Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Erica Rivera, Mario Avila, Susan Jenkins, Fernando Gonzalez work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Erica Rivera's week in their local time is as follows:
Monday: Booked at the following times: from 10:57 to 11:47, from 11:52 to 12:42, from 13:00 to 14:50, from 15:26 to 17:16
Tuesday: Booked at the following times: from 9:56 to 10:46, from 12:35 to 14:15, from 15:23 to 15:53, from 16:21 to 17:21
Wednesday: Booked at the following times: from 9:33 to 11:43, from 13:31 to 15:51, from 17:25 to 17:45
Thursday: Booked at the following times: from 10:31 to 11:11, from 11:41 to 14:01, from 14:03 to 15:13, from 16:58 to 17:48
Friday: Booked at the following times: from 9:45 to 10:25, from 10:33 to 12:43, from 14:54 to 16:04, from 16:33 to 17:13

The schedule for Mario Avila's week in their local time is as follows:
Monday: Booked at the following times: from 10:01 to 11:21, from 11:25 to 12:55, from 13:05 to 14:15, from 14:49 to 16:39
Tuesday: Booked at the following times: from 9:08 to 11:38, from 14:33 to 16:43
Wednesday: Booked at the following times: from 9:46 to 10:26, from 10:49 to 12:59, from 13:29 to 14:49, from 15:18 to 15:38, from 15:57 to 16:27, from 16:31 to 16:51
Thursday: Booked at the following times: from 9:59 to 11:09, from 11:32 to 13:42, from 13:54 to 15:34
Friday: Booked at the following times: from 9:33 to 10:03, from 11:14 to 12:44, from 13:19 to 14:49, from 15:02 to 15:52, from 16:31 to 17:41

The schedule for Susan Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 9:34 to 10:34, from 10:56 to 12:06, from 12:13 to 14:43, from 15:33 to 16:03
Tuesday: Free only at the following times: from 11:30 to 12:24, from 13:14 to 14:42, from 15:22 to 15:43, anytime after 17:13
Wednesday: Booked at the following times: from 9:22 to 10:12, from 11:12 to 12:52, from 12:55 to 14:15, from 16:03 to 17:23
Thursday: Booked at the following times: from 10:15 to 11:55, from 12:08 to 12:48, from 13:20 to 14:10, from 14:12 to 15:32, from 15:56 to 16:16, from 16:53 to 17:33
Friday: Booked at the following times: from 11:39 to 12:19, from 12:24 to 13:34, from 14:57 to 17:27

The schedule for Fernando Gonzalez's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 11:09, from 11:47 to 12:07, from 14:17 to 16:07
Tuesday: Booked at the following times: from 12:16 to 13:36, from 13:41 to 14:11, from 14:49 to 16:39
Wednesday: Booked at the following times: from 10:20 to 12:30, from 14:18 to 15:58
Thursday: Booked at the following times: from 9:19 to 11:49, from 13:40 to 14:30, from 15:15 to 16:45
Friday: Booked at the following times: from 9:52 to 11:02, from 11:32 to 12:02, from 13:09 to 15:39

Erica Rivera is in a timezone that is 1 hour behind of other participants
Mario Avila requires 5 minutes free before and after the meeting
Susan Jenkins can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Fernando Gonzalez is in a timezone that is 2 hours ahead of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Amy Johnson, Michael Graham, John Thomas, Mrs. Jennifer Thornton work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Amy Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 11:33 to 12:33, from 13:57 to 14:37, from 15:07 to 16:17, from 16:34 to 17:34
Tuesday: Booked at the following times: from 9:40 to 10:30, from 11:25 to 12:25, from 13:06 to 13:36, from 13:52 to 15:32, from 16:13 to 16:53
Wednesday: Booked at the following times: from 10:21 to 12:31, from 12:48 to 13:58, from 13:59 to 14:59
Thursday: Booked at the following times: from 9:01 to 9:51, from 10:13 to 11:03, from 11:07 to 12:17, from 12:42 to 13:22, from 13:57 to 15:17, from 15:48 to 16:28
Friday: Booked at the following times: from 9:42 to 11:52, from 12:08 to 12:38, from 14:08 to 15:28

The schedule for Michael Graham's week in their local time is as follows:
Monday: Booked at the following times: from 9:20 to 10:50, from 11:37 to 13:47, from 14:46 to 15:16, from 15:33 to 16:23, from 16:24 to 17:34
Tuesday: Booked at the following times: from 10:59 to 12:49, from 13:26 to 14:36
Wednesday: Booked at the following times: from 10:11 to 11:21, from 12:58 to 15:08, from 15:52 to 16:32
Thursday: Booked at the following times: from 9:05 to 11:35, from 12:50 to 13:40, from 14:07 to 15:27, from 16:13 to 17:13, from 17:28 to 17:48
Friday: Booked at the following times: from 9:12 to 9:32, from 11:29 to 12:19, from 13:04 to 13:44, from 15:14 to 15:44, from 15:45 to 16:05, from 16:20 to 17:20

The schedule for John Thomas's week in their local time is as follows:
Monday: Booked at the following times: from 9:02 to 9:52, from 13:08 to 15:18, from 15:47 to 16:37
Tuesday: Booked at the following times: from 9:10 to 10:00, from 10:06 to 10:36, from 12:26 to 13:56, from 14:18 to 15:18, from 16:19 to 17:29
Wednesday: Booked at the following times: from 9:26 to 11:36, from 12:34 to 13:04, from 15:19 to 17:09
Thursday: Booked at the following times: from 9:12 to 9:42, from 10:16 to 11:16, from 11:44 to 12:24, from 13:02 to 14:22, from 14:36 to 15:06, from 15:26 to 16:56, from 17:01 to 17:21
Friday: Booked at the following times: from 10:08 to 10:38, from 11:32 to 11:52, from 13:13 to 14:23, from 16:06 to 16:36, from 17:04 to 17:24

The schedule for Mrs. Jennifer Thornton's week in their local time is as follows:
Monday: Booked at the following times: from 11:18 to 13:38, from 14:33 to 16:23, from 16:44 to 17:44
Tuesday: Booked at the following times: from 9:30 to 11:50, from 12:19 to 14:39
Wednesday: Free only at the following times: anytime before 10:56, from 12:46 to 13:36, anytime after 17:36
Thursday: Booked at the following times: from 9:21 to 10:01, from 10:04 to 12:34, from 15:10 to 15:30
Friday: Booked at the following times: from 10:29 to 12:59, from 15:59 to 17:09

Amy Johnson needs a break for lunch on Tuesday from 12:27 to 12:57
Michael Graham requires 15 minutes free before and after the meeting
John Thomas can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Mrs. Jennifer Thornton needs a break for lunch on Friday from 13:00 to 13:30

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Andrea Dixon, James Kelly, Alan Hall, Andrea Gonzalez, Derrick Silva, Karen Miller work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Andrea Dixon's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 10:03, from 10:07 to 10:57, from 11:32 to 12:52, from 14:02 to 15:02, from 16:06 to 16:26
Tuesday: Booked at the following times: from 11:03 to 13:13, from 13:20 to 15:40
Wednesday: Booked at the following times: from 9:02 to 10:12, from 10:43 to 11:23, from 11:38 to 12:28, from 13:08 to 13:28, from 14:20 to 15:00, from 15:29 to 16:19
Thursday: Booked at the following times: from 9:23 to 10:43, from 10:57 to 12:37, from 13:46 to 14:36
Friday: Booked at the following times: from 9:16 to 10:26, from 12:44 to 15:04

The schedule for James Kelly's week in their local time is as follows:
Monday: Booked at the following times: from 10:21 to 12:41, from 13:58 to 14:28, from 15:38 to 16:18, from 16:36 to 17:36
Tuesday: Booked at the following times: from 10:46 to 12:46, from 13:12 to 14:52, from 17:21 to 17:41
Wednesday: Booked at the following times: from 9:23 to 9:43, from 9:45 to 11:55, from 13:59 to 16:19
Thursday: Booked at the following times: from 9:33 to 11:23, from 11:44 to 12:04, from 14:08 to 16:38
Friday: Booked at the following times: from 9:02 to 11:02, from 12:19 to 13:59

The schedule for Alan Hall's week in their local time is as follows:
Monday: Booked at the following times: from 10:07 to 11:57, from 12:20 to 12:40, from 12:50 to 13:10, from 13:57 to 14:47, from 15:02 to 17:22
Tuesday: Free only at the following times: anytime before 9:21, from 10:21 to 11:05, from 14:15 to 15:59, from 16:29 to 16:41, anytime after 17:31
Wednesday: Booked at the following times: from 10:37 to 12:47, from 14:27 to 15:17, from 15:46 to 16:56
Thursday: Booked at the following times: from 9:21 to 10:21, from 11:08 to 11:28, from 12:16 to 13:16, from 14:17 to 15:27, from 15:55 to 16:35
Friday: Booked at the following times: from 9:05 to 10:45, from 12:01 to 12:21, from 12:49 to 14:29, from 14:33 to 16:43, from 16:59 to 17:29

The schedule for Andrea Gonzalez's week in their local time is as follows:
Monday: Booked at the following times: from 9:47 to 11:07, from 14:45 to 15:15, from 15:37 to 17:47
Tuesday: Booked at the following times: from 9:16 to 9:36, from 9:39 to 10:19, from 10:39 to 12:19, from 13:44 to 15:24, from 16:11 to 17:21
Wednesday: Free only at the following times: anytime before 9:07, from 13:27 to 15:47, anytime after 17:07
Thursday: Booked at the following times: from 9:53 to 11:23, from 12:26 to 13:46, from 14:36 to 15:36
Friday: Booked at the following times: from 9:28 to 9:58, from 10:30 to 11:10, from 11:25 to 11:45, from 11:58 to 13:08, from 13:23 to 13:53, from 14:31 to 15:21, from 15:30 to 15:50, from 17:16 to 17:56

