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.

Olivia Saunders, Cynthia Brandt, Michael Good, William Jimenez, Richard Phillips 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 Olivia Saunders's week in their local time is as follows:
Monday: Booked at the following times: from 10:31 to 11:41, from 12:40 to 14:50, from 14:56 to 17:16
Tuesday: Booked at the following times: from 9:13 to 10:23, from 11:32 to 14:02, from 15:07 to 15:47, from 16:29 to 17:19
Wednesday: Booked at the following times: from 11:16 to 12:46, from 13:24 to 13:44, from 14:24 to 14:54, from 15:36 to 16:06, from 17:09 to 17:39
Thursday: Booked at the following times: from 9:30 to 10:40, from 11:53 to 12:23, from 12:27 to 14:57, from 15:01 to 17:01, from 17:18 to 17:48
Friday: Booked at the following times: from 9:36 to 10:26, from 10:31 to 11:01, from 11:17 to 12:57, from 15:06 to 16:46, from 16:55 to 17:35

The schedule for Cynthia Brandt's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 10:02, from 11:30 to 12:40, from 15:05 to 17:05
Tuesday: Booked at the following times: from 10:08 to 12:38, from 15:26 to 17:36
Wednesday: Booked at the following times: from 9:57 to 11:57, from 12:22 to 13:02, from 13:46 to 15:26
Thursday: Booked at the following times: from 9:01 to 10:21, from 10:54 to 12:04, from 15:25 to 16:25
Friday: Booked at the following times: from 10:21 to 12:11, from 14:44 to 16:14

The schedule for Michael Good's week in their local time is as follows:
Monday: Booked at the following times: from 9:45 to 11:25, from 13:19 to 14:59
Tuesday: Booked at the following times: from 11:18 to 13:38, from 14:19 to 15:09, from 15:11 to 15:41, from 15:56 to 17:26
Wednesday: Booked at the following times: from 9:35 to 10:45, from 15:16 to 17:26
Thursday: Booked at the following times: from 9:48 to 10:48, from 11:14 to 12:54, from 16:10 to 17:20
Friday: Booked at the following times: from 9:09 to 10:49, from 11:45 to 12:35, from 14:00 to 15:10, from 15:18 to 16:18

The schedule for William Jimenez's week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:31, from 12:21 to 12:24, from 13:04 to 13:45, from 14:35 to 16:00
Tuesday: Booked at the following times: from 10:28 to 11:08, from 11:10 to 12:30, from 13:16 to 14:56, from 16:41 to 17:31
Wednesday: Booked at the following times: from 10:22 to 12:52, from 13:40 to 15:50, from 16:23 to 16:53
Thursday: Booked at the following times: from 9:05 to 10:45, from 12:56 to 13:16, from 13:29 to 14:39, from 15:26 to 17:26
Friday: Booked at the following times: from 9:30 to 10:20, from 10:38 to 11:38, from 11:49 to 12:49, from 13:16 to 15:46

The schedule for Richard Phillips's week in their local time is as follows:
Monday: Booked at the following times: from 9:59 to 12:19, from 12:37 to 15:07
Tuesday: Booked at the following times: from 11:30 to 12:20, from 12:36 to 14:56, from 15:40 to 17:50
Wednesday: Booked at the following times: from 10:03 to 10:43, from 11:20 to 13:20, from 14:20 to 15:50
Thursday: Free only at the following times: anytime before 9:48, from 11:38 to 11:55, from 12:15 to 13:01, from 14:31 to 14:38, from 15:58 to 16:41, anytime after 17:01
Friday: Booked at the following times: from 12:18 to 13:18, from 13:41 to 14:21, from 15:39 to 16:59

Cynthia Brandt is in a timezone that is 1 hour behind of other participants
Michael Good requires 5 minutes free before and after the meeting
William Jimenez needs a break for lunch on Tuesday from 12:31 to 13:01
Richard Phillips needs a break for lunch on Thursday from 12:16 to 12:46

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.

Mark Brown, Stephanie Finley, Larry Robles, Larry Allen, William Jensen, Anthony Ferguson 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 Mark Brown's week in their local time is as follows:
Monday: Booked at the following times: from 9:05 to 9:35, from 13:03 to 13:53, from 16:16 to 17:56
Tuesday: Booked at the following times: from 11:25 to 13:45, from 13:54 to 14:54, from 17:18 to 17:58
Wednesday: Booked at the following times: from 11:31 to 13:41, from 14:47 to 15:27, from 16:56 to 17:56
Thursday: Booked at the following times: from 9:30 to 11:50, from 15:21 to 16:31
Friday: Booked at the following times: from 11:48 to 12:48, from 12:54 to 14:54, from 16:10 to 16:40

The schedule for Stephanie Finley's week in their local time is as follows:
Monday: Booked at the following times: from 10:32 to 10:52, from 11:05 to 12:15, from 12:25 to 13:35, from 13:36 to 14:56, from 14:57 to 16:47
Tuesday: Free only at the following times: from 9:20 to 9:59, from 11:19 to 12:13, from 12:43 to 13:02, from 14:02 to 15:17, from 16:07 to 16:31, anytime after 17:41
Wednesday: Booked at the following times: from 9:03 to 11:13, from 13:37 to 14:17, from 14:46 to 15:26, from 15:49 to 16:59
Thursday: Booked at the following times: from 9:45 to 10:55, from 12:34 to 14:34, from 14:54 to 16:34
Friday: Booked at the following times: from 9:10 to 10:20, from 11:01 to 12:41, from 13:50 to 15:20

The schedule for Larry Robles's week in their local time is as follows:
Monday: Booked at the following times: from 10:53 to 13:23, from 13:59 to 14:59, from 15:58 to 17:48
Tuesday: Booked at the following times: from 9:47 to 10:37, from 11:16 to 11:36, from 12:02 to 14:12, from 14:35 to 15:05, from 15:06 to 15:56, from 16:33 to 17:13
Wednesday: Booked at the following times: from 9:06 to 9:56, from 10:46 to 12:36, from 13:53 to 14:23, from 14:52 to 16:12
Thursday: Booked at the following times: from 10:53 to 11:23, from 12:25 to 13:15, from 14:05 to 15:55, from 16:58 to 17:18
Friday: Booked at the following times: from 9:33 to 11:23, from 11:57 to 12:57, from 13:59 to 14:19, from 14:58 to 16:28

The schedule for Larry Allen's week in their local time is as follows:
Monday: Booked at the following times: from 10:40 to 12:00, from 15:49 to 16:59, from 17:34 to 17:54
Tuesday: Booked at the following times: from 9:43 to 11:23, from 13:00 to 15:10, from 15:46 to 17:46
Wednesday: Booked at the following times: from 9:57 to 11:57, from 13:07 to 13:27, from 13:54 to 15:04, from 15:20 to 16:50
Thursday: Booked at the following times: from 10:33 to 11:23, from 11:25 to 12:25, from 12:52 to 13:42, from 13:59 to 14:49, from 15:04 to 16:44
Friday: Booked at the following times: from 10:04 to 10:34, from 10:53 to 11:33, from 12:08 to 12:48, from 13:51 to 15:21, from 17:28 to 17:58

The schedule for William Jensen's week in their local time is as follows:
Monday: Booked at the following times: from 11:00 to 12:20, from 13:57 to 16:27
Tuesday: Booked at the following times: from 9:22 to 11:32, from 12:44 to 14:34, from 15:34 to 16:24, from 17:04 to 17:44
Wednesday: Booked at the following times: from 10:53 to 11:13, from 11:31 to 13:01, from 13:47 to 16:07, from 16:29 to 17:39
Thursday: Booked at the following times: from 9:06 to 10:26, from 11:05 to 13:05, from 13:55 to 15:45, from 16:16 to 16:56, from 17:10 to 17:40
Friday: Booked at the following times: from 9:34 to 9:54, from 10:07 to 10:27, from 10:39 to 11:09, from 11:36 to 11:56, from 12:25 to 13:35, from 14:01 to 14:41, from 14:43 to 15:13, from 15:27 to 16:37, from 16:43 to 17:13

The schedule for Anthony Ferguson's week in their local time is as follows:
Monday: Booked at the following times: from 9:16 to 9:36, from 12:00 to 13:30, from 14:14 to 15:14, from 17:22 to 17:42
Tuesday: Booked at the following times: from 9:26 to 9:56, from 10:23 to 12:23, from 13:21 to 15:11
Wednesday: Booked at the following times: from 9:03 to 10:13, from 10:26 to 11:36, from 11:47 to 13:17, from 15:10 to 15:50, from 15:52 to 17:42
Thursday: Booked at the following times: from 9:42 to 11:12, from 11:14 to 11:44, from 13:26 to 14:26, from 14:54 to 15:24, from 16:04 to 16:44, from 17:18 to 17:38
Friday: Booked at the following times: from 11:20 to 13:50, from 13:58 to 14:38, from 15:58 to 16:48, from 16:59 to 17:29

Mark Brown requires 15 minutes free before and after the meeting
Stephanie Finley requires 5 minutes free before and after the meeting
Larry Robles is in a timezone that is 1 hour behind of other participants
William Jensen requires 15 minutes free before and after the meeting
Anthony Ferguson can clear any meeting of 60 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.

