": "ALL",
"possible_keys": [
"PRIMARY",
"thread_id"
],
"rows_examined_per_scan": 1,
"rows_produced_per_join": 64,
"filtered": "100.00",
"using_join_buffer": "hash join",
"cost_info": {
"read_cost": "0.25",
"eval_cost": "6.40",
"prefix_cost": "73.86",
"data_read_per_join": "1024"
},
"used_columns": [
"rating_value",
"post_id",
"thread_id"
],
"attached_condition": "<if>(is_not_null_compl(cscart_discussion_rating), ((`nuie_scalesta_net`.`cscart_discussion_rating`.`post_id` = `nuie_scalesta_net`.`cscart_discussion_posts`.`post_id`) and (`nuie_scalesta_net`.`cscart_discussion_rating`.`thread_id` = `nuie_scalesta_net`.`cscart_discussion`.`thread_id`) and (`nuie_scalesta_net`.`cscart_discussion_rating`.`rating_value` <> 0)), true)"
}
}
]
}
}
}
Result
| product_id |
average_rating |
discussion_type |
discussion_thread_id |
| 84269 |
|
D |
92307 |
| 84270 |
|
D |
92308 |
| 84271 |
|
D |
92309 |
| 84687 |
|
D |
92725 |
| 84708 |
|
D |
92746 |
| 84709 |
|
D |
92747 |
| 84749 |
|
D |
92787 |
| 84911 |
|
D |
92949 |
| 87966 |
|
D |
96004 |
| 87974 |
|
D |
96012 |
| 87981 |
|
D |
96019 |
| 87991 |
|
D |
96029 |
| 88007 |
|
D |
96045 |
| 88024 |
|
D |
96062 |
| 88027 |
|
D |
96065 |
| 88033 |
|
D |
96071 |
| 88042 |
|
D |
96080 |
| 93150 |
|
B |
101290 |
| 93154 |
|
B |
101294 |
| 93156 |
|
B |
101296 |
| 93789 |
|
B |
101929 |
| 93795 |
|
B |
101935 |
| 94448 |
|
B |
102594 |
| 94804 |
|
B |
102976 |
| 94805 |
|
B |
102977 |
| 94806 |
|
B |
102978 |
| 94809 |
|
B |
102981 |
| 94832 |
|
B |
103004 |
| 95753 |
|
B |
103925 |
| 95786 |
|
B |
103958 |
| 95788 |
|
B |
103960 |
| 95885 |
|
B |
104057 |
| 95886 |
|
B |
104058 |
| 95887 |
|
B |
104059 |
| 95888 |
|
B |
104060 |
| 96117 |
|
B |
104289 |
| 96118 |
|
B |
104290 |
| 96176 |
|
B |
104348 |
| 98036 |
|
B |
106217 |
| 98037 |
|
B |
106218 |
| 98038 |
|
B |
106219 |
| 98229 |
|
B |
106410 |
| 98233 |
|
B |
106414 |
| 98325 |
|
B |
106506 |
| 98882 |
|
B |
107063 |
| 98883 |
|
B |
107064 |
| 98884 |
|
B |
107065 |
| 98885 |
|
B |
107066 |
| 99136 |
|
B |
107317 |
| 99145 |
|
B |
107326 |
| 99153 |
|
B |
107334 |
| 99154 |
|
B |
107335 |
| 99158 |
|
B |
107339 |
| 99167 |
|
B |
107348 |
| 99181 |
|
B |
107362 |
| 99185 |
|
B |
107366 |
| 99187 |
|
B |
107368 |
| 99202 |
|
B |
107383 |
| 99205 |
|
B |
107386 |
| 99212 |
|
B |
107393 |
| 99220 |
|
B |
107401 |
| 100386 |
|
B |
108566 |
| 100387 |
|
B |
108567 |
| 100434 |
|
B |
108614 |