The schedule for Derrick Silva's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 11:23, from 14:43 to 15:33, from 15:44 to 17:34
Tuesday: Booked at the following times: from 10:03 to 12:23, from 12:32 to 13:02, from 14:41 to 17:11
Wednesday: Free only at the following times: anytime before 9:57, from 11:57 to 12:08, from 14:48 to 15:42, anytime after 16:22
Thursday: Booked at the following times: from 9:12 to 11:32, from 13:08 to 14:18
Friday: Booked at the following times: from 9:58 to 11:58, from 12:23 to 12:53, from 13:42 to 14:42, from 14:49 to 16:59

The schedule for Karen Miller's week in their local time is as follows:
Monday: Booked at the following times: from 9:38 to 10:08, from 10:42 to 11:02, from 11:56 to 13:56, from 14:42 to 15:02, from 15:40 to 16:00, from 16:23 to 16:53
Tuesday: Booked at the following times: from 9:08 to 9:28, from 10:41 to 12:51, from 14:03 to 14:43, from 16:12 to 16:32
Wednesday: Booked at the following times: from 11:35 to 12:55, from 14:36 to 16:36
Thursday: Booked at the following times: from 9:16 to 11:06, from 11:43 to 13:33, from 15:40 to 17:20
Friday: Booked at the following times: from 10:00 to 12:10, from 12:56 to 14:16, from 15:50 to 16:10

Andrea Dixon requires 10 minutes free before and after the meeting
James Kelly is in a timezone that is 1 hour ahead of other participants
Alan Hall needs a break for lunch on Friday from 11:19 to 11:49
Derrick Silva requires 10 minutes free before and after the meeting
Karen Miller is in a timezone that is 1 hour ahead of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Jennifer Mason, Mark Dickerson, Leah Horn, Paul Morrison work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Jennifer Mason's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 11:22, from 12:14 to 12:44, from 13:18 to 14:08, from 15:47 to 17:47
Tuesday: Booked at the following times: from 9:30 to 11:40, from 11:44 to 13:24, from 13:28 to 13:58, from 15:30 to 15:50, from 16:06 to 16:36
Wednesday: Free only at the following times: anytime before 9:55, from 11:35 to 13:32, from 14:42 to 14:56, from 15:36 to 17:20
Thursday: Booked at the following times: from 11:21 to 12:51, from 12:56 to 14:36, from 14:57 to 15:27, from 17:13 to 17:53
Friday: Booked at the following times: from 9:14 to 10:54, from 12:06 to 12:26, from 13:41 to 15:11, from 15:27 to 17:27

The schedule for Mark Dickerson's week in their local time is as follows:
Monday: Booked at the following times: from 11:14 to 11:54, from 15:14 to 17:34
Tuesday: Booked at the following times: from 10:20 to 11:00, from 12:43 to 15:03
Wednesday: Booked at the following times: from 10:03 to 12:33, from 15:08 to 17:18
Thursday: Free only at the following times: anytime before 9:20, from 11:10 to 11:18, from 11:38 to 12:13, from 13:23 to 14:12, from 14:52 to 15:48, anytime after 17:08
Friday: Booked at the following times: from 9:25 to 11:35, from 12:30 to 14:40, from 14:55 to 16:45

The schedule for Leah Horn's week in their local time is as follows:
Monday: Booked at the following times: from 10:00 to 10:50, from 11:05 to 12:45, from 12:46 to 14:26, from 14:58 to 16:18, from 16:29 to 17:19
Tuesday: Free only at the following times: from 11:00 to 14:14, from 15:04 to 15:57, anytime after 17:37
Wednesday: Booked at the following times: from 9:11 to 11:41, from 13:34 to 14:44, from 15:14 to 15:44, from 15:53 to 16:13, from 16:42 to 17:32
Thursday: Booked at the following times: from 9:29 to 10:19, from 10:30 to 12:00, from 12:09 to 12:49, from 13:07 to 13:27, from 14:07 to 14:37, from 15:42 to 16:02, from 16:26 to 16:56, from 17:07 to 17:37
Friday: Booked at the following times: from 9:08 to 9:38, from 12:10 to 14:40

The schedule for Paul Morrison's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 10:32, from 11:39 to 11:59, from 12:22 to 14:32, from 14:38 to 16:28
Tuesday: Booked at the following times: from 11:40 to 13:00, from 13:41 to 14:11, from 14:14 to 14:54, from 15:19 to 16:09
Wednesday: Booked at the following times: from 10:03 to 10:33, from 10:35 to 11:25, from 11:31 to 12:31, from 13:18 to 13:38, from 13:47 to 14:17, from 14:20 to 15:30, from 15:31 to 16:11, from 16:53 to 17:23, from 17:32 to 17:52
Thursday: Booked at the following times: from 9:34 to 10:04, from 10:26 to 11:36, from 12:19 to 13:49, from 15:29 to 16:49
Friday: Booked at the following times: from 9:37 to 10:17, from 10:21 to 11:51, from 12:03 to 14:03

Mark Dickerson is in a timezone that is 3 hours behind of other participants
Leah Horn requires 15 minutes free before and after the meeting
Paul Morrison can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Brandy King, James Williams, James Campos work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Brandy King's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 11:39, from 16:33 to 17:53
Tuesday: Booked at the following times: from 9:17 to 9:37, from 10:00 to 12:30, from 12:44 to 13:24, from 13:43 to 14:23, from 14:59 to 15:39, from 16:29 to 16:59
Wednesday: Free only at the following times: from 10:50 to 11:12, from 12:42 to 13:21, from 13:41 to 13:55, from 14:35 to 16:17, anytime after 16:47
Thursday: Booked at the following times: from 11:56 to 13:56, from 15:57 to 17:47
Friday: Booked at the following times: from 9:10 to 10:00, from 12:09 to 13:29, from 13:39 to 15:39, from 16:01 to 16:41, from 17:16 to 17:56

The schedule for James Williams's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 11:59, from 13:07 to 14:47
Tuesday: Booked at the following times: from 13:17 to 14:37, from 14:48 to 15:08, from 15:44 to 17:54
Wednesday: Booked at the following times: from 9:19 to 9:49, from 9:52 to 10:52, from 11:29 to 11:59, from 13:23 to 14:03, from 14:27 to 14:47, from 15:07 to 16:57, from 17:37 to 17:57
Thursday: Booked at the following times: from 9:27 to 10:07, from 10:11 to 10:51, from 11:41 to 13:31, from 13:52 to 14:12, from 14:20 to 16:00, from 16:08 to 16:28, from 17:18 to 17:38
Friday: Booked at the following times: from 9:13 to 11:23, from 11:31 to 12:01, from 14:34 to 15:14, from 15:47 to 17:37

The schedule for James Campos's week in their local time is as follows:
Monday: Booked at the following times: from 10:24 to 11:44, from 11:49 to 12:39, from 13:29 to 15:29, from 16:11 to 17:51
Tuesday: Free only at the following times: anytime before 9:35, from 11:15 to 12:34, from 13:14 to 13:27, from 15:47 to 15:49, from 16:09 to 17:10
Wednesday: Booked at the following times: from 10:52 to 13:02, from 13:22 to 14:02, from 14:28 to 15:08, from 17:01 to 17:51
Thursday: Free only at the following times: anytime before 9:53, from 11:23 to 13:27, anytime after 16:27
Friday: Booked at the following times: from 9:17 to 9:47, from 10:15 to 11:35, from 12:30 to 13:50, from 14:58 to 16:28

Brandy King requires 15 minutes free before and after the meeting
James Williams needs a break for lunch on Tuesday from 11:31 to 12:01
James Campos requires 15 minutes free before and after the meeting

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Alex Williams, Jennifer Sims, Nathan Marquez, Emily Mccoy, Jessica Butler, Susan Baker work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Alex Williams's week in their local time is as follows:
Monday: Booked at the following times: from 9:56 to 11:06, from 11:45 to 13:15, from 13:18 to 13:48, from 14:49 to 15:59, from 16:18 to 16:58
Tuesday: Booked at the following times: from 9:01 to 9:41, from 9:46 to 10:16, from 10:37 to 11:47, from 13:41 to 15:31, from 16:05 to 17:05
Wednesday: Booked at the following times: from 9:09 to 9:39, from 12:08 to 13:28, from 13:46 to 16:06, from 16:21 to 17:41
Thursday: Booked at the following times: from 11:40 to 14:10, from 14:27 to 16:47
Friday: Booked at the following times: from 10:04 to 12:24, from 13:13 to 14:13, from 14:20 to 14:40, from 15:21 to 17:51

The schedule for Jennifer Sims's week in their local time is as follows:
Monday: Booked at the following times: from 10:43 to 11:23, from 13:20 to 14:30, from 16:03 to 17:33
Tuesday: Booked at the following times: from 9:34 to 11:24, from 13:53 to 15:53
Wednesday: Booked at the following times: from 9:54 to 11:34, from 11:57 to 13:07, from 14:42 to 15:12
Thursday: Booked at the following times: from 9:30 to 10:00, from 10:14 to 10:44, from 11:09 to 11:29, from 11:37 to 13:47, from 14:32 to 14:52, from 16:08 to 16:48, from 17:12 to 17:32, from 17:34 to 17:54
Friday: Booked at the following times: from 9:30 to 11:10, from 11:14 to 13:14, from 13:30 to 13:50, from 14:52 to 15:52, from 16:02 to 17:32