Lisa Thomas, Dylan Anderson, Duane Taylor, Matthew Carter, Jeffrey Cooper 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 Lisa Thomas's week in their local time is as follows:
Monday: Booked at the following times: from 10:14 to 11:34, from 12:18 to 12:48, from 15:41 to 17:01
Tuesday: Booked at the following times: from 9:21 to 10:21, from 11:19 to 12:59, from 15:26 to 17:16
Wednesday: Booked at the following times: from 9:31 to 10:01, from 10:04 to 10:24, from 11:19 to 12:59, from 15:28 to 17:48
Thursday: Booked at the following times: from 10:18 to 11:08, from 13:07 to 13:47, from 13:57 to 15:57, from 16:23 to 17:33
Friday: Booked at the following times: from 9:14 to 10:24, from 10:26 to 12:06, from 14:02 to 14:32

The schedule for Dylan Anderson's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:07, from 11:07 to 11:37, from 13:07 to 13:50, anytime after 15:30
Tuesday: Booked at the following times: from 9:06 to 10:56, from 11:23 to 13:13, from 13:35 to 15:45
Wednesday: Booked at the following times: from 10:39 to 11:09, from 13:13 to 15:23, from 15:27 to 17:07
Thursday: Booked at the following times: from 9:47 to 10:07, from 11:07 to 13:37
Friday: Booked at the following times: from 10:15 to 11:45, from 12:02 to 13:42, from 16:56 to 17:36

The schedule for Duane Taylor's week in their local time is as follows:
Monday: Booked at the following times: from 9:18 to 11:08, from 12:54 to 14:24, from 15:33 to 17:53
Tuesday: Booked at the following times: from 12:22 to 14:52, from 16:07 to 17:47
Wednesday: Booked at the following times: from 9:01 to 9:21, from 12:16 to 14:26, from 14:42 to 15:22, from 15:33 to 16:03, from 16:27 to 17:37
Thursday: Booked at the following times: from 9:28 to 10:28, from 10:33 to 10:53, from 11:58 to 13:18, from 14:33 to 16:03
Friday: Booked at the following times: from 9:34 to 10:04, from 11:08 to 13:28, from 13:29 to 15:19

The schedule for Matthew Carter's week in their local time is as follows:
Monday: Booked at the following times: from 11:38 to 12:38, from 15:31 to 17:31
Tuesday: Booked at the following times: from 10:27 to 12:37, from 12:38 to 14:58
Wednesday: Booked at the following times: from 9:11 to 10:01, from 12:03 to 12:23, from 12:47 to 14:47, from 16:15 to 17:55
Thursday: Booked at the following times: from 11:32 to 13:12, from 15:46 to 17:56
Friday: Booked at the following times: from 9:28 to 11:48, from 12:10 to 12:40, from 12:51 to 14:41, from 14:55 to 16:35, from 17:01 to 17:41

The schedule for Jeffrey Cooper's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 12:20, from 12:26 to 12:56, from 13:11 to 14:51, from 17:19 to 17:49
Tuesday: Booked at the following times: from 10:58 to 12:38, from 13:37 to 16:07, from 17:09 to 17:39
Wednesday: Booked at the following times: from 11:47 to 13:37, from 13:41 to 14:21, from 14:30 to 16:30
Thursday: Booked at the following times: from 9:15 to 9:35, from 9:43 to 12:03, from 12:35 to 12:55, from 13:00 to 13:50, from 14:47 to 15:47, from 16:26 to 16:56
Friday: Booked at the following times: from 9:32 to 10:22, from 11:40 to 13:30, from 14:00 to 15:20

Lisa Thomas can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Dylan Anderson needs a break for lunch on Monday from 11:07 to 11:37
Duane Taylor can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Matthew Carter needs a break for lunch on Wednesday from 11:29 to 11:59
Jeffrey Cooper 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.

Scott Baker, Nicole Sanders, Linda Smith, Bradley Mahoney 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 Baker's week in their local time is as follows:
Monday: Booked at the following times: from 10:03 to 11:13, from 14:03 to 15:43
Tuesday: Booked at the following times: from 9:13 to 10:43, from 11:08 to 11:28, from 12:06 to 12:26, from 13:05 to 13:45, from 14:08 to 15:18, from 16:01 to 17:21
Wednesday: Booked at the following times: from 9:10 to 10:00, from 10:24 to 11:44, from 12:34 to 14:34, from 14:44 to 16:24, from 16:43 to 17:03, from 17:17 to 17:47
Thursday: Booked at the following times: from 10:45 to 11:15, from 11:57 to 13:37, from 13:47 to 15:57
Friday: Booked at the following times: from 9:07 to 10:07, from 10:49 to 13:09

The schedule for Nicole Sanders's week in their local time is as follows:
Monday: Booked at the following times: from 12:10 to 13:20, from 13:51 to 14:11, from 14:31 to 15:51, from 16:29 to 17:29
Tuesday: Booked at the following times: from 9:04 to 9:54, from 11:08 to 11:28, from 12:29 to 14:29, from 15:17 to 16:57
Wednesday: Booked at the following times: from 9:31 to 11:51, from 14:33 to 15:33, from 16:38 to 17:58
Thursday: Booked at the following times: from 9:56 to 11:16, from 11:18 to 12:58, from 13:00 to 13:30, from 14:22 to 14:52, from 17:27 to 17:47
Friday: Booked at the following times: from 10:17 to 10:47, from 11:01 to 12:01, from 12:19 to 13:49, from 16:01 to 17:11

The schedule for Linda Smith's week in their local time is as follows:
Monday: Booked at the following times: from 9:11 to 11:01, from 13:17 to 13:57, from 15:15 to 17:15
Tuesday: Booked at the following times: from 9:08 to 9:38, from 11:27 to 12:17, from 14:22 to 15:32, from 15:37 to 17:57
Wednesday: Booked at the following times: from 13:18 to 15:28, from 15:59 to 17:59
Thursday: Booked at the following times: from 9:06 to 9:36, from 9:50 to 11:10, from 11:39 to 11:59, from 13:16 to 15:26, from 16:25 to 17:25
Friday: Booked at the following times: from 9:49 to 10:29, from 11:23 to 12:43, from 13:12 to 14:22, from 14:53 to 15:13, from 15:39 to 16:29, from 16:37 to 17:37

The schedule for Bradley Mahoney's week in their local time is as follows:
Monday: Booked at the following times: from 11:41 to 12:51, from 12:59 to 15:19
Tuesday: Booked at the following times: from 10:04 to 12:34, from 13:46 to 14:56, from 15:11 to 17:01
Wednesday: Free only at the following times: anytime before 10:03, from 12:13 to 13:49, anytime after 14:59
Thursday: Booked at the following times: from 10:36 to 13:06, from 14:16 to 15:36
Friday: Booked at the following times: from 9:45 to 10:35, from 10:47 to 11:47, from 12:27 to 14:37, from 15:22 to 16:42

Scott Baker requires 5 minutes free before and after the meeting
Nicole Sanders needs a break for lunch on Wednesday from 12:43 to 13:13
Bradley Mahoney needs a break for lunch on Monday from 11:07 to 11:37

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 Phillips, David Harris, Wendy Allen 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 Phillips's week in their local time is as follows:
Monday: Booked at the following times: from 9:41 to 10:01, from 10:29 to 12:39, from 12:41 to 13:11, from 15:12 to 15:52, from 16:52 to 17:12
Tuesday: Booked at the following times: from 10:11 to 10:41, from 10:55 to 11:45, from 12:49 to 13:29, from 14:49 to 15:29, from 16:06 to 17:46
Wednesday: Booked at the following times: from 9:40 to 11:10, from 11:23 to 13:33, from 14:37 to 16:07, from 16:29 to 16:59
Thursday: Booked at the following times: from 13:59 to 15:29, from 15:31 to 17:51
Friday: Booked at the following times: from 10:05 to 11:05, from 11:34 to 12:14, from 12:24 to 13:44, from 16:08 to 16:58, from 17:17 to 17:37

