Query time 0.00156
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 (96857,96858,96859,96860,96861,96862,96863,96864,96865,96866,96867,96868,96869,96870,96871,96872,96873,96874,96875,96876,96877,96878,96879,96880,96881,96882,96883,96884,96885,96886,96887,96888,96889,96890,96891,96892,96893,96894,96895,96896,96897,96898,96899,96900,96901,96902,96903,96904,96905,96906,96907,96908,96909,96910,96911,96912,96913,96914,96915,96916,96917,96918,96919,96920,96921,96922,96923,96924,96925,96926,96927,96928,96929,96930,96931,96932,96933,96934,96935,96936,96937,96938,96939,96940,96941,96942,96943,96944,96945,96946,96947,96948,96949,96950,96951,96952)) 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 |
| 96857 |
|
B |
105038 |
| 96858 |
|
B |
105039 |
| 96859 |
|
B |
105040 |
| 96860 |
|
B |
105041 |
| 96861 |
|
B |
105042 |
| 96862 |
|
B |
105043 |
| 96863 |
|
B |
105044 |
| 96864 |
|
B |
105045 |
| 96865 |
|
B |
105046 |
| 96866 |
|
B |
105047 |
| 96867 |
|
B |
105048 |
| 96868 |
|
B |
105049 |
| 96869 |
|
B |
105050 |
| 96870 |
|
B |
105051 |
| 96871 |
|
B |
105052 |
| 96872 |
|
B |
105053 |
| 96873 |
|
B |
105054 |
| 96874 |
|
B |
105055 |
| 96875 |
|
B |
105056 |
| 96876 |
|
B |
105057 |
| 96877 |
|
B |
105058 |
| 96878 |
|
B |
105059 |
| 96879 |
|
B |
105060 |
| 96880 |
|
B |
105061 |
| 96881 |
|
B |
105062 |
| 96882 |
|
B |
105063 |
| 96883 |
|
B |
105064 |
| 96884 |
|
B |
105065 |
| 96885 |
|
B |
105066 |
| 96886 |
|
B |
105067 |
| 96887 |
|
B |
105068 |
| 96888 |
|
B |
105069 |
| 96889 |
|
B |
105070 |
| 96890 |
|
B |
105071 |
| 96891 |
|
B |
105072 |
| 96892 |
|
B |
105073 |
| 96893 |
|
B |
105074 |
| 96894 |
|
B |
105075 |
| 96895 |
|
B |
105076 |
| 96896 |
|
B |
105077 |
| 96897 |
|
B |
105078 |
| 96898 |
|
B |
105079 |
| 96899 |
|
B |
105080 |
| 96900 |
|
B |
105081 |
| 96901 |
|
B |
105082 |
| 96902 |
|
B |
105083 |
| 96903 |
|
B |
105084 |
| 96904 |
|
B |
105085 |
| 96905 |
|
B |
105086 |
| 96906 |
|
B |
105087 |
| 96907 |
|
B |
105088 |
| 96908 |
|
B |
105089 |
| 96909 |
|
B |
105090 |
| 96910 |
|
B |
105091 |
| 96911 |
|
B |
105092 |
| 96912 |
|
B |
105093 |
| 96913 |
|
B |
105094 |
| 96914 |
|
B |
105095 |
| 96915 |
|
B |
105096 |
| 96916 |
|
B |
105097 |
| 96917 |
|
B |
105098 |
| 96918 |
|
B |
105099 |
| 96919 |
|
B |
105100 |
| 96920 |
|
B |
105101 |
| 96921 |
|
B |
105102 |
| 96922 |
|
B |
105103 |
| 96923 |
|
B |
105104 |
| 96924 |
|
B |
105105 |
| 96925 |
|
B |
105106 |
| 96926 |
|
B |
105107 |
| 96927 |
|
B |
105108 |
| 96928 |
|
B |
105109 |
| 96929 |
|
B |
105110 |
| 96930 |
|
B |
105111 |
| 96931 |
|
B |
105112 |
| 96932 |
|
B |
105113 |
| 96933 |
|
B |
105114 |
| 96934 |
|
B |
105115 |
| 96935 |
|
B |
105116 |
| 96936 |
|
B |
105117 |
| 96937 |
|
B |
105118 |
| 96938 |
|
B |
105119 |
| 96939 |
|
B |
105120 |
| 96940 |
|
B |
105121 |
| 96941 |
|
B |
105122 |
| 96942 |
|
B |
105123 |
| 96943 |
|
B |
105124 |
| 96944 |
|
B |
105125 |
| 96945 |
|
B |
105126 |
| 96946 |
|
B |
105127 |
| 96947 |
|
B |
105128 |
| 96948 |
|
B |
105129 |
| 96949 |
|
B |
105130 |
| 96950 |
|
B |
105131 |
| 96951 |
|
B |
105132 |
| 96952 |
|
B |
105133 |