The schedule for Nathan Marquez's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 10:23, from 10:25 to 12:15, from 13:56 to 16:06, from 16:31 to 17:11
Tuesday: Booked at the following times: from 12:31 to 13:51, from 14:03 to 14:23, from 14:46 to 16:56
Wednesday: Booked at the following times: from 9:57 to 10:37, from 10:50 to 11:20, from 12:36 to 14:06, from 15:49 to 16:29, from 16:38 to 17:48
Thursday: Booked at the following times: from 9:01 to 11:01, from 12:41 to 14:11, from 15:19 to 16:19
Friday: Booked at the following times: from 9:39 to 11:19, from 11:40 to 13:40, from 14:17 to 15:07, from 15:44 to 17:04

The schedule for Emily Mccoy's week in their local time is as follows:
Monday: Booked at the following times: from 11:08 to 13:28, from 13:34 to 15:04, from 15:28 to 15:48
Tuesday: Free only at the following times: anytime before 9:22, from 10:42 to 11:46, from 13:46 to 14:10, anytime after 15:40
Wednesday: Booked at the following times: from 9:14 to 10:04, from 11:26 to 12:46, from 13:18 to 15:48
Thursday: Booked at the following times: from 9:13 to 10:43, from 11:45 to 13:05, from 13:51 to 14:51, from 14:59 to 17:09
Friday: Booked at the following times: from 9:22 to 11:52, from 14:01 to 14:51

The schedule for Jessica Butler's week in their local time is as follows:
Monday: Booked at the following times: from 10:00 to 10:30, from 11:45 to 13:05, from 13:45 to 15:05, from 16:48 to 17:28
Tuesday: Booked at the following times: from 11:18 to 12:08, from 12:41 to 14:11, from 14:21 to 16:41
Wednesday: Booked at the following times: from 9:38 to 10:58, from 11:33 to 12:03, from 12:14 to 13:14, from 13:27 to 15:57
Thursday: Booked at the following times: from 10:57 to 11:57, from 12:58 to 15:18, from 15:41 to 17:21
Friday: Booked at the following times: from 9:22 to 10:42, from 10:54 to 11:14, from 11:28 to 11:48, from 14:58 to 17:08

The schedule for Susan Baker's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 10:02, from 11:42 to 12:42, from 13:26 to 14:46, from 15:04 to 15:54, from 16:02 to 17:22
Tuesday: Booked at the following times: from 10:14 to 12:24, from 12:33 to 13:23, from 14:29 to 15:59, from 16:14 to 17:34
Wednesday: Free only at the following times: anytime before 10:24, from 11:54 to 12:41, from 15:01 to 15:59, anytime after 16:19
Thursday: Booked at the following times: from 10:40 to 12:30, from 13:46 to 16:06, from 16:18 to 16:48
Friday: Booked at the following times: from 11:10 to 12:20, from 12:37 to 14:37, from 14:38 to 14:58, from 15:18 to 16:38, from 16:44 to 17:14

Alex Williams requires 15 minutes free before and after the meeting
Nathan Marquez can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Emily Mccoy can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Jessica Butler is in a timezone that is 2 hours ahead of other participants
Susan Baker is in a timezone that is 1 hour behind of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Timothy Johnson, Brian Brown, Jennifer Craig, Jennifer Medina, Keith Hoffman work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Timothy Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 10:55 to 11:45, from 12:09 to 12:59, from 14:13 to 16:33
Tuesday: Booked at the following times: from 11:57 to 14:17, from 14:41 to 16:51
Wednesday: Booked at the following times: from 10:07 to 11:47, from 12:03 to 12:33, from 13:26 to 14:56, from 15:06 to 17:26
Thursday: Booked at the following times: from 10:38 to 12:48, from 13:10 to 14:30, from 15:31 to 16:11, from 17:03 to 17:33
Friday: Booked at the following times: from 11:38 to 13:38, from 14:34 to 16:54

The schedule for Brian Brown's week in their local time is as follows:
Monday: Booked at the following times: from 10:31 to 12:51, from 13:48 to 14:48, from 15:06 to 16:56
Tuesday: Booked at the following times: from 9:44 to 10:34, from 11:54 to 13:34, from 14:35 to 15:35
Wednesday: Booked at the following times: from 10:06 to 10:36, from 12:17 to 14:07, from 14:32 to 16:42, from 16:49 to 17:49
Thursday: Free only at the following times: anytime before 9:08, from 10:08 to 11:53, from 13:13 to 13:53, from 14:33 to 16:26, anytime after 17:06
Friday: Booked at the following times: from 10:04 to 11:54, from 12:40 to 13:40, from 15:26 to 16:06, from 16:14 to 17:24

The schedule for Jennifer Craig's week in their local time is as follows:
Monday: Booked at the following times: from 9:22 to 9:42, from 9:43 to 11:03, from 11:52 to 12:12, from 14:04 to 14:24, from 14:27 to 15:57, from 16:25 to 17:35
Tuesday: Booked at the following times: from 9:17 to 10:37, from 11:08 to 12:18, from 15:20 to 15:40, from 16:57 to 17:57
Wednesday: Booked at the following times: from 10:48 to 12:18, from 15:16 to 15:56, from 16:12 to 17:42
Thursday: Booked at the following times: from 9:10 to 10:30, from 11:53 to 14:13, from 14:35 to 16:15
Friday: Booked at the following times: from 10:16 to 10:56, from 11:57 to 13:27, from 14:47 to 15:37, from 16:26 to 17:46

The schedule for Jennifer Medina's week in their local time is as follows:
Monday: Booked at the following times: from 9:41 to 10:01, from 10:47 to 11:07, from 11:13 to 11:43, from 12:15 to 14:15, from 14:16 to 15:26, from 15:38 to 16:28, from 16:54 to 17:34
Tuesday: Booked at the following times: from 9:38 to 10:38, from 10:56 to 12:36, from 13:06 to 13:56
Wednesday: Booked at the following times: from 10:18 to 11:38, from 12:00 to 13:50, from 14:26 to 16:06, from 16:19 to 17:19
Thursday: Booked at the following times: from 10:02 to 12:32, from 14:15 to 15:35, from 15:44 to 17:54
Friday: Booked at the following times: from 11:25 to 13:45, from 15:37 to 17:37

The schedule for Keith Hoffman's week in their local time is as follows:
Monday: Booked at the following times: from 9:53 to 10:43, from 10:49 to 11:19, from 11:44 to 12:44, from 13:27 to 14:07, from 15:33 to 16:53
Tuesday: Booked at the following times: from 9:13 to 10:03, from 10:31 to 12:41, from 13:30 to 14:10, from 14:52 to 16:02
Wednesday: Booked at the following times: from 10:57 to 12:47, from 13:00 to 13:30, from 13:42 to 15:52, from 17:18 to 17:58
Thursday: Booked at the following times: from 9:03 to 10:03, from 10:55 to 11:45, from 12:18 to 12:58, from 14:40 to 15:40
Friday: Booked at the following times: from 9:32 to 11:22, from 12:26 to 13:26, from 14:25 to 16:55

Brian Brown is in a timezone that is 1 hour behind of other participants
Jennifer Craig is in a timezone that is 2 hours behind of other participants
Keith Hoffman requires 15 minutes free before and after the meeting

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Jill Thompson, Jennifer Cain, Kevin Wells work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Jill Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 10:40, from 10:45 to 11:15, from 11:58 to 12:38, from 12:53 to 13:13, from 13:41 to 14:01, from 16:22 to 17:52
Tuesday: Booked at the following times: from 11:19 to 12:29, from 13:25 to 14:15, from 14:26 to 16:46
Wednesday: Booked at the following times: from 9:31 to 10:11, from 10:28 to 10:58, from 11:37 to 12:47, from 13:36 to 14:36, from 14:45 to 15:15, from 15:20 to 15:40, from 15:51 to 16:41, from 17:31 to 17:51
Thursday: Booked at the following times: from 9:09 to 9:29, from 10:03 to 10:23, from 12:08 to 13:58, from 14:37 to 15:57, from 16:01 to 17:51
Friday: Booked at the following times: from 9:02 to 9:42, from 9:57 to 10:37, from 11:16 to 11:46, from 12:46 to 13:06, from 14:24 to 15:54, from 17:00 to 17:40

The schedule for Jennifer Cain's week in their local time is as follows:
Monday: Booked at the following times: from 11:57 to 12:57, from 13:38 to 14:18, from 14:53 to 16:23, from 16:45 to 17:45
Tuesday: Booked at the following times: from 11:10 to 13:30, from 13:44 to 14:44, from 16:03 to 17:13
Wednesday: Booked at the following times: from 10:12 to 12:42, from 13:11 to 15:31, from 15:42 to 17:32
Thursday: Booked at the following times: from 9:55 to 10:35, from 10:40 to 11:00, from 11:13 to 11:33, from 12:27 to 14:47, from 15:05 to 16:25, from 16:31 to 17:01
Friday: Booked at the following times: from 10:03 to 11:53, from 11:56 to 12:46, from 13:00 to 13:40, from 14:25 to 15:55, from 16:47 to 17:07

The schedule for Kevin Wells's week in their local time is as follows:
Monday: Booked at the following times: from 9:54 to 11:04, from 12:25 to 14:15, from 15:17 to 17:07
Tuesday: Booked at the following times: from 9:06 to 9:56, from 10:47 to 12:57, from 13:30 to 14:10, from 16:39 to 17:49
Wednesday: Booked at the following times: from 9:20 to 9:40, from 12:24 to 14:14, from 14:49 to 16:39
Thursday: Booked at the following times: from 9:09 to 11:19, from 11:42 to 12:42
Friday: Booked at the following times: from 9:03 to 10:23, from 10:30 to 11:30, from 14:00 to 16:00