The schedule for David Harris's week in their local time is as follows:
Monday: Booked at the following times: from 9:58 to 11:38, from 12:16 to 13:26, from 14:04 to 15:34, from 16:44 to 17:34
Tuesday: Booked at the following times: from 9:27 to 11:27, from 13:49 to 15:19, from 16:48 to 17:28
Wednesday: Booked at the following times: from 9:56 to 10:56, from 11:22 to 12:22, from 14:12 to 15:12, from 15:47 to 16:27, from 16:39 to 17:59
Thursday: Booked at the following times: from 10:23 to 12:23, from 14:12 to 14:42, from 14:49 to 15:59, from 16:09 to 17:59
Friday: Booked at the following times: from 9:07 to 9:27, from 11:08 to 11:38, from 13:35 to 14:45, from 15:20 to 16:30, from 16:38 to 16:58

The schedule for Wendy Allen's week in their local time is as follows:
Monday: Booked at the following times: from 9:08 to 10:28, from 13:41 to 14:31, from 16:33 to 17:33
Tuesday: Booked at the following times: from 9:18 to 11:28, from 13:36 to 13:56, from 14:11 to 16:11, from 17:04 to 17:34
Wednesday: Booked at the following times: from 9:50 to 10:20, from 11:08 to 12:58, from 13:06 to 15:26, from 15:46 to 17:46
Thursday: Booked at the following times: from 9:51 to 10:41, from 10:58 to 11:28, from 12:03 to 12:23, from 13:26 to 14:06, from 14:22 to 15:32, from 16:05 to 16:35
Friday: Free only at the following times: anytime before 9:31, from 10:21 to 10:44, from 12:24 to 13:25, from 13:55 to 14:33, from 15:53 to 16:40

Lauren Phillips can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
David Harris needs a break for lunch on Wednesday from 12:53 to 13:23
Wendy Allen 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.

Emily Mcgee, Nathaniel Miranda, Jennifer Harris, Yvonne Gonzales, Wesley Wilson 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 Emily Mcgee's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 10:02, from 11:40 to 13:40, from 13:45 to 16:15
Tuesday: Booked at the following times: from 9:08 to 11:08, from 11:44 to 12:04, from 13:02 to 13:22, from 13:23 to 13:53, from 15:23 to 16:13, from 16:40 to 17:30
Wednesday: Booked at the following times: from 9:28 to 9:58, from 12:56 to 13:56, from 13:57 to 15:07, from 15:34 to 16:34, from 16:37 to 17:57
Thursday: Booked at the following times: from 9:28 to 10:48, from 10:57 to 11:57, from 13:09 to 15:09, from 16:01 to 17:01
Friday: Booked at the following times: from 9:35 to 10:55, from 12:19 to 14:19, from 15:22 to 17:12

The schedule for Nathaniel Miranda's week in their local time is as follows:
Monday: Booked at the following times: from 11:34 to 12:04, from 12:39 to 12:59, from 13:50 to 14:10, from 14:20 to 15:00, from 15:28 to 17:08
Tuesday: Booked at the following times: from 9:43 to 10:43, from 11:08 to 12:58, from 14:18 to 15:58
Wednesday: Free only at the following times: anytime before 9:59, from 10:29 to 11:31, from 13:11 to 13:23, anytime after 16:43
Thursday: Booked at the following times: from 9:17 to 10:17, from 10:28 to 11:18, from 11:19 to 13:19, from 13:40 to 14:40, from 15:16 to 16:26
Friday: Booked at the following times: from 10:20 to 11:30, from 11:38 to 13:38, from 13:54 to 16:24

The schedule for Jennifer Harris's week in their local time is as follows:
Monday: Booked at the following times: from 10:43 to 11:33, from 13:28 to 14:48, from 16:19 to 17:19
Tuesday: Booked at the following times: from 9:48 to 11:58, from 14:20 to 16:10
Wednesday: Booked at the following times: from 10:21 to 12:31, from 14:32 to 15:02, from 16:33 to 17:13
Thursday: Booked at the following times: from 9:03 to 10:43, from 12:27 to 13:37, from 13:59 to 15:49
Friday: Booked at the following times: from 11:22 to 13:12, from 13:18 to 13:58, from 15:25 to 17:55

The schedule for Yvonne Gonzales's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 10:56, from 13:08 to 14:28, from 15:10 to 15:30, from 16:52 to 17:52
Tuesday: Booked at the following times: from 9:45 to 10:05, from 10:13 to 12:03, from 12:39 to 13:29, from 13:46 to 14:46, from 15:40 to 16:10, from 17:08 to 17:28
Wednesday: Booked at the following times: from 10:05 to 10:55, from 12:00 to 12:40, from 15:31 to 15:51, from 16:42 to 17:52
Thursday: Booked at the following times: from 9:29 to 10:39, from 13:13 to 14:33, from 16:02 to 17:02, from 17:06 to 17:36
Friday: Free only at the following times: anytime before 10:53, from 11:23 to 11:46, from 13:56 to 14:44, from 15:04 to 15:40

The schedule for Wesley Wilson's week in their local time is as follows:
Monday: Booked at the following times: from 10:01 to 11:21, from 11:30 to 13:30, from 13:44 to 14:24, from 14:59 to 15:29, from 16:05 to 17:35
Tuesday: Booked at the following times: from 9:24 to 10:34, from 10:36 to 11:06, from 11:47 to 14:17, from 14:21 to 15:01
Wednesday: Booked at the following times: from 9:51 to 11:31, from 13:17 to 13:37, from 14:05 to 16:35, from 17:00 to 17:30
Thursday: Booked at the following times: from 9:06 to 10:46, from 11:57 to 12:17, from 13:02 to 14:32, from 16:33 to 17:43
Friday: Booked at the following times: from 9:23 to 10:43, from 10:47 to 13:07, from 14:29 to 15:49

Emily Mcgee is in a timezone that is 1 hour ahead of other participants
Nathaniel Miranda can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Jennifer Harris can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Yvonne Gonzales 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.

Juan Sutton, Chelsey Randall, Kimberly Hudson 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 Juan Sutton's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 10:23, from 12:48 to 15:18, from 15:36 to 17:36
Tuesday: Booked at the following times: from 11:14 to 13:14, from 13:28 to 14:38, from 15:12 to 16:02, from 16:11 to 16:41, from 16:47 to 17:17
Wednesday: Booked at the following times: from 12:38 to 14:48, from 16:11 to 17:41
Thursday: Booked at the following times: from 9:49 to 10:29, from 10:35 to 11:55, from 12:21 to 14:21, from 14:29 to 15:29, from 16:31 to 17:01
Friday: Booked at the following times: from 9:31 to 10:41, from 10:48 to 13:08, from 14:36 to 15:16, from 16:35 to 17:35

The schedule for Chelsey Randall's week in their local time is as follows:
Monday: Booked at the following times: from 10:58 to 12:48, from 15:49 to 17:19
Tuesday: Booked at the following times: from 10:48 to 12:58, from 13:00 to 14:30, from 14:57 to 15:37, from 17:02 to 17:22
Wednesday: Booked at the following times: from 9:56 to 11:46, from 12:15 to 14:15, from 14:32 to 15:52
Thursday: Booked at the following times: from 9:35 to 10:25, from 10:41 to 11:11, from 11:45 to 12:25, from 12:45 to 13:05, from 13:30 to 14:00, from 14:25 to 15:25, from 15:46 to 17:26
Friday: Booked at the following times: from 9:53 to 11:03, from 11:33 to 12:13, from 13:27 to 14:37, from 15:25 to 16:35, from 16:44 to 17:54

The schedule for Kimberly Hudson's week in their local time is as follows:
Monday: Booked at the following times: from 9:14 to 10:24, from 11:10 to 12:40, from 12:51 to 14:51, from 15:14 to 16:34
Tuesday: Booked at the following times: from 10:12 to 11:02, from 11:42 to 12:12, from 12:13 to 14:33, from 15:20 to 16:10
Wednesday: Booked at the following times: from 9:15 to 9:55, from 10:21 to 11:31, from 11:35 to 14:05, from 14:26 to 16:16
Thursday: Booked at the following times: from 9:16 to 11:06, from 12:25 to 13:55, from 15:12 to 16:22
Friday: Booked at the following times: from 9:33 to 12:03, from 12:30 to 14:20, from 14:41 to 15:31

Chelsey Randall requires 5 minutes free before and after the meeting
Kimberly Hudson requires 5 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.

