Query time 0.00056
JSON explain
{
"query_block": {
"select_id": 1,
"cost_info": {
"query_cost": "110.66"
},
"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": 96,
"rows_produced_per_join": 96,
"filtered": "100.00",
"index_condition": "((`nuie_scalesta_net`.`cscart_discussion`.`object_id` in (95369,95370,95371,95372,95373,95374,95375,95377,95378,95379,95380,95381,95382,95383,95384,95385,95386,95387,95388,95389,95390,95391,95392,95393,95402,95403,95404,95405,95406,95407,95408,95409,95410,95411,95412,95413,95414,95415,95416,95417,95418,95419,95420,95421,95422,95423,95442,95448,95556,95557,95565,95566,95567,95568,95569,95570,95571,95572,95573,95574,95575,95576,95577,95578,95579,95580,95581,95582,95583,95584,95585,95586,95587,95588,95589,95590,95591,95592,95593,95594,95595,95596,95597,95598,95599,95600,95601,95602,95603,95604,95605,95606,95607,95608,95609,95610)) and (`nuie_scalesta_net`.`cscart_discussion`.`object_type` = 'P'))",
"cost_info": {
"read_cost": "57.61",
"eval_cost": "9.60",
"prefix_cost": "67.21",
"data_read_per_join": "2K"
},
"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": 96,
"filtered": "100.00",
"cost_info": {
"read_cost": "24.00",
"eval_cost": "9.60",
"prefix_cost": "100.81",
"data_read_per_join": "42K"
},
"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": 96,
"filtered": "100.00",
"using_join_buffer": "hash join",
"cost_info": {
"read_cost": "0.25",
"eval_cost": "9.60",
"prefix_cost": "110.66",
"data_read_per_join": "1K"
},
"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 |
| 95369 |
|
B |
103541 |
| 95370 |
|
B |
103542 |
| 95371 |
|
B |
103543 |
| 95372 |
|
B |
103544 |
| 95373 |
|
B |
103545 |
| 95374 |
|
B |
103546 |
| 95375 |
|
B |
103547 |
| 95377 |
|
B |
103549 |
| 95378 |
|
B |
103550 |
| 95379 |
|
B |
103551 |
| 95380 |
|
B |
103552 |
| 95381 |
|
B |
103553 |
| 95382 |
|
B |
103554 |
| 95383 |
|
B |
103555 |
| 95384 |
|
B |
103556 |
| 95385 |
|
B |
103557 |
| 95386 |
|
B |
103558 |
| 95387 |
|
B |
103559 |
| 95388 |
|
B |
103560 |
| 95389 |
|
B |
103561 |
| 95390 |
|
B |
103562 |
| 95391 |
|
B |
103563 |
| 95392 |
|
B |
103564 |
| 95393 |
|
B |
103565 |
| 95402 |
|
B |
103574 |
| 95403 |
|
B |
103575 |
| 95404 |
|
B |
103576 |
| 95405 |
|
B |
103577 |
| 95406 |
|
B |
103578 |
| 95407 |
|
B |
103579 |
| 95408 |
|
B |
103580 |
| 95409 |
|
B |
103581 |
| 95410 |
|
B |
103582 |
| 95411 |
|
B |
103583 |
| 95412 |
|
B |
103584 |
| 95413 |
|
B |
103585 |
| 95414 |
|
B |
103586 |
| 95415 |
|
B |
103587 |
| 95416 |
|
B |
103588 |
| 95417 |
|
B |
103589 |
| 95418 |
|
B |
103590 |
| 95419 |
|
B |
103591 |
| 95420 |
|
B |
103592 |
| 95421 |
|
B |
103593 |
| 95422 |
|
B |
103594 |
| 95423 |
|
B |
103595 |
| 95442 |
|
B |
103614 |
| 95448 |
|
B |
103620 |
| 95556 |
|
B |
103728 |
| 95557 |
|
B |
103729 |
| 95565 |
|
B |
103737 |
| 95566 |
|
B |
103738 |
| 95567 |
|
B |
103739 |
| 95568 |
|
B |
103740 |
| 95569 |
|
B |
103741 |
| 95570 |
|
B |
103742 |
| 95571 |
|
B |
103743 |
| 95572 |
|
B |
103744 |
| 95573 |
|
B |
103745 |
| 95574 |
|
B |
103746 |
| 95575 |
|
B |
103747 |
| 95576 |
|
B |
103748 |
| 95577 |
|
B |
103749 |
| 95578 |
|
B |
103750 |
| 95579 |
|
B |
103751 |
| 95580 |
|
B |
103752 |
| 95581 |
|
B |
103753 |
| 95582 |
|
B |
103754 |
| 95583 |
|
B |
103755 |
| 95584 |
|
B |
103756 |
| 95585 |
|
B |
103757 |
| 95586 |
|
B |
103758 |
| 95587 |
|
B |
103759 |
| 95588 |
|
B |
103760 |
| 95589 |
|
B |
103761 |
| 95590 |
|
B |
103762 |
| 95591 |
|
B |
103763 |
| 95592 |
|
B |
103764 |
| 95593 |
|
B |
103765 |
| 95594 |
|
B |
103766 |
| 95595 |
|
B |
103767 |
| 95596 |
|
B |
103768 |
| 95597 |
|
B |
103769 |
| 95598 |
|
B |
103770 |
| 95599 |
|
B |
103771 |
| 95600 |
|
B |
103772 |
| 95601 |
|
B |
103773 |
| 95602 |
|
B |
103774 |
| 95603 |
|
B |
103775 |
| 95604 |
|
B |
103776 |
| 95605 |
|
B |
103777 |
| 95606 |
|
B |
103778 |
| 95607 |
|
B |
103779 |
| 95608 |
|
B |
103780 |
| 95609 |
|
B |
103781 |
| 95610 |
|
B |
103782 |