Jill Thompson can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Jennifer Cain needs a break for lunch on Monday from 11:25 to 11:55
Kevin Wells is in a timezone that is 2 hours behind of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Manuel Diaz, Tracy Baker, Curtis Fernandez, Kathryn Mckay, Sean Sandoval work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Manuel Diaz's week in their local time is as follows:
Monday: Booked at the following times: from 9:01 to 10:01, from 11:06 to 11:46, from 12:05 to 13:15, from 13:34 to 15:04, from 15:22 to 16:32
Tuesday: Booked at the following times: from 10:39 to 13:09, from 14:07 to 15:17, from 17:01 to 17:41
Wednesday: Booked at the following times: from 9:26 to 10:06, from 10:11 to 10:41, from 11:01 to 11:41, from 12:41 to 13:31, from 13:39 to 14:59, from 15:24 to 16:14, from 16:29 to 16:59, from 17:11 to 17:51
Thursday: Booked at the following times: from 9:36 to 10:26, from 10:53 to 11:23, from 11:37 to 12:27, from 15:47 to 16:07, from 16:50 to 17:30
Friday: Booked at the following times: from 9:04 to 10:24, from 12:18 to 13:18, from 13:25 to 15:25, from 15:39 to 16:59

The schedule for Tracy Baker's week in their local time is as follows:
Monday: Booked at the following times: from 9:14 to 9:34, from 10:26 to 11:46, from 12:18 to 13:38, from 14:24 to 15:24
Tuesday: Booked at the following times: from 11:10 to 13:10, from 13:19 to 14:29, from 14:31 to 16:11
Wednesday: Free only at the following times: from 9:20 to 11:20, from 12:40 to 13:01, from 13:41 to 14:21, from 15:21 to 15:56, anytime after 16:26
Thursday: Booked at the following times: from 9:28 to 10:28, from 11:52 to 13:02, from 15:17 to 17:07
Friday: Free only at the following times: from 9:20 to 10:00, from 10:30 to 10:31, from 10:51 to 11:14, from 13:34 to 14:42, from 16:12 to 16:49, anytime after 17:39

The schedule for Curtis Fernandez's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 11:00, from 11:01 to 12:01, from 12:17 to 13:57, from 14:17 to 14:47, from 15:40 to 16:40
Tuesday: Booked at the following times: from 9:17 to 10:17, from 10:58 to 12:58, from 13:52 to 15:12, from 16:08 to 17:38
Wednesday: Booked at the following times: from 9:17 to 10:17, from 10:38 to 11:18, from 11:57 to 12:57, from 13:44 to 14:34, from 14:57 to 16:37, from 16:58 to 17:48
Thursday: Booked at the following times: from 10:17 to 11:17, from 12:28 to 14:48
Friday: Free only at the following times: anytime before 9:05, from 9:55 to 9:57, from 10:57 to 14:32, anytime after 17:02

The schedule for Kathryn Mckay's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 10:03, from 10:43 to 11:53, from 13:04 to 13:54, from 14:17 to 15:07, from 15:38 to 16:18, from 16:30 to 17:40
Tuesday: Booked at the following times: from 9:27 to 11:17, from 11:45 to 13:25, from 14:19 to 14:49, from 15:25 to 16:25
Wednesday: Booked at the following times: from 9:07 to 11:37, from 12:38 to 13:38, from 14:52 to 17:22
Thursday: Booked at the following times: from 9:15 to 9:55, from 10:43 to 11:13, from 12:26 to 13:46, from 15:05 to 17:25
Friday: Booked at the following times: from 9:08 to 10:58, from 12:43 to 14:53

The schedule for Sean Sandoval's week in their local time is as follows:
Monday: Booked at the following times: from 10:39 to 12:39, from 13:02 to 13:52, from 15:40 to 17:20
Tuesday: Booked at the following times: from 9:07 to 9:47, from 10:18 to 10:48, from 12:07 to 12:27, from 13:36 to 14:16, from 14:38 to 16:28
Wednesday: Booked at the following times: from 11:09 to 12:49, from 13:40 to 14:50, from 15:25 to 16:25
Thursday: Booked at the following times: from 9:36 to 10:36, from 13:24 to 15:24, from 17:19 to 17:49
Friday: Booked at the following times: from 9:25 to 11:55, from 12:54 to 14:54

Curtis Fernandez is in a timezone that is 3 hours behind of other participants
Kathryn Mckay is in a timezone that is 1 hour ahead of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

John Bryant, Bryan Wilson, Jenna Johnson, Kayla Roth, Zachary Allen, Stephen Kidd work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for John Bryant's week in their local time is as follows:
Monday: Booked at the following times: from 9:50 to 12:10, from 12:32 to 12:52, from 14:13 to 15:33, from 15:50 to 16:20
Tuesday: Booked at the following times: from 10:16 to 11:46, from 11:48 to 13:18, from 14:18 to 16:08
Wednesday: Booked at the following times: from 9:12 to 10:52, from 11:23 to 13:13, from 14:24 to 16:04
Thursday: Booked at the following times: from 12:36 to 14:36, from 15:07 to 16:27, from 16:42 to 17:32
Friday: Booked at the following times: from 9:13 to 11:43, from 11:55 to 14:25, from 15:33 to 17:13

The schedule for Bryan Wilson's week in their local time is as follows:
Monday: Booked at the following times: from 10:55 to 13:15, from 13:40 to 15:50
Tuesday: Booked at the following times: from 9:48 to 10:28, from 14:23 to 16:53
Wednesday: Booked at the following times: from 12:04 to 12:54, from 14:05 to 16:25
Thursday: Booked at the following times: from 9:04 to 9:24, from 9:25 to 10:35, from 10:41 to 11:31, from 12:45 to 14:05, from 15:02 to 17:32
Friday: Booked at the following times: from 9:28 to 11:08, from 11:16 to 11:36, from 11:48 to 12:58, from 13:53 to 14:23, from 14:25 to 14:45, from 15:29 to 16:39, from 16:56 to 17:16

The schedule for Jenna Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 11:54 to 12:34, from 13:02 to 14:42, from 15:06 to 17:16
Tuesday: Booked at the following times: from 9:58 to 10:28, from 10:50 to 11:50, from 11:53 to 12:33, from 13:39 to 15:39, from 15:53 to 16:13
Wednesday: Free only at the following times: anytime before 10:03, from 11:03 to 11:36, from 13:26 to 14:01, anytime after 15:21
Thursday: Booked at the following times: from 9:57 to 10:37, from 11:05 to 12:15, from 12:43 to 13:13, from 13:40 to 14:00, from 14:12 to 16:12, from 16:18 to 16:38
Friday: Booked at the following times: from 9:45 to 10:05, from 10:09 to 10:39, from 11:08 to 11:48, from 11:56 to 12:56, from 12:58 to 14:18, from 14:53 to 15:43, from 15:45 to 16:45

The schedule for Kayla Roth's week in their local time is as follows:
Monday: Booked at the following times: from 9:29 to 11:19, from 12:19 to 14:09, from 15:54 to 17:14
Tuesday: Booked at the following times: from 9:56 to 11:06, from 11:28 to 12:48, from 12:53 to 13:13, from 13:14 to 14:24, from 14:58 to 16:08, from 16:47 to 17:27
Wednesday: Booked at the following times: from 10:40 to 13:00, from 14:52 to 16:12, from 16:22 to 17:02
Thursday: Booked at the following times: from 9:30 to 12:00, from 14:24 to 14:54, from 15:11 to 16:01
Friday: Booked at the following times: from 10:14 to 11:44, from 14:44 to 17:04

The schedule for Zachary Allen's week in their local time is as follows:
Monday: Booked at the following times: from 10:50 to 11:40, from 12:26 to 14:46, from 15:01 to 15:51, from 16:25 to 17:35
Tuesday: Booked at the following times: from 11:08 to 12:18, from 12:21 to 14:31, from 14:39 to 15:39, from 17:39 to 17:59
Wednesday: Booked at the following times: from 9:47 to 12:07, from 13:20 to 14:30
Thursday: Booked at the following times: from 9:42 to 10:42, from 10:58 to 11:28, from 11:48 to 12:38, from 14:15 to 14:45, from 14:47 to 15:17, from 15:30 to 16:00, from 16:04 to 16:34
Friday: Booked at the following times: from 9:15 to 11:15, from 11:29 to 11:59, from 13:00 to 14:30, from 14:41 to 15:31

The schedule for Stephen Kidd's week in their local time is as follows:
Monday: Booked at the following times: from 9:28 to 11:08, from 11:54 to 12:34, from 13:24 to 14:54, from 15:17 to 16:07, from 16:31 to 17:11
Tuesday: Booked at the following times: from 9:03 to 11:03, from 11:52 to 12:22, from 14:32 to 15:32, from 15:40 to 17:40
Wednesday: Booked at the following times: from 9:51 to 10:51, from 11:47 to 12:47, from 13:00 to 13:40, from 16:46 to 17:46
Thursday: Booked at the following times: from 10:11 to 10:51, from 12:42 to 13:32, from 13:54 to 14:24, from 15:10 to 16:20, from 16:23 to 17:43
Friday: Booked at the following times: from 9:26 to 9:56, from 10:15 to 11:55, from 14:01 to 14:21, from 15:34 to 16:54

John Bryant is in a timezone that is 2 hours behind of other participants
Bryan Wilson needs a break for lunch on Tuesday from 11:57 to 12:27
Jenna Johnson requires 15 minutes free before and after the meeting
Kayla Roth requires 10 minutes free before and after the meeting
Zachary Allen requires 15 minutes free before and after the meeting
Stephen Kidd needs a break for lunch on Thursday from 11:22 to 11:52