Eric Cervantes, Paula Peters, Abigail Vasquez 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 Eric Cervantes's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:01, from 11:21 to 12:38, from 13:48 to 14:29, anytime after 17:39
Tuesday: Booked at the following times: from 12:00 to 14:20, from 15:36 to 17:26
Wednesday: Free only at the following times: anytime before 9:23, from 10:13 to 10:18, from 10:38 to 11:11, from 11:31 to 11:40, from 12:10 to 12:47, from 15:07 to 15:28, from 15:48 to 16:55, anytime after 17:45
Thursday: Booked at the following times: from 9:28 to 10:48, from 11:13 to 12:53, from 13:55 to 14:35, from 14:41 to 16:01, from 16:43 to 17:53
Friday: Booked at the following times: from 10:19 to 10:59, from 11:03 to 12:23, from 12:49 to 13:19, from 13:53 to 15:23, from 15:45 to 16:55

The schedule for Paula Peters's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 10:36, from 12:27 to 12:57, from 13:14 to 13:44, from 14:21 to 15:51
Tuesday: Booked at the following times: from 9:05 to 10:25, from 10:33 to 12:33, from 13:44 to 16:04
Wednesday: Booked at the following times: from 10:34 to 11:44, from 11:56 to 12:56, from 15:50 to 17:00
Thursday: Booked at the following times: from 12:09 to 14:39, from 16:09 to 17:59
Friday: Booked at the following times: from 10:35 to 12:45, from 13:05 to 14:25, from 14:46 to 16:56

The schedule for Abigail Vasquez's week in their local time is as follows:
Monday: Booked at the following times: from 9:30 to 9:50, from 10:34 to 10:54, from 10:59 to 12:39, from 12:55 to 15:25
Tuesday: Booked at the following times: from 9:06 to 9:36, from 10:20 to 11:20, from 11:52 to 13:12, from 13:25 to 13:55, from 14:12 to 15:02, from 15:24 to 15:44, from 15:54 to 16:14, from 16:31 to 16:51
Wednesday: Booked at the following times: from 9:09 to 9:59, from 10:13 to 12:33, from 12:55 to 14:55
Thursday: Booked at the following times: from 9:12 to 9:42, from 10:55 to 11:15, from 11:52 to 12:32, from 13:03 to 13:53, from 14:32 to 15:42, from 15:43 to 16:33, from 17:31 to 17:51
Friday: Booked at the following times: from 9:51 to 11:41, from 12:55 to 14:25, from 14:40 to 16:10

Eric Cervantes is in a timezone that is 1 hour behind of other participants
Paula Peters can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Abigail Vasquez requires 5 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.

Diana Serrano, Catherine Walton, Brooke Davis 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 Diana Serrano's week in their local time is as follows:
Monday: Booked at the following times: from 9:37 to 10:17, from 12:01 to 13:01, from 14:21 to 15:51
Tuesday: Booked at the following times: from 10:04 to 12:04, from 14:43 to 16:33
Wednesday: Booked at the following times: from 9:32 to 11:32, from 11:49 to 12:09, from 12:48 to 13:38, from 15:11 to 15:31, from 17:36 to 17:56
Thursday: Booked at the following times: from 9:56 to 10:46, from 11:01 to 12:01, from 12:52 to 14:52, from 15:47 to 17:17
Friday: Booked at the following times: from 10:06 to 10:46, from 10:53 to 11:13, from 11:14 to 13:24, from 14:06 to 15:36, from 16:36 to 17:06

The schedule for Catherine Walton's week in their local time is as follows:
Monday: Booked at the following times: from 9:01 to 11:01, from 13:18 to 14:28, from 15:39 to 17:19
Tuesday: Booked at the following times: from 10:21 to 12:31, from 13:07 to 14:57, from 15:55 to 16:35
Wednesday: Booked at the following times: from 11:26 to 13:46, from 14:37 to 16:57
Thursday: Booked at the following times: from 13:29 to 15:09, from 15:49 to 17:39
Friday: Booked at the following times: from 9:39 to 11:19, from 11:20 to 13:00, from 13:06 to 15:16, from 15:22 to 16:02

The schedule for Brooke Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 9:59, from 10:33 to 11:43, from 11:55 to 13:15, from 15:01 to 16:41
Tuesday: Booked at the following times: from 9:30 to 9:50, from 9:54 to 10:44, from 11:10 to 11:50, from 11:59 to 12:59, from 13:57 to 14:27, from 14:54 to 16:14, from 17:16 to 17:36
Wednesday: Booked at the following times: from 9:57 to 10:37, from 11:46 to 12:36, from 12:37 to 13:27, from 14:55 to 16:15, from 16:20 to 17:50
Thursday: Booked at the following times: from 9:08 to 9:38, from 9:51 to 11:41, from 11:56 to 12:46, from 13:57 to 14:37, from 16:02 to 17:32
Friday: Booked at the following times: from 9:09 to 10:09, from 11:24 to 13:24, from 13:43 to 14:53, from 16:52 to 17:22

Brooke Davis can clear any meeting of 20 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.

Joshua Townsend, Emma Perry, John Frey, Arthur Boyer, Ana Ward 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 Joshua Townsend's week in their local time is as follows:
Monday: Booked at the following times: from 10:11 to 11:21, from 11:47 to 13:17, from 13:36 to 14:26, from 15:50 to 16:30, from 16:33 to 17:13
Tuesday: Free only at the following times: anytime before 10:57, from 11:37 to 12:53, from 13:23 to 13:52, from 17:02 to 17:03, anytime after 17:43
Wednesday: Booked at the following times: from 10:20 to 12:20, from 14:19 to 16:19
Thursday: Booked at the following times: from 12:03 to 14:13, from 16:03 to 17:03, from 17:26 to 17:56
Friday: Booked at the following times: from 9:48 to 10:28, from 10:53 to 13:23, from 14:13 to 15:03, from 15:29 to 16:29, from 17:29 to 17:49

The schedule for Emma Perry's week in their local time is as follows:
Monday: Booked at the following times: from 10:13 to 12:33, from 13:41 to 14:41, from 15:35 to 16:25
Tuesday: Free only at the following times: anytime before 10:15, from 10:35 to 11:49, from 13:09 to 14:50, anytime after 17:50
Wednesday: Booked at the following times: from 12:09 to 13:29, from 13:55 to 15:25, from 15:42 to 16:42, from 17:03 to 17:53
Thursday: Booked at the following times: from 9:10 to 9:50, from 10:23 to 11:33, from 12:00 to 13:20, from 13:25 to 14:05, from 16:06 to 17:46
Friday: Booked at the following times: from 9:19 to 10:49, from 12:07 to 13:37, from 14:55 to 15:25, from 16:17 to 17:07, from 17:10 to 17:30

The schedule for John Frey's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 11:46, from 11:54 to 14:14
Tuesday: Booked at the following times: from 9:35 to 11:35, from 12:47 to 14:47, from 16:42 to 17:02
Wednesday: Booked at the following times: from 9:41 to 10:11, from 12:27 to 13:47, from 14:41 to 16:51
Thursday: Booked at the following times: from 10:18 to 11:38, from 12:33 to 13:33, from 14:07 to 15:37, from 16:22 to 16:52, from 17:03 to 17:33
Friday: Booked at the following times: from 13:27 to 15:37, from 15:57 to 17:37

The schedule for Arthur Boyer's week in their local time is as follows:
Monday: Booked at the following times: from 10:30 to 12:50, from 13:07 to 14:57, from 15:08 to 17:28
Tuesday: Booked at the following times: from 9:18 to 10:58, from 12:11 to 12:51, from 13:18 to 13:38, from 14:25 to 16:15, from 16:58 to 17:58
Wednesday: Booked at the following times: from 9:22 to 9:52, from 9:54 to 10:44, from 14:37 to 14:57, from 15:15 to 16:25, from 16:56 to 17:46
Thursday: Booked at the following times: from 9:47 to 10:37, from 12:54 to 14:24, from 15:31 to 17:11
Friday: Booked at the following times: from 9:10 to 10:40, from 11:22 to 12:52, from 14:56 to 17:16

The schedule for Ana Ward's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 10:00, from 12:08 to 12:38, from 12:55 to 13:15, from 14:01 to 16:31
Tuesday: Booked at the following times: from 9:57 to 11:27, from 12:33 to 14:43, from 15:02 to 15:22, from 16:59 to 17:39
Wednesday: Booked at the following times: from 10:24 to 10:44, from 11:50 to 13:30, from 13:37 to 15:47
Thursday: Booked at the following times: from 9:40 to 10:20, from 10:53 to 12:53, from 12:56 to 13:16, from 14:18 to 16:08, from 17:13 to 17:53
Friday: Booked at the following times: from 9:09 to 10:39, from 11:08 to 12:08, from 13:03 to 13:43, from 16:53 to 17:13

Joshua Townsend requires 10 minutes free before and after the meeting
Emma Perry needs a break for lunch on Tuesday from 11:06 to 11:36
John Frey can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Arthur Boyer needs a break for lunch on Friday from 13:00 to 13:30
Ana Ward requires 5 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.

Leslie Hill, Amy Little, Hayley Day, Mr. Christopher Turner Jr. 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 Leslie Hill's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:01, from 10:21 to 10:33, from 11:33 to 12:43, from 13:03 to 13:05, from 15:05 to 15:54, from 16:24 to 17:02, anytime after 17:22
Tuesday: Booked at the following times: from 10:38 to 11:38, from 12:19 to 13:49, from 14:20 to 15:40
Wednesday: Booked at the following times: from 10:46 to 13:06, from 13:21 to 13:51, from 14:37 to 15:17, from 15:26 to 15:56, from 15:57 to 17:47
Thursday: Booked at the following times: from 9:09 to 9:59, from 10:36 to 12:36, from 15:10 to 16:40
Friday: Booked at the following times: from 9:35 to 10:15, from 10:55 to 11:25, from 11:35 to 12:25, from 12:26 to 14:26, from 14:50 to 16:20

The schedule for Amy Little's week in their local time is as follows:
Monday: Booked at the following times: from 11:41 to 14:11, from 16:07 to 17:37
Tuesday: Booked at the following times: from 9:38 to 10:18, from 10:53 to 12:43, from 12:55 to 13:35, from 13:50 to 14:10, from 15:23 to 16:53
Wednesday: Booked at the following times: from 9:12 to 11:22, from 12:19 to 12:49, from 16:23 to 16:53
Thursday: Booked at the following times: from 10:26 to 12:36, from 13:30 to 15:00, from 15:26 to 16:26
Friday: Booked at the following times: from 10:45 to 11:45, from 12:38 to 14:48, from 16:09 to 17:49

The schedule for Hayley Day's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 11:57, from 12:23 to 14:13, from 16:27 to 17:37
Tuesday: Booked at the following times: from 10:05 to 10:25, from 10:53 to 13:23, from 13:46 to 14:26, from 15:51 to 17:21
Wednesday: Booked at the following times: from 11:06 to 11:36, from 12:39 to 14:49, from 15:18 to 16:18
Thursday: Booked at the following times: from 9:57 to 11:37, from 14:06 to 15:36, from 16:21 to 17:51
Friday: Booked at the following times: from 10:41 to 12:11, from 13:16 to 15:36, from 15:43 to 17:23

The schedule for Mr. Christopher Turner Jr.'s week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:07, from 11:27 to 13:26, from 13:46 to 14:09, from 14:59 to 15:03, anytime after 17:13
Tuesday: Booked at the following times: from 9:46 to 11:46, from 14:19 to 16:39
Wednesday: Booked at the following times: from 9:15 to 11:15, from 12:36 to 14:26, from 14:43 to 16:23, from 16:50 to 17:20
Thursday: Booked at the following times: from 11:38 to 13:28, from 13:36 to 14:36, from 15:03 to 16:13
Friday: Booked at the following times: from 9:45 to 11:25, from 12:17 to 13:37, from 14:21 to 16:21

Leslie Hill is in a timezone that is 1 hour behind of other participants
Amy Little is in a timezone that is 1 hour behind of other participants
Hayley Day needs a break for lunch on Thursday from 12:34 to 13:04

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 Henry, Joseph Baker, Kathy Carr, Tara Lee, Jennifer Bennett 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 Henry's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 10:23, from 10:45 to 12:25, from 13:13 to 13:53, from 16:47 to 17:07
Tuesday: Booked at the following times: from 9:36 to 11:36, from 12:12 to 13:32
Wednesday: Booked at the following times: from 9:10 to 10:50, from 11:09 to 12:29, from 14:05 to 15:05, from 15:29 to 15:59, from 16:06 to 17:56
Thursday: Booked at the following times: from 9:23 to 10:03, from 12:17 to 12:57, from 13:48 to 16:08, from 16:12 to 16:32, from 17:01 to 17:31
Friday: Booked at the following times: from 10:11 to 12:01, from 12:17 to 12:57, from 13:29 to 13:59, from 14:10 to 14:50, from 15:13 to 16:03, from 16:15 to 16:55

The schedule for Joseph Baker's week in their local time is as follows:
Monday: Booked at the following times: from 10:45 to 13:05, from 14:32 to 14:52, from 15:07 to 15:47, from 16:37 to 17:07
Tuesday: Booked at the following times: from 9:48 to 11:58, from 14:29 to 15:19, from 15:47 to 16:17
Wednesday: Booked at the following times: from 10:29 to 11:49, from 13:18 to 15:48, from 16:58 to 17:38
Thursday: Booked at the following times: from 9:16 to 10:26, from 10:46 to 12:56
Friday: Booked at the following times: from 10:37 to 12:27, from 13:04 to 13:34, from 14:29 to 16:49

The schedule for Kathy Carr's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:17, from 10:07 to 10:12, from 10:42 to 11:44, from 13:14 to 13:15, from 13:55 to 14:11, from 15:01 to 15:19, from 15:59 to 16:11, from 16:31 to 17:39, anytime after 17:59
Tuesday: Booked at the following times: from 9:01 to 10:51, from 13:04 to 13:54, from 14:14 to 15:54, from 16:41 to 17:41
Wednesday: Booked at the following times: from 12:19 to 13:19, from 13:37 to 14:47, from 15:22 to 17:42
Thursday: Booked at the following times: from 9:08 to 11:38, from 12:32 to 13:52, from 14:10 to 14:40, from 16:35 to 17:35
Friday: Booked at the following times: from 9:06 to 10:56, from 11:18 to 12:08, from 12:24 to 13:04, from 13:08 to 14:08, from 14:34 to 15:24

The schedule for Tara Lee's week in their local time is as follows:
Monday: Booked at the following times: from 9:48 to 12:08, from 12:17 to 12:47, from 15:01 to 17:01, from 17:11 to 17:51
Tuesday: Booked at the following times: from 9:07 to 9:27, from 9:30 to 10:50, from 12:29 to 14:59, from 16:24 to 17:54
Wednesday: Booked at the following times: from 10:55 to 12:25, from 12:52 to 15:12
Thursday: Booked at the following times: from 9:57 to 10:17, from 10:42 to 12:52, from 12:53 to 13:33, from 14:22 to 14:52, from 15:22 to 16:12, from 16:17 to 16:57, from 17:39 to 17:59
Friday: Booked at the following times: from 9:49 to 10:29, from 11:50 to 14:00, from 14:52 to 15:22, from 16:49 to 17:49

The schedule for Jennifer Bennett's week in their local time is as follows:
Monday: Booked at the following times: from 11:02 to 13:32, from 15:10 to 15:40, from 15:42 to 17:42
Tuesday: Booked at the following times: from 9:58 to 10:48, from 11:03 to 13:13, from 14:36 to 15:26, from 15:28 to 16:18, from 16:50 to 17:30
Wednesday: Free only at the following times: anytime before 10:03, from 11:43 to 13:12, from 14:12 to 14:28, from 15:08 to 15:25, anytime after 16:35
Thursday: Booked at the following times: from 9:38 to 11:18, from 11:51 to 12:11, from 12:53 to 13:23, from 13:29 to 14:19, from 14:55 to 16:55
Friday: Booked at the following times: from 9:18 to 10:48, from 11:02 to 13:32, from 14:12 to 15:02, from 15:36 to 15:56, from 16:16 to 16:46

Ryan Henry can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Joseph Baker is in a timezone that is 2 hours ahead of other participants
Tara Lee is in a timezone that is 2 hours behind of other participants
Jennifer Bennett 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.

Karen Hunter, Jaime Morton, Sydney Faulkner, Mary Stein, Marcus Rich MD 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 Karen Hunter's week in their local time is as follows:
Monday: Booked at the following times: from 10:01 to 11:51, from 12:11 to 13:01, from 13:07 to 13:37, from 14:53 to 16:03
Tuesday: Booked at the following times: from 9:24 to 9:54, from 10:33 to 11:23, from 12:32 to 14:42, from 15:28 to 16:08, from 16:12 to 16:42
Wednesday: Booked at the following times: from 12:27 to 12:47, from 12:57 to 13:27, from 13:46 to 15:56, from 16:20 to 17:10
Thursday: Booked at the following times: from 9:23 to 11:33, from 13:18 to 14:08, from 14:14 to 16:04
Friday: Booked at the following times: from 10:53 to 11:33, from 11:45 to 13:35, from 14:23 to 15:53, from 16:19 to 17:49

The schedule for Jaime Morton's week in their local time is as follows:
Monday: Booked at the following times: from 10:14 to 10:44, from 12:16 to 12:56, from 13:00 to 13:30, from 14:30 to 17:00, from 17:01 to 17:21
Tuesday: Booked at the following times: from 10:57 to 11:17, from 12:15 to 14:35, from 15:13 to 17:13
Wednesday: Free only at the following times: from 9:40 to 10:06, from 12:36 to 12:59, from 13:29 to 13:37, from 13:57 to 15:20, anytime after 16:50
Thursday: Booked at the following times: from 9:21 to 10:11, from 13:32 to 15:42
Friday: Booked at the following times: from 9:30 to 10:30, from 10:54 to 11:14, from 11:21 to 11:51, from 12:29 to 13:29, from 13:42 to 14:02, from 14:09 to 16:19