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Stacey Johnson, James Fuller, Jennifer Powell work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Stacey Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 9:33, from 10:18 to 11:08, from 12:48 to 13:08, from 13:32 to 15:52, from 16:28 to 16:48, from 17:01 to 17:51
Tuesday: Booked at the following times: from 11:33 to 12:13, from 13:57 to 16:17
Wednesday: Booked at the following times: from 9:46 to 11:06, from 13:00 to 13:30, from 14:00 to 16:20, from 17:06 to 17:56
Thursday: Booked at the following times: from 9:17 to 11:07, from 12:32 to 14:22
Friday: Booked at the following times: from 9:07 to 9:57, from 10:49 to 11:29, from 12:14 to 13:44, from 14:41 to 17:01

The schedule for James Fuller's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:41, from 10:01 to 10:04, from 10:44 to 11:25, from 11:45 to 13:56, from 15:36 to 15:39, from 16:09 to 16:13, anytime after 17:53
Tuesday: Booked at the following times: from 11:00 to 12:50, from 13:40 to 16:00, from 16:11 to 17:41
Wednesday: Booked at the following times: from 10:53 to 11:53, from 14:02 to 16:22
Thursday: Booked at the following times: from 10:02 to 11:12, from 12:23 to 14:13, from 14:16 to 16:26
Friday: Booked at the following times: from 9:06 to 10:46, from 12:56 to 13:36, from 14:14 to 15:34

The schedule for Jennifer Powell's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 11:09, from 11:32 to 13:42, from 15:21 to 17:31
Tuesday: Booked at the following times: from 9:37 to 12:07, from 13:49 to 15:59, from 17:13 to 17:43
Wednesday: Booked at the following times: from 9:15 to 10:35, from 11:34 to 13:04, from 13:41 to 15:21
Thursday: Booked at the following times: from 9:03 to 9:23, from 10:06 to 12:16, from 13:02 to 14:22, from 14:29 to 15:39
Friday: Booked at the following times: from 9:06 to 10:26, from 11:23 to 13:23, from 15:22 to 17:52

Stacey Johnson is in a timezone that is 2 hours behind of other participants
Jennifer Powell is in a timezone that is 1 hour ahead of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Scott Wright, Sarah Huffman, Margaret Beltran, Samantha Alvarez work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Scott Wright's week in their local time is as follows:
Monday: Booked at the following times: from 10:41 to 11:31, from 11:42 to 14:12
Tuesday: Booked at the following times: from 9:41 to 10:31, from 11:48 to 13:58, from 14:33 to 14:53, from 14:56 to 16:26, from 16:45 to 17:15
Wednesday: Free only at the following times: anytime before 9:41, from 11:21 to 11:34, from 11:54 to 14:14, from 15:04 to 17:16, anytime after 17:46
Thursday: Booked at the following times: from 10:28 to 11:08, from 11:31 to 14:01, from 16:11 to 17:21
Friday: Booked at the following times: from 9:16 to 9:46, from 10:15 to 11:25, from 12:05 to 12:45, from 13:15 to 13:35, from 13:48 to 15:58, from 16:22 to 17:02

The schedule for Sarah Huffman's week in their local time is as follows:
Monday: Booked at the following times: from 10:21 to 11:01, from 11:14 to 12:54, from 14:11 to 15:31, from 15:32 to 17:02
Tuesday: Booked at the following times: from 10:47 to 12:17, from 12:33 to 13:33, from 14:07 to 15:37
Wednesday: Booked at the following times: from 9:45 to 10:25, from 10:53 to 13:03, from 14:21 to 14:41, from 15:04 to 17:04, from 17:16 to 17:46
Thursday: Booked at the following times: from 11:24 to 12:44, from 12:47 to 14:47, from 14:55 to 15:15, from 15:56 to 17:26
Friday: Booked at the following times: from 9:14 to 11:24, from 13:39 to 15:49

The schedule for Margaret Beltran's week in their local time is as follows:
Monday: Booked at the following times: from 10:14 to 12:14, from 14:01 to 14:31, from 14:33 to 16:53
Tuesday: Booked at the following times: from 11:06 to 13:16, from 15:22 to 16:32
Wednesday: Booked at the following times: from 10:57 to 11:57, from 14:06 to 16:26
Thursday: Booked at the following times: from 10:01 to 10:31, from 11:49 to 12:29, from 12:42 to 13:22, from 13:33 to 14:03, from 14:11 to 16:21, from 16:52 to 17:42
Friday: Booked at the following times: from 9:49 to 11:09, from 11:33 to 11:53, from 12:05 to 14:25, from 14:40 to 15:00, from 16:56 to 17:16

The schedule for Samantha Alvarez's week in their local time is as follows:
Monday: Booked at the following times: from 10:43 to 11:43, from 12:49 to 14:39, from 15:48 to 16:58
Tuesday: Booked at the following times: from 10:33 to 12:33, from 12:48 to 14:38, from 15:42 to 16:52
Wednesday: Booked at the following times: from 9:50 to 11:30, from 12:36 to 13:36, from 14:31 to 15:41
Thursday: Booked at the following times: from 9:41 to 11:41, from 13:11 to 13:41, from 17:01 to 17:51
Friday: Booked at the following times: from 10:39 to 11:49, from 13:25 to 15:15, from 15:42 to 16:32

Scott Wright can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Samantha Alvarez needs a break for lunch on Monday from 12:10 to 12:40

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Patricia Green, Peter Hutchinson, Alan Joyce, Annette Osborn, Debbie Stuart work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Patricia Green's week in their local time is as follows:
Monday: Booked at the following times: from 9:20 to 10:50, from 10:59 to 11:19, from 11:24 to 12:14, from 13:32 to 16:02
Tuesday: Booked at the following times: from 9:15 to 11:05, from 12:18 to 14:08, from 15:57 to 16:17
Wednesday: Booked at the following times: from 11:05 to 11:35, from 12:03 to 13:33, from 14:22 to 15:32, from 16:37 to 17:47
Thursday: Free only at the following times: anytime before 10:12, from 11:12 to 11:58, from 13:48 to 14:08, from 14:38 to 15:30
Friday: Booked at the following times: from 13:39 to 15:59, from 16:26 to 17:06

The schedule for Peter Hutchinson's week in their local time is as follows:
Monday: Booked at the following times: from 10:41 to 11:21, from 12:22 to 14:42
Tuesday: Free only at the following times: anytime before 11:53, from 12:13 to 13:13, from 14:03 to 14:54, from 17:14 to 17:20
Wednesday: Booked at the following times: from 9:51 to 11:11, from 12:30 to 14:10, from 15:00 to 16:30, from 17:10 to 17:50
Thursday: Booked at the following times: from 9:21 to 11:51, from 14:05 to 15:05, from 15:43 to 16:13
Friday: Booked at the following times: from 9:23 to 9:43, from 10:12 to 12:32, from 12:36 to 13:06, from 14:33 to 15:13, from 15:17 to 16:47

The schedule for Alan Joyce's week in their local time is as follows:
Monday: Booked at the following times: from 10:09 to 12:39, from 13:34 to 14:54, from 15:03 to 15:33
Tuesday: Booked at the following times: from 10:56 to 12:46, from 13:26 to 15:16
Wednesday: Booked at the following times: from 11:39 to 13:39, from 13:59 to 15:19, from 16:35 to 17:55
Thursday: Booked at the following times: from 9:38 to 9:58, from 10:11 to 10:41, from 10:45 to 13:15, from 14:28 to 15:58, from 16:14 to 16:54
Friday: Booked at the following times: from 9:05 to 10:15, from 10:19 to 11:59, from 12:17 to 12:47, from 13:10 to 13:50, from 14:27 to 14:57, from 15:10 to 15:50, from 16:24 to 17:24

The schedule for Annette Osborn's week in their local time is as follows:
Monday: Booked at the following times: from 9:26 to 10:16, from 10:44 to 11:44, from 11:48 to 12:08, from 13:08 to 13:28, from 13:36 to 14:16, from 14:20 to 15:00, from 15:27 to 16:37
Tuesday: Booked at the following times: from 9:20 to 9:40, from 10:00 to 10:50, from 11:41 to 13:21, from 14:29 to 16:39
Wednesday: Booked at the following times: from 9:42 to 11:32, from 11:37 to 11:57, from 12:02 to 13:42, from 13:49 to 14:59, from 15:00 to 15:30
Thursday: Booked at the following times: from 9:40 to 11:30, from 13:33 to 15:53
Friday: Booked at the following times: from 11:17 to 12:47, from 12:52 to 14:12, from 15:54 to 16:54

The schedule for Debbie Stuart's week in their local time is as follows:
Monday: Booked at the following times: from 10:36 to 11:36, from 13:50 to 15:50, from 16:07 to 17:37
Tuesday: Booked at the following times: from 9:33 to 10:23, from 10:42 to 11:42, from 12:12 to 14:32, from 16:00 to 16:30
Wednesday: Booked at the following times: from 9:41 to 10:21, from 11:36 to 12:46, from 13:14 to 13:34, from 14:19 to 16:39
Thursday: Booked at the following times: from 9:05 to 9:55, from 10:31 to 11:51, from 14:39 to 16:39
Friday: Booked at the following times: from 9:28 to 10:08, from 11:37 to 12:27, from 13:06 to 14:16, from 14:28 to 14:58

Patricia Green requires 5 minutes free before and after the meeting
Peter Hutchinson is in a timezone that is 3 hours behind of other participants
Alan Joyce needs a break for lunch on Monday from 12:51 to 13:21
Annette Osborn is in a timezone that is 1 hour ahead of other participants
Debbie Stuart needs a break for lunch on Tuesday from 11:42 to 12:12

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Leah Ortega, Joshua Caldwell, Krystal Smith work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Leah Ortega's week in their local time is as follows:
Monday: Booked at the following times: from 9:56 to 10:26, from 10:27 to 11:47, from 12:16 to 13:16, from 14:11 to 14:41, from 14:54 to 16:24, from 17:21 to 17:51
Tuesday: Booked at the following times: from 10:46 to 11:06, from 14:07 to 15:27, from 16:01 to 16:51, from 16:57 to 17:47
Wednesday: Booked at the following times: from 9:14 to 11:04, from 13:29 to 15:39, from 16:15 to 17:05
Thursday: Booked at the following times: from 10:04 to 12:34, from 12:38 to 13:48, from 14:03 to 14:43, from 15:35 to 15:55, from 15:56 to 16:26
Friday: Booked at the following times: from 9:56 to 10:16, from 12:42 to 14:32, from 15:19 to 16:39

The schedule for Joshua Caldwell's week in their local time is as follows:
Monday: Booked at the following times: from 10:34 to 13:04, from 13:21 to 15:01
Tuesday: Booked at the following times: from 11:38 to 12:18, from 13:07 to 14:07, from 15:45 to 17:15
Wednesday: Booked at the following times: from 9:59 to 11:09, from 11:23 to 13:43, from 15:29 to 16:49
Thursday: Booked at the following times: from 9:41 to 10:21, from 10:49 to 11:09, from 11:46 to 12:26, from 13:25 to 14:35, from 15:29 to 15:59, from 16:23 to 17:33
Friday: Booked at the following times: from 9:09 to 10:29, from 11:37 to 13:57

The schedule for Krystal Smith's week in their local time is as follows:
Monday: Booked at the following times: from 11:54 to 14:24, from 15:32 to 17:52
Tuesday: Booked at the following times: from 9:15 to 11:05, from 11:38 to 13:28, from 13:38 to 15:28, from 15:34 to 16:34, from 17:00 to 17:20
Wednesday: Booked at the following times: from 10:27 to 12:37, from 15:36 to 17:56
Thursday: Free only at the following times: anytime before 9:09, from 9:39 to 10:23, from 12:03 to 13:04, from 14:04 to 14:17, from 14:37 to 16:17, from 17:17 to 17:34, anytime after 17:54
Friday: Booked at the following times: from 9:03 to 9:53, from 10:05 to 10:45, from 11:26 to 13:16, from 14:26 to 16:06

Leah Ortega is in a timezone that is 1 hour ahead of other participants
Joshua Caldwell needs a break for lunch on Tuesday from 11:02 to 11:32
Krystal Smith is in a timezone that is 2 hours ahead of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Joseph Cameron, Jerry Zhang, Daniel Padilla, Jim Martinez work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Joseph Cameron's week in their local time is as follows:
Monday: Booked at the following times: from 9:38 to 11:28, from 11:53 to 13:43, from 15:04 to 15:44, from 16:21 to 17:11, from 17:25 to 17:45
Tuesday: Booked at the following times: from 10:48 to 12:08, from 13:24 to 15:34, from 16:00 to 16:40
Wednesday: Booked at the following times: from 9:26 to 11:26, from 15:14 to 17:44
Thursday: Booked at the following times: from 9:28 to 10:08, from 10:36 to 12:36, from 13:06 to 13:36, from 13:42 to 15:02, from 15:44 to 16:24, from 16:29 to 16:59
Friday: Booked at the following times: from 9:45 to 10:45, from 11:20 to 12:50, from 13:10 to 13:50, from 14:17 to 15:27, from 17:07 to 17:57

The schedule for Jerry Zhang's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 11:02, from 11:07 to 12:07, from 12:25 to 14:25, from 14:28 to 14:48, from 15:31 to 16:41
Tuesday: Booked at the following times: from 10:32 to 12:12, from 13:50 to 16:00
Wednesday: Booked at the following times: from 9:14 to 9:34, from 10:16 to 10:46, from 10:56 to 12:06, from 12:14 to 12:34, from 13:37 to 14:07, from 14:09 to 14:59, from 15:42 to 16:02, from 16:33 to 17:13
Thursday: Booked at the following times: from 9:24 to 9:44, from 10:18 to 10:48, from 13:25 to 14:05, from 15:14 to 16:34
Friday: Booked at the following times: from 10:21 to 11:41, from 13:48 to 15:28

The schedule for Daniel Padilla's week in their local time is as follows:
Monday: Booked at the following times: from 10:42 to 12:02, from 12:18 to 13:48, from 15:08 to 16:58
Tuesday: Booked at the following times: from 9:16 to 11:06, from 11:31 to 13:11, from 16:23 to 17:03
Wednesday: Booked at the following times: from 9:58 to 10:18, from 11:14 to 11:54, from 11:56 to 14:16, from 14:33 to 15:03, from 15:10 to 15:30
Thursday: Booked at the following times: from 10:22 to 12:32, from 16:08 to 17:18
Friday: Booked at the following times: from 10:23 to 11:23, from 12:22 to 14:42, from 14:44 to 15:54, from 16:51 to 17:11, from 17:27 to 17:47

The schedule for Jim Martinez's week in their local time is as follows:
Monday: Booked at the following times: from 9:45 to 10:25, from 10:27 to 11:57, from 12:18 to 13:38, from 14:46 to 17:16
Tuesday: Booked at the following times: from 9:42 to 10:52, from 11:59 to 13:49, from 14:39 to 14:59, from 15:47 to 16:57
Wednesday: Booked at the following times: from 10:48 to 12:48, from 13:10 to 13:50, from 14:21 to 16:21
Thursday: Free only at the following times: anytime before 9:03, from 12:13 to 12:36, from 13:26 to 14:27, from 15:17 to 16:21, anytime after 17:21
Friday: Booked at the following times: from 10:56 to 11:26, from 12:14 to 13:44, from 13:56 to 16:16

Joseph Cameron can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Daniel Padilla needs a break for lunch on Thursday from 12:47 to 13:17

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Tim Krause, Angela Peterson, John Henderson work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Tim Krause's week in their local time is as follows:
Monday: Booked at the following times: from 10:04 to 10:44, from 13:45 to 15:25, from 15:52 to 17:02
Tuesday: Booked at the following times: from 9:57 to 11:37, from 12:19 to 12:39, from 13:15 to 13:55, from 15:28 to 15:58
Wednesday: Booked at the following times: from 10:16 to 12:46, from 12:54 to 14:14, from 14:26 to 16:06, from 16:46 to 17:16
Thursday: Booked at the following times: from 9:22 to 11:12, from 11:54 to 12:14, from 12:43 to 13:03, from 14:15 to 14:35, from 15:03 to 17:13
Friday: Booked at the following times: from 10:17 to 12:27, from 14:47 to 17:17

The schedule for Angela Peterson's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 11:06, from 11:10 to 11:30, from 13:08 to 15:28, from 17:35 to 17:55
Tuesday: Booked at the following times: from 9:09 to 9:29, from 10:00 to 11:30, from 12:59 to 14:09, from 15:18 to 17:38
Wednesday: Booked at the following times: from 9:56 to 10:56, from 12:53 to 14:03, from 14:45 to 16:55
Thursday: Booked at the following times: from 10:14 to 10:34, from 10:39 to 11:39, from 12:08 to 13:38, from 13:57 to 14:17, from 14:40 to 16:10, from 16:31 to 17:11
Friday: Booked at the following times: from 9:34 to 10:04, from 12:06 to 13:36, from 14:18 to 15:58, from 16:50 to 17:20

The schedule for John Henderson's week in their local time is as follows:
Monday: Booked at the following times: from 9:18 to 9:48, from 11:03 to 11:43, from 11:48 to 12:38, from 13:00 to 14:10, from 15:09 to 15:49
Tuesday: Booked at the following times: from 9:12 to 9:32, from 9:48 to 10:38, from 11:20 to 11:50, from 11:55 to 13:15, from 13:48 to 14:28, from 14:32 to 16:32
Wednesday: Booked at the following times: from 9:12 to 10:12, from 11:20 to 12:30, from 12:32 to 13:12, from 15:03 to 16:53
Thursday: Booked at the following times: from 9:14 to 9:34, from 9:37 to 11:37, from 12:51 to 13:31, from 16:14 to 17:14
Friday: Booked at the following times: from 9:17 to 9:57, from 10:29 to 12:19, from 13:41 to 14:31

Angela Peterson can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
John Henderson can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Lauren Graham, Teresa Simpson, William Miller, Sara Black, Carrie Garza work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Lauren Graham's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:46, from 10:36 to 10:58, from 11:48 to 13:43, from 16:03 to 17:10
Tuesday: Free only at the following times: anytime before 10:43, from 11:43 to 13:15, from 14:05 to 15:11, anytime after 17:21
Wednesday: Booked at the following times: from 11:54 to 13:54, from 15:08 to 15:38, from 15:49 to 17:49
Thursday: Booked at the following times: from 11:02 to 13:02, from 13:29 to 14:49, from 15:16 to 15:46, from 16:08 to 17:38
Friday: Booked at the following times: from 9:20 to 10:20, from 10:28 to 11:28, from 11:42 to 12:52, from 14:43 to 17:03

The schedule for Teresa Simpson's week in their local time is as follows:
Monday: Booked at the following times: from 9:35 to 10:25, from 11:35 to 12:05, from 12:34 to 13:34, from 13:58 to 14:48, from 14:50 to 15:30, from 15:39 to 15:59
Tuesday: Booked at the following times: from 11:14 to 11:54, from 14:27 to 15:17, from 15:43 to 17:23
Wednesday: Booked at the following times: from 9:13 to 10:53, from 12:00 to 12:30, from 15:05 to 15:55, from 16:08 to 16:28, from 16:29 to 17:49
Thursday: Booked at the following times: from 9:11 to 11:01, from 11:36 to 12:06, from 13:35 to 13:55, from 14:19 to 14:49
Friday: Booked at the following times: from 9:04 to 9:24, from 9:42 to 10:12, from 11:06 to 11:46, from 11:51 to 13:41, from 14:48 to 15:18