The schedule for Sydney Faulkner's week in their local time is as follows:
Monday: Booked at the following times: from 11:54 to 12:24, from 12:41 to 14:11, from 14:45 to 16:15
Tuesday: Booked at the following times: from 10:12 to 11:02, from 12:12 to 13:32, from 13:53 to 15:23, from 15:30 to 15:50, from 16:07 to 16:37
Wednesday: Booked at the following times: from 9:06 to 10:26, from 12:44 to 14:54, from 15:07 to 17:37
Thursday: Booked at the following times: from 10:35 to 11:45, from 12:51 to 13:11, from 15:02 to 17:12, from 17:22 to 17:52
Friday: Booked at the following times: from 10:06 to 10:46, from 10:50 to 11:50, from 11:53 to 14:23, from 14:35 to 16:35

The schedule for Mary Stein's week in their local time is as follows:
Monday: Booked at the following times: from 9:22 to 10:52, from 11:13 to 12:53, from 13:28 to 14:08, from 15:23 to 17:53
Tuesday: Booked at the following times: from 9:43 to 12:03, from 12:09 to 14:29, from 15:54 to 17:04
Wednesday: Booked at the following times: from 9:07 to 9:57, from 10:43 to 11:13, from 12:17 to 14:27, from 14:45 to 16:45
Thursday: Booked at the following times: from 11:55 to 13:45, from 15:15 to 17:25, from 17:27 to 17:47
Friday: Booked at the following times: from 9:46 to 11:36, from 13:09 to 13:59, from 14:27 to 16:37

The schedule for Marcus Rich MD's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 10:59, from 11:35 to 11:55, from 12:40 to 13:10, from 13:31 to 14:21, from 15:33 to 15:53, from 16:25 to 17:55
Tuesday: Booked at the following times: from 9:10 to 11:20, from 12:40 to 15:10, from 15:29 to 17:49
Wednesday: Booked at the following times: from 10:02 to 11:22, from 12:02 to 12:22, from 14:13 to 14:33, from 14:42 to 15:22, from 16:02 to 17:42
Thursday: Booked at the following times: from 9:12 to 11:02, from 16:07 to 17:57
Friday: Booked at the following times: from 9:37 to 10:37, from 11:34 to 13:24, from 15:10 to 16:20

Jaime Morton is in a timezone that is 2 hours behind of other participants
Mary Stein is in a timezone that is 3 hours behind of other participants
Marcus Rich MD 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.

Kelly Roberts, Terry Simmons, Kelsey Jones, Denise Schmidt, Meagan Smith, Tommy Lee 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 Kelly Roberts's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 11:07, from 11:21 to 12:31, from 15:10 to 15:40, from 16:30 to 17:10
Tuesday: Booked at the following times: from 11:23 to 13:53, from 14:07 to 15:57
Wednesday: Booked at the following times: from 9:12 to 10:32, from 13:21 to 15:41, from 16:18 to 16:48
Thursday: Booked at the following times: from 9:20 to 10:50, from 11:28 to 12:48, from 14:48 to 16:38, from 16:52 to 17:52
Friday: Booked at the following times: from 11:54 to 13:14, from 13:53 to 15:03, from 15:20 to 17:30

The schedule for Terry Simmons's week in their local time is as follows:
Monday: Booked at the following times: from 9:28 to 10:38, from 12:03 to 12:23, from 12:30 to 14:10, from 14:40 to 15:20, from 16:44 to 17:24
Tuesday: Booked at the following times: from 10:52 to 12:12, from 13:59 to 14:59, from 15:31 to 17:21
Wednesday: Booked at the following times: from 12:21 to 13:21, from 14:36 to 16:36
Thursday: Booked at the following times: from 9:51 to 10:11, from 10:17 to 12:07, from 12:40 to 14:20, from 14:53 to 15:13, from 15:26 to 16:06, from 16:52 to 17:22
Friday: Booked at the following times: from 9:03 to 10:13, from 10:17 to 10:57, from 11:27 to 12:07, from 13:25 to 13:55, from 14:21 to 16:21, from 16:44 to 17:14

The schedule for Kelsey Jones's week in their local time is as follows:
Monday: Booked at the following times: from 10:02 to 11:52, from 12:24 to 14:34, from 15:11 to 16:11
Tuesday: Booked at the following times: from 9:13 to 9:53, from 10:07 to 11:57, from 12:42 to 14:52
Wednesday: Booked at the following times: from 10:38 to 11:48, from 13:11 to 15:21, from 15:36 to 17:26
Thursday: Booked at the following times: from 9:48 to 10:58, from 11:36 to 12:26, from 13:15 to 13:45, from 13:46 to 14:06, from 14:32 to 14:52, from 15:10 to 15:40, from 15:56 to 17:06, from 17:34 to 17:54
Friday: Booked at the following times: from 9:21 to 10:51, from 11:57 to 13:47, from 15:56 to 17:36

The schedule for Denise Schmidt's week in their local time is as follows:
Monday: Booked at the following times: from 9:01 to 9:21, from 9:28 to 10:18, from 11:35 to 12:35, from 13:06 to 13:36, from 13:38 to 15:38, from 16:29 to 17:39
Tuesday: Booked at the following times: from 10:04 to 11:04, from 11:41 to 12:01, from 12:05 to 13:05, from 13:39 to 13:59, from 15:46 to 16:26, from 16:37 to 17:17
Wednesday: Booked at the following times: from 9:37 to 11:37, from 13:45 to 16:15
Thursday: Booked at the following times: from 9:35 to 10:45, from 11:09 to 11:49, from 11:52 to 12:12, from 12:23 to 13:23, from 13:41 to 14:51, from 15:47 to 16:47
Friday: Booked at the following times: from 9:39 to 10:59, from 12:14 to 13:14, from 13:24 to 13:44, from 13:45 to 15:05, from 15:21 to 17:21

The schedule for Meagan Smith's week in their local time is as follows:
Monday: Booked at the following times: from 10:33 to 12:23, from 12:49 to 13:59, from 16:27 to 16:57
Tuesday: Booked at the following times: from 9:54 to 11:14, from 12:50 to 13:50, from 14:15 to 16:25, from 16:30 to 16:50
Wednesday: Booked at the following times: from 10:25 to 10:45, from 12:32 to 13:12, from 13:18 to 13:48, from 14:22 to 14:42, from 15:10 to 16:50
Thursday: Booked at the following times: from 9:56 to 12:16, from 12:23 to 13:33, from 13:52 to 15:02
Friday: Booked at the following times: from 9:47 to 12:07, from 15:49 to 16:39

The schedule for Tommy Lee's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 12:40, from 13:06 to 15:16
Tuesday: Booked at the following times: from 9:22 to 10:12, from 13:24 to 15:44, from 16:30 to 17:20
Wednesday: Booked at the following times: from 11:05 to 11:25, from 11:36 to 13:46, from 16:10 to 16:50
Thursday: Booked at the following times: from 10:28 to 11:28, from 11:52 to 12:32, from 13:20 to 14:40, from 16:22 to 17:52
Friday: Booked at the following times: from 13:43 to 15:53, from 16:02 to 17:52

Terry Simmons is in a timezone that is 2 hours ahead of other participants
Denise Schmidt needs a break for lunch on Tuesday from 11:05 to 11:35
Meagan Smith is in a timezone that is 3 hours ahead of other participants
Tommy Lee needs a break for lunch on Tuesday from 12:32 to 13:02

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 Rodriguez, Richard Mckee, Mrs. Laurie Harris 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 Rodriguez's week in their local time is as follows:
Monday: Booked at the following times: from 11:17 to 13:17, from 15:04 to 17:34
Tuesday: Booked at the following times: from 9:38 to 10:48, from 11:56 to 14:06, from 15:29 to 17:49
Wednesday: Booked at the following times: from 9:15 to 9:45, from 9:47 to 10:07, from 10:45 to 11:05, from 11:41 to 13:41, from 15:04 to 15:34, from 15:38 to 15:58, from 16:37 to 17:27
Thursday: Booked at the following times: from 9:06 to 10:26, from 12:14 to 12:54, from 13:35 to 15:45, from 15:58 to 16:18
Friday: Booked at the following times: from 10:04 to 11:14, from 11:24 to 12:24, from 14:38 to 16:28, from 16:39 to 17:29

The schedule for Richard Mckee's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:56, from 11:36 to 12:21, from 13:01 to 16:06, from 16:46 to 16:50
Tuesday: Booked at the following times: from 10:12 to 12:22, from 13:02 to 13:22, from 14:19 to 16:19
Wednesday: Booked at the following times: from 9:04 to 10:44, from 11:03 to 13:03, from 14:39 to 15:39, from 16:22 to 17:22
Thursday: Booked at the following times: from 9:06 to 9:46, from 10:45 to 12:05, from 13:51 to 14:21, from 14:32 to 15:52, from 16:07 to 17:47
Friday: Booked at the following times: from 9:21 to 10:11, from 10:49 to 11:29, from 11:40 to 12:10, from 12:13 to 14:43, from 15:45 to 16:05

The schedule for Mrs. Laurie Harris's week in their local time is as follows:
Monday: Booked at the following times: from 10:26 to 11:36, from 13:05 to 14:55, from 15:20 to 17:30
Tuesday: Free only at the following times: from 11:00 to 11:43, from 14:13 to 15:05, anytime after 16:15
Wednesday: Booked at the following times: from 9:50 to 12:20, from 12:44 to 14:14, from 14:25 to 14:45, from 15:12 to 16:52
Thursday: Booked at the following times: from 9:58 to 12:08, from 12:29 to 14:19
Friday: Booked at the following times: from 9:15 to 9:55, from 10:39 to 11:49, from 13:18 to 13:38, from 13:54 to 14:34, from 14:35 to 15:25, from 15:41 to 16:11, from 16:43 to 17:03

John Rodriguez needs a break for lunch on Friday from 12:37 to 13:07
Richard Mckee can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Mrs. Laurie Harris 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.

Sarah Bauer, Sarah Nichols, Randy Miller, Richard Morton 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 Sarah Bauer's week in their local time is as follows:
Monday: Booked at the following times: from 11:25 to 12:35, from 13:20 to 15:00, from 16:04 to 16:34, from 16:42 to 17:42
Tuesday: Booked at the following times: from 11:29 to 12:49, from 13:14 to 13:34, from 13:57 to 15:47, from 16:13 to 16:53
Wednesday: Booked at the following times: from 12:45 to 15:15, from 16:08 to 17:48
Thursday: Booked at the following times: from 9:50 to 11:50, from 12:22 to 13:52, from 15:39 to 17:29
Friday: Booked at the following times: from 9:09 to 9:49, from 9:52 to 10:32, from 11:56 to 12:36, from 13:25 to 13:45, from 13:48 to 14:28, from 15:16 to 15:46, from 15:54 to 16:24, from 16:55 to 17:25

The schedule for Sarah Nichols's week in their local time is as follows:
Monday: Booked at the following times: from 11:04 to 13:14, from 15:23 to 17:43
Tuesday: Booked at the following times: from 9:56 to 10:26, from 11:20 to 13:40, from 14:41 to 15:31, from 16:03 to 16:33, from 16:35 to 17:55
Wednesday: Booked at the following times: from 9:36 to 10:46, from 11:45 to 14:15
Thursday: Booked at the following times: from 10:30 to 12:30, from 14:35 to 15:05, from 15:18 to 17:18
Friday: Booked at the following times: from 9:12 to 10:02, from 10:43 to 11:03, from 11:42 to 12:22, from 13:13 to 15:43, from 16:36 to 17:06

The schedule for Randy Miller's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:25, from 10:45 to 10:53, from 11:33 to 11:38, from 12:08 to 12:17, from 12:57 to 13:20, from 13:50 to 14:24, from 14:44 to 15:20, from 15:40 to 15:42, from 16:22 to 16:40, anytime after 17:10
Tuesday: Booked at the following times: from 9:13 to 11:13, from 11:54 to 14:04, from 14:49 to 15:59
Wednesday: Booked at the following times: from 10:30 to 10:50, from 11:55 to 13:15, from 14:02 to 14:42, from 16:27 to 17:57
Thursday: Booked at the following times: from 9:30 to 10:50, from 11:24 to 11:44, from 12:12 to 13:02, from 14:01 to 15:51, from 16:00 to 16:20
Friday: Booked at the following times: from 10:44 to 13:14, from 14:59 to 16:19, from 16:24 to 17:14

The schedule for Richard Morton's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:35, from 10:35 to 10:56, from 11:16 to 11:20, from 12:30 to 13:21, anytime after 16:21
Tuesday: Booked at the following times: from 9:40 to 11:30, from 12:06 to 12:26, from 13:39 to 14:09, from 14:35 to 15:05, from 15:37 to 16:27, from 16:46 to 17:36
Wednesday: Booked at the following times: from 9:10 to 10:40, from 12:06 to 13:36, from 15:53 to 17:13
Thursday: Booked at the following times: from 9:37 to 11:27, from 12:02 to 13:42, from 13:50 to 15:10, from 15:15 to 15:55, from 16:49 to 17:09
Friday: Booked at the following times: from 9:52 to 11:42, from 12:41 to 13:21, from 15:10 to 15:40, from 16:27 to 17:37

Sarah Bauer can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Sarah Nichols needs a break for lunch on Wednesday from 11:04 to 11:34
Randy Miller can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Richard Morton can clear any meeting of 60 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.

Catherine Anderson, Tamara Chen, Christopher Callahan, Jesse Burns, Michael Bailey, Susan Roy 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 Catherine Anderson's week in their local time is as follows:
Monday: Booked at the following times: from 11:57 to 12:37, from 12:40 to 14:40, from 16:08 to 17:48
Tuesday: Booked at the following times: from 11:30 to 13:40, from 14:26 to 15:46, from 17:06 to 17:56
Wednesday: Booked at the following times: from 10:22 to 10:42, from 11:36 to 13:26, from 13:46 to 15:26, from 15:41 to 16:01, from 16:07 to 17:17
Thursday: Booked at the following times: from 10:19 to 10:49, from 11:36 to 13:16, from 14:08 to 14:28, from 17:16 to 17:46
Friday: Booked at the following times: from 9:34 to 11:04, from 12:47 to 14:27, from 14:48 to 16:28, from 17:03 to 17:33

The schedule for Tamara Chen's week in their local time is as follows:
Monday: Booked at the following times: from 9:18 to 9:38, from 10:12 to 10:42, from 11:24 to 13:54, from 14:02 to 14:32, from 14:34 to 15:14, from 16:12 to 17:12
Tuesday: Booked at the following times: from 10:06 to 11:56, from 13:45 to 15:15, from 15:18 to 17:28
Wednesday: Booked at the following times: from 11:22 to 11:52, from 11:58 to 12:48, from 14:55 to 16:55
Thursday: Booked at the following times: from 9:46 to 11:26, from 15:20 to 17:50
Friday: Booked at the following times: from 10:03 to 11:53, from 12:13 to 12:33, from 13:14 to 15:04, from 15:07 to 16:07

The schedule for Christopher Callahan's week in their local time is as follows:
Monday: Booked at the following times: from 10:07 to 10:27, from 10:33 to 11:53, from 12:29 to 13:39, from 13:51 to 14:11, from 14:17 to 16:17
Tuesday: Booked at the following times: from 9:22 to 10:02, from 10:17 to 10:57, from 13:09 to 15:19, from 16:30 to 17:10
Wednesday: Booked at the following times: from 10:08 to 11:48, from 12:52 to 14:42, from 14:51 to 15:31, from 16:59 to 17:19
Thursday: Booked at the following times: from 9:25 to 11:05, from 13:39 to 13:59, from 14:03 to 15:03, from 15:32 to 16:12, from 16:18 to 16:38
Friday: Booked at the following times: from 9:24 to 10:54, from 11:11 to 13:01, from 15:53 to 17:33

The schedule for Jesse Burns's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 10:43, from 11:00 to 11:20, from 11:22 to 12:22, from 13:44 to 15:24, from 16:01 to 17:01
Tuesday: Booked at the following times: from 9:38 to 10:38, from 11:57 to 13:27, from 13:46 to 16:16
Wednesday: Booked at the following times: from 9:52 to 12:02, from 12:20 to 14:20, from 15:14 to 16:44
Thursday: Booked at the following times: from 10:09 to 10:39, from 11:15 to 12:05, from 12:20 to 13:00, from 13:27 to 14:07, from 14:11 to 16:31, from 16:57 to 17:37
Friday: Booked at the following times: from 9:06 to 10:06, from 10:08 to 10:38, from 10:54 to 11:14, from 11:38 to 11:58, from 12:33 to 13:03, from 13:58 to 14:48, from 15:02 to 15:32, from 15:52 to 16:32, from 17:06 to 17:56

The schedule for Michael Bailey's week in their local time is as follows:
Monday: Booked at the following times: from 10:01 to 10:41, from 11:42 to 12:42, from 12:51 to 13:41, from 14:45 to 17:15
Tuesday: Booked at the following times: from 9:47 to 10:07, from 10:53 to 11:23, from 11:46 to 13:56, from 14:15 to 16:15, from 17:14 to 17:34
Wednesday: Booked at the following times: from 10:28 to 12:28, from 16:04 to 17:44
Thursday: Booked at the following times: from 12:01 to 14:21, from 14:51 to 17:11
Friday: Booked at the following times: from 10:49 to 12:59, from 13:06 to 14:26, from 16:24 to 17:54

The schedule for Susan Roy's week in their local time is as follows:
Monday: Booked at the following times: from 9:10 to 11:30, from 13:32 to 15:32
Tuesday: Booked at the following times: from 9:49 to 10:19, from 10:26 to 11:36, from 14:02 to 16:22
Wednesday: Booked at the following times: from 9:09 to 10:09, from 10:36 to 11:56, from 15:14 to 16:24
Thursday: Booked at the following times: from 12:25 to 14:25, from 15:00 to 17:20
Friday: Booked at the following times: from 9:14 to 9:34, from 9:57 to 10:17, from 11:05 to 11:55, from 12:37 to 13:27, from 13:38 to 15:28, from 15:40 to 16:10, from 16:40 to 17:00

Catherine Anderson requires 5 minutes free before and after the meeting
Tamara Chen can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Christopher Callahan can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Jesse Burns can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Michael Bailey needs a break for lunch on Thursday from 11:04 to 11:34

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.