The schedule for William Miller's week in their local time is as follows:
Monday: Booked at the following times: from 10:56 to 11:56, from 15:09 to 17:39
Tuesday: Booked at the following times: from 10:57 to 12:07, from 12:11 to 14:01, from 14:31 to 15:41, from 16:16 to 17:26
Wednesday: Booked at the following times: from 9:47 to 10:27, from 12:06 to 13:36, from 14:25 to 15:15, from 15:45 to 17:05
Thursday: Booked at the following times: from 11:01 to 13:31, from 14:07 to 15:47
Friday: Booked at the following times: from 10:36 to 12:36, from 12:49 to 14:39

The schedule for Sara Black's week in their local time is as follows:
Monday: Booked at the following times: from 9:42 to 11:42, from 12:24 to 14:34
Tuesday: Booked at the following times: from 9:44 to 11:34, from 12:38 to 13:08, from 13:27 to 13:47, from 13:50 to 14:10, from 15:01 to 15:31
Wednesday: Booked at the following times: from 10:38 to 11:38, from 12:35 to 15:05, from 16:18 to 17:38
Thursday: Booked at the following times: from 10:55 to 13:25, from 15:32 to 16:22
Friday: Booked at the following times: from 11:04 to 12:24, from 12:29 to 13:19, from 14:38 to 15:28, from 16:48 to 17:08

The schedule for Carrie Garza's week in their local time is as follows:
Monday: Booked at the following times: from 10:53 to 12:13, from 14:37 to 16:17, from 17:15 to 17:35
Tuesday: Booked at the following times: from 9:09 to 10:19, from 10:42 to 11:42, from 12:45 to 13:45, from 14:54 to 15:14, from 15:53 to 16:13, from 16:35 to 17:15, from 17:31 to 17:51
Wednesday: Booked at the following times: from 9:27 to 9:47, from 9:58 to 10:18, from 11:12 to 13:32, from 14:51 to 15:31, from 15:35 to 16:15, from 17:11 to 17:41
Thursday: Booked at the following times: from 9:30 to 10:10, from 10:45 to 12:35, from 13:25 to 14:45, from 15:20 to 16:40
Friday: Booked at the following times: from 10:07 to 12:07, from 14:01 to 15:11, from 15:56 to 16:46

Teresa Simpson requires 10 minutes free before and after the meeting
Sara Black requires 10 minutes free before and after the meeting
Carrie Garza needs a break for lunch on Monday from 12:26 to 12:56

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

David Allen, Jonathon Arnold, Daniel Mills, Katie Jackson, Jason Harris, Robert Brock work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for David Allen's week in their local time is as follows:
Monday: Booked at the following times: from 10:13 to 11:33, from 11:39 to 13:09, from 13:53 to 15:03, from 16:50 to 17:10, from 17:17 to 17:37
Tuesday: Booked at the following times: from 10:34 to 12:04, from 12:13 to 14:13
Wednesday: Booked at the following times: from 9:22 to 11:12, from 11:25 to 12:05, from 15:35 to 16:45
Thursday: Booked at the following times: from 10:31 to 12:11, from 14:07 to 16:07
Friday: Booked at the following times: from 10:35 to 13:05, from 13:46 to 15:06, from 15:12 to 16:02, from 16:32 to 17:52

The schedule for Jonathon Arnold's week in their local time is as follows:
Monday: Booked at the following times: from 9:11 to 10:31, from 12:14 to 13:04, from 13:36 to 15:36
Tuesday: Booked at the following times: from 12:19 to 14:29, from 14:37 to 15:47
Wednesday: Booked at the following times: from 9:12 to 11:42, from 14:37 to 15:07, from 15:14 to 17:24
Thursday: Booked at the following times: from 10:56 to 13:26, from 15:20 to 16:20, from 16:25 to 17:05
Friday: Booked at the following times: from 9:09 to 10:59, from 11:11 to 12:21, from 12:47 to 13:17, from 14:23 to 14:43, from 14:54 to 15:54, from 15:59 to 16:49

The schedule for Daniel Mills's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 10:22, from 11:53 to 12:13, from 12:18 to 12:48, from 13:29 to 14:29, from 14:37 to 15:37, from 15:54 to 17:04
Tuesday: Booked at the following times: from 9:37 to 10:37, from 10:44 to 12:24, from 13:56 to 14:26, from 15:19 to 16:09, from 16:15 to 17:05
Wednesday: Booked at the following times: from 13:48 to 15:58, from 16:17 to 17:57
Thursday: Booked at the following times: from 9:45 to 10:55, from 11:07 to 13:07, from 14:23 to 16:23
Friday: Booked at the following times: from 9:25 to 10:55, from 13:00 to 14:40, from 15:12 to 16:32

The schedule for Katie Jackson's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 10:43, from 10:55 to 13:15, from 14:07 to 16:37, from 17:20 to 17:40
Tuesday: Booked at the following times: from 10:15 to 11:05, from 11:06 to 12:46, from 12:49 to 13:09, from 13:52 to 14:22, from 16:14 to 17:04
Wednesday: Booked at the following times: from 11:03 to 11:23, from 11:58 to 13:18, from 15:04 to 17:34
Thursday: Booked at the following times: from 9:37 to 10:27, from 11:21 to 12:41, from 13:02 to 14:12, from 16:55 to 17:15
Friday: Booked at the following times: from 9:35 to 10:05, from 10:24 to 11:04, from 11:46 to 14:06, from 14:20 to 15:10, from 16:56 to 17:46

The schedule for Jason Harris's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 10:52, from 11:10 to 13:20, from 16:09 to 17:49
Tuesday: Booked at the following times: from 10:29 to 11:39, from 12:41 to 14:01, from 15:15 to 16:45
Wednesday: Booked at the following times: from 10:45 to 11:15, from 11:31 to 13:11, from 13:26 to 14:06, from 14:27 to 15:07, from 15:27 to 16:07, from 16:25 to 17:45
Thursday: Booked at the following times: from 9:30 to 10:00, from 10:24 to 11:14, from 11:34 to 12:24, from 13:15 to 14:25, from 15:03 to 16:33
Friday: Booked at the following times: from 9:17 to 11:37, from 11:47 to 13:57, from 14:29 to 14:49, from 15:17 to 15:57, from 16:45 to 17:25

The schedule for Robert Brock's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 12:09, from 12:23 to 14:23, from 14:50 to 16:00
Tuesday: Free only at the following times: anytime before 9:21, from 10:31 to 11:04, from 11:24 to 11:44, from 12:44 to 15:11, anytime after 17:21
Wednesday: Booked at the following times: from 9:21 to 11:21, from 12:32 to 14:02, from 15:00 to 17:20
Thursday: Booked at the following times: from 13:14 to 13:54, from 14:34 to 15:24, from 15:38 to 15:58, from 15:59 to 17:49
Friday: Booked at the following times: from 10:45 to 12:15, from 12:31 to 13:01, from 13:08 to 14:08, from 14:41 to 16:11, from 16:32 to 17:12, from 17:28 to 17:58

David Allen requires 10 minutes free before and after the meeting
Jonathon Arnold can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Daniel Mills needs a break for lunch on Monday from 11:05 to 11:35
Katie Jackson requires 10 minutes free before and after the meeting

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Johnny Dominguez, Edwin Baker, Alyssa Warren work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Johnny Dominguez's week in their local time is as follows:
Monday: Booked at the following times: from 9:53 to 11:53, from 12:35 to 13:55, from 14:46 to 15:46
Tuesday: Booked at the following times: from 9:28 to 9:58, from 10:19 to 11:09, from 11:39 to 12:59, from 13:29 to 13:59, from 14:38 to 15:38, from 16:00 to 16:50
Wednesday: Booked at the following times: from 9:11 to 9:51, from 10:27 to 11:37, from 11:46 to 13:36, from 14:27 to 14:47, from 14:53 to 16:03
Thursday: Free only at the following times: from 11:00 to 13:33, from 15:23 to 15:38, anytime after 17:08
Friday: Booked at the following times: from 9:21 to 10:51, from 10:59 to 12:19, from 15:27 to 17:07

The schedule for Edwin Baker's week in their local time is as follows:
Monday: Booked at the following times: from 11:03 to 12:03, from 12:08 to 12:48, from 15:02 to 17:32
Tuesday: Booked at the following times: from 10:40 to 11:50, from 12:19 to 12:49, from 13:33 to 14:03, from 14:10 to 16:00, from 17:25 to 17:45
Wednesday: Booked at the following times: from 12:16 to 13:46, from 14:12 to 16:02
Thursday: Booked at the following times: from 10:14 to 11:14, from 12:25 to 13:25, from 14:08 to 15:58
Friday: Booked at the following times: from 9:15 to 11:35, from 13:28 to 14:28, from 16:31 to 17:01

The schedule for Alyssa Warren's week in their local time is as follows:
Monday: Booked at the following times: from 10:11 to 11:11, from 11:38 to 13:38, from 13:53 to 15:43, from 16:23 to 16:53
Tuesday: Free only at the following times: anytime before 9:17, from 12:27 to 14:47, from 15:07 to 15:31, anytime after 17:51
Wednesday: Booked at the following times: from 9:08 to 10:48, from 10:50 to 11:50, from 12:19 to 13:59, from 14:44 to 16:34
Thursday: Booked at the following times: from 10:02 to 10:42, from 10:59 to 13:09, from 13:43 to 14:03, from 16:27 to 17:37
Friday: Booked at the following times: from 10:46 to 11:56, from 12:11 to 13:11, from 13:28 to 15:48, from 16:11 to 17:31

Johnny Dominguez needs a break for lunch on Thursday from 11:19 to 11:49
Alyssa Warren is in a timezone that is 2 hours behind of other participants

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Ryan Scott, Robert White, Jade Aguirre DDS, Shane Smith work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Ryan Scott's week in their local time is as follows:
Monday: Booked at the following times: from 9:28 to 10:08, from 14:03 to 14:23, from 14:25 to 16:35
Tuesday: Booked at the following times: from 9:57 to 10:47, from 11:04 to 12:54, from 13:15 to 13:35, from 14:06 to 14:26, from 15:09 to 15:29, from 16:59 to 17:29
Wednesday: Booked at the following times: from 12:19 to 14:09, from 14:27 to 15:27, from 15:56 to 17:16
Thursday: Booked at the following times: from 9:32 to 10:02, from 10:22 to 11:22, from 11:59 to 12:19, from 12:36 to 14:46
Friday: Booked at the following times: from 10:14 to 10:54, from 12:40 to 14:20, from 14:58 to 15:18, from 16:44 to 17:34

The schedule for Robert White's week in their local time is as follows:
Monday: Booked at the following times: from 9:17 to 11:17, from 11:31 to 12:01, from 14:52 to 15:22, from 16:39 to 17:49
Tuesday: Booked at the following times: from 10:39 to 12:29, from 14:47 to 17:07
Wednesday: Booked at the following times: from 10:32 to 11:02, from 14:23 to 16:43, from 16:59 to 17:19
Thursday: Booked at the following times: from 9:38 to 10:48, from 11:01 to 12:11, from 12:13 to 14:13, from 15:05 to 15:55, from 17:18 to 17:48
Friday: Free only at the following times: anytime before 9:26, from 10:36 to 10:44, from 11:04 to 11:07, from 11:27 to 11:40, from 12:50 to 13:10, from 13:40 to 14:16, from 14:46 to 16:03, from 16:53 to 17:02, from 17:22 to 17:32, anytime after 17:52

The schedule for Jade Aguirre DDS's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 12:00, from 12:35 to 13:15, from 13:20 to 15:00, from 15:13 to 16:43, from 17:01 to 17:51
Tuesday: Booked at the following times: from 10:27 to 12:17, from 14:03 to 14:53, from 16:19 to 17:59
Wednesday: Booked at the following times: from 9:01 to 10:21, from 11:17 to 13:47
Thursday: Booked at the following times: from 9:53 to 11:23, from 12:39 to 13:39, from 14:54 to 15:24, from 16:56 to 17:36
Friday: Booked at the following times: from 10:59 to 12:29, from 14:38 to 16:48

The schedule for Shane Smith's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 10:27, from 11:28 to 11:58, from 14:09 to 16:09
Tuesday: Booked at the following times: from 9:13 to 10:03, from 11:35 to 12:35, from 13:17 to 15:07, from 15:49 to 17:49
Wednesday: Booked at the following times: from 11:10 to 13:40, from 14:28 to 16:58, from 17:16 to 17:56
Thursday: Booked at the following times: from 10:00 to 11:00, from 12:01 to 13:21, from 14:36 to 15:16, from 15:27 to 15:47, from 15:55 to 17:15
Friday: Booked at the following times: from 10:38 to 13:08, from 14:58 to 16:58

Ryan Scott needs a break for lunch on Monday from 11:21 to 11:51
Robert White needs a break for lunch on Tuesday from 12:42 to 13:12
Jade Aguirre DDS needs a break for lunch on Friday from 12:31 to 13:01
Shane Smith needs a break for lunch on Thursday from 11:02 to 11:32

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings


Prompt:
You are an intelligent assistant specializing in solving custom puzzle problems. Now the puzzle is Temporal Sequence.
In this task, the calendar schedules of a few people is provided for an entire week. The blocked times for the calendar of each person is sampled randomly, and is provided as text either by giving the times of the day when it is blocked or giving the times of the day when it is free.
The goal is to find: 1- the longest meeting that can be scheduled for them, and 2- the number of possibilities for such a meeting.
These people may also have some constraints or we might have some information about them that has to be taken into account for meeting scheduling. Examples include: being in a different timezone than the other participants, needing some free time before and after the meeting, requiring some free time for lunch, etc.

Peter Campos, Corey Alvarez, Darrell Phillips, Cameron Leonard, Nicholas Duran, Michael Sullivan work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Peter Campos's week in their local time is as follows:
Monday: Booked at the following times: from 9:59 to 10:39, from 10:59 to 11:19, from 11:43 to 12:53, from 13:44 to 15:34, from 15:35 to 16:25, from 16:51 to 17:11
Tuesday: Booked at the following times: from 9:17 to 9:47, from 11:12 to 12:42, from 13:44 to 14:44, from 14:51 to 17:01
Wednesday: Booked at the following times: from 9:06 to 10:36, from 12:06 to 14:16, from 15:13 to 16:33
Thursday: Free only at the following times: anytime before 9:58, from 12:18 to 12:19, from 12:49 to 13:24, from 15:04 to 15:23, from 16:03 to 16:30, from 17:10 to 17:30
Friday: Booked at the following times: from 9:01 to 11:31, from 11:44 to 12:34, from 15:28 to 17:08

The schedule for Corey Alvarez's week in their local time is as follows:
Monday: Booked at the following times: from 11:25 to 12:05, from 12:09 to 12:49, from 13:56 to 15:16, from 15:37 to 17:37
Tuesday: Booked at the following times: from 9:42 to 11:02, from 12:18 to 14:18, from 14:24 to 16:54
Wednesday: Booked at the following times: from 9:31 to 10:11, from 10:32 to 10:52, from 11:23 to 11:43, from 11:56 to 13:56, from 14:08 to 15:08, from 15:14 to 15:54, from 17:28 to 17:48
Thursday: Booked at the following times: from 11:19 to 12:29, from 14:14 to 16:14
Friday: Free only at the following times: anytime before 9:09, from 9:29 to 9:49, from 10:49 to 11:20, from 11:50 to 14:19, from 16:09 to 16:21, from 16:41 to 17:00

The schedule for Darrell Phillips's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:17, from 13:27 to 13:40, from 14:40 to 14:56, from 15:16 to 15:20, anytime after 16:40
Tuesday: Booked at the following times: from 10:25 to 11:45, from 12:03 to 12:23, from 12:58 to 13:18, from 13:20 to 14:20, from 14:54 to 16:44
Wednesday: Booked at the following times: from 10:23 to 12:13, from 12:45 to 13:45, from 14:00 to 15:50, from 16:57 to 17:47
Thursday: Booked at the following times: from 9:07 to 11:07, from 14:47 to 16:57
Friday: Free only at the following times: anytime before 11:39, from 12:29 to 13:50, from 15:30 to 15:38, from 16:38 to 17:10

The schedule for Cameron Leonard's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 12:12, from 12:35 to 14:55, from 15:19 to 16:39
Tuesday: Booked at the following times: from 9:13 to 11:23, from 13:44 to 16:14, from 17:12 to 17:42
Wednesday: Free only at the following times: anytime before 9:56, from 11:16 to 12:35, from 12:55 to 14:36, anytime after 16:56
Thursday: Booked at the following times: from 10:44 to 11:44, from 12:06 to 14:16, from 15:50 to 16:50
Friday: Booked at the following times: from 10:00 to 11:20, from 12:29 to 13:19, from 14:13 to 16:13, from 16:37 to 17:27

The schedule for Nicholas Duran's week in their local time is as follows:
Monday: Booked at the following times: from 9:04 to 11:24, from 11:35 to 13:25
Tuesday: Booked at the following times: from 9:55 to 11:05, from 12:22 to 12:42, from 13:05 to 15:25, from 15:39 to 16:19
Wednesday: Booked at the following times: from 9:02 to 10:22, from 11:23 to 12:13, from 13:30 to 15:40
Thursday: Booked at the following times: from 10:42 to 13:02, from 13:53 to 14:23, from 15:18 to 17:48
Friday: Booked at the following times: from 9:16 to 9:46, from 9:51 to 11:31, from 11:59 to 12:19, from 12:53 to 15:23

The schedule for Michael Sullivan's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 11:17, from 14:35 to 16:25
Tuesday: Booked at the following times: from 11:07 to 12:47, from 13:10 to 15:00
Wednesday: Free only at the following times: from 11:30 to 12:28, from 12:48 to 13:41, from 15:41 to 15:57, anytime after 16:57
Thursday: Booked at the following times: from 11:43 to 14:03, from 14:30 to 16:20, from 16:38 to 17:58
Friday: Booked at the following times: from 9:24 to 10:54, from 11:31 to 11:51, from 13:45 to 14:15, from 14:51 to 16:51

Peter Campos needs a break for lunch on Tuesday from 12:59 to 13:29
Corey Alvarez is in a timezone that is 1 hour ahead of other participants
Darrell Phillips can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Cameron Leonard is in a timezone that is 1 hour ahead of other participants
Nicholas Duran needs a break for lunch on Tuesday from 11:23 to 11:53

Let X be the length of the longest meeting (in minutes) that can be scheduled. Also, let Y be number of possible options of such meetings. Compute X and Y and report them separated by a comma (e.g., 45, 3). If X is 0, report 0, 0.

**Instruction for Answer Submission**
After analyzing the schedules and constraints, provide your answer in the following format:
`Final Answer: \boxed{X,Y}`
Where:
- `X` = Length of longest possible meeting (minutes)
- `Y` = Number of possible options of such meetings