Garrett Garcia, Joshua Lewis, Noah Burnett, Julie Valentine, Morgan Salazar, Thomas Sutton 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 Garrett Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:51 to 11:51, from 11:54 to 13:24, from 13:55 to 14:45, from 14:52 to 16:42, from 17:13 to 17:33
Tuesday: Booked at the following times: from 9:22 to 11:02, from 11:40 to 12:40, from 13:18 to 14:08, from 14:27 to 16:07, from 16:35 to 17:15
Wednesday: Booked at the following times: from 9:04 to 10:44, from 10:54 to 12:54, from 13:04 to 13:34, from 14:08 to 14:28, from 15:53 to 16:13, from 16:22 to 16:42
Thursday: Booked at the following times: from 9:49 to 10:09, from 11:32 to 13:12, from 13:15 to 13:45, from 16:19 to 17:49
Friday: Free only at the following times: from 9:50 to 10:02, from 10:22 to 10:31, from 10:51 to 11:07, from 11:37 to 12:11, from 12:51 to 12:59, from 13:19 to 14:22, from 16:42 to 17:02, anytime after 17:22

The schedule for Joshua Lewis's week in their local time is as follows:
Monday: Booked at the following times: from 9:37 to 11:07, from 11:42 to 12:12, from 12:59 to 13:39, from 14:43 to 15:03, from 15:05 to 16:15, from 16:16 to 17:46
Tuesday: Booked at the following times: from 9:55 to 11:55, from 12:47 to 13:07, from 13:52 to 16:12
Wednesday: Booked at the following times: from 9:46 to 10:46, from 11:13 to 13:13, from 13:42 to 15:12, from 15:25 to 17:05
Thursday: Booked at the following times: from 10:22 to 12:12, from 13:14 to 15:14, from 15:18 to 17:08
Friday: Booked at the following times: from 10:34 to 11:04, from 11:48 to 13:08, from 14:34 to 16:54, from 17:19 to 17:39

The schedule for Noah Burnett's week in their local time is as follows:
Monday: Booked at the following times: from 9:09 to 9:39, from 10:07 to 10:37, from 10:45 to 11:25, from 12:59 to 13:19, from 13:23 to 13:53, from 14:35 to 14:55, from 15:09 to 15:49, from 16:50 to 17:50
Tuesday: Booked at the following times: from 10:01 to 11:11, from 11:22 to 11:52, from 12:08 to 12:58, from 13:09 to 13:49, from 15:00 to 15:20, from 15:44 to 17:34
Wednesday: Booked at the following times: from 11:06 to 12:56, from 13:22 to 15:32
Thursday: Booked at the following times: from 12:36 to 15:06, from 15:13 to 17:33
Friday: Booked at the following times: from 9:07 to 11:17, from 11:45 to 12:05, from 14:56 to 15:26, from 15:39 to 16:39

The schedule for Julie Valentine's week in their local time is as follows:
Monday: Booked at the following times: from 11:44 to 12:44, from 12:50 to 15:10
Tuesday: Booked at the following times: from 9:20 to 11:00, from 11:39 to 13:29, from 14:11 to 15:01, from 15:25 to 15:45, from 16:01 to 17:11
Wednesday: Booked at the following times: from 10:33 to 12:13, from 12:20 to 13:50, from 14:40 to 15:10, from 15:18 to 16:08
Thursday: Booked at the following times: from 9:51 to 10:11, from 10:31 to 11:11, from 12:25 to 14:35, from 15:07 to 15:47, from 16:36 to 17:36
Friday: Booked at the following times: from 11:10 to 12:50, from 13:19 to 14:09, from 14:31 to 16:11

The schedule for Morgan Salazar's week in their local time is as follows:
Monday: Booked at the following times: from 9:06 to 10:36, from 12:10 to 12:30, from 14:53 to 15:43, from 16:30 to 17:00
Tuesday: Booked at the following times: from 10:11 to 11:41, from 12:54 to 13:24, from 14:23 to 15:33, from 15:43 to 16:23, from 16:25 to 17:35
Wednesday: Booked at the following times: from 9:05 to 10:35, from 11:31 to 13:01
Thursday: Booked at the following times: from 9:31 to 10:11, from 13:58 to 15:08, from 15:11 to 17:11
Friday: Booked at the following times: from 9:28 to 11:18, from 11:19 to 11:49, from 12:20 to 13:50, from 13:52 to 14:42, from 16:18 to 16:38, from 16:53 to 17:13

The schedule for Thomas Sutton's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 11:13, from 14:58 to 17:28
Tuesday: Booked at the following times: from 9:12 to 10:02, from 10:09 to 12:19, from 12:36 to 14:06, from 15:29 to 16:19
Wednesday: Booked at the following times: from 11:20 to 11:40, from 12:38 to 13:08, from 14:10 to 14:40, from 14:41 to 15:51, from 16:23 to 17:33
Thursday: Booked at the following times: from 10:50 to 12:30, from 12:32 to 13:52, from 14:51 to 16:31
Friday: Booked at the following times: from 9:26 to 9:46, from 9:56 to 10:26, from 11:20 to 12:50, from 15:24 to 16:44, from 16:47 to 17:07

Joshua Lewis requires 15 minutes free before and after the meeting
Noah Burnett needs a break for lunch on Monday from 11:40 to 12:10
Julie Valentine can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Morgan Salazar needs a break for lunch on Wednesday from 11:01 to 11:31
Thomas Sutton needs a break for lunch on Monday from 12:07 to 12:37

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.

Emily Mitchell, Amanda Donaldson, Kimberly Gonzalez, Nancy Rivera 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 Emily Mitchell's week in their local time is as follows:
Monday: Booked at the following times: from 9:15 to 11:25, from 12:42 to 13:42
Tuesday: Booked at the following times: from 10:48 to 11:08, from 13:34 to 15:04, from 16:20 to 17:40
Wednesday: Booked at the following times: from 9:56 to 12:06, from 12:16 to 14:16, from 15:12 to 16:32
Thursday: Booked at the following times: from 9:05 to 11:15, from 12:40 to 13:00, from 14:24 to 14:44, from 16:18 to 17:28
Friday: Free only at the following times: from 9:20 to 10:07, from 11:07 to 11:18, from 11:48 to 12:30, from 14:20 to 14:29, from 14:49 to 15:32, from 16:02 to 16:13, anytime after 17:03

The schedule for Amanda Donaldson's week in their local time is as follows:
Monday: Booked at the following times: from 10:50 to 11:10, from 11:50 to 12:10, from 13:20 to 14:10, from 14:25 to 14:55, from 15:02 to 15:52, from 16:03 to 17:13
Tuesday: Booked at the following times: from 10:07 to 10:47, from 11:32 to 12:02, from 12:10 to 13:40, from 13:51 to 15:51, from 17:37 to 17:57
Wednesday: Booked at the following times: from 10:14 to 11:24, from 11:38 to 13:38, from 14:18 to 15:48
Thursday: Booked at the following times: from 10:01 to 11:41, from 12:13 to 13:53, from 15:14 to 16:04
Friday: Booked at the following times: from 10:26 to 11:06, from 11:20 to 12:30, from 13:53 to 15:33, from 16:09 to 17:09

The schedule for Kimberly Gonzalez's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 12:09, from 12:56 to 14:36, from 14:53 to 15:53
Tuesday: Booked at the following times: from 9:32 to 10:32, from 11:30 to 11:50, from 11:56 to 12:26, from 13:01 to 13:41, from 13:58 to 15:28, from 16:23 to 17:23, from 17:32 to 17:52
Wednesday: Booked at the following times: from 9:34 to 11:34, from 13:31 to 15:11, from 16:21 to 17:01
Thursday: Booked at the following times: from 10:45 to 12:55, from 12:58 to 13:28, from 14:15 to 16:05, from 16:19 to 17:09
Friday: Booked at the following times: from 9:03 to 10:33, from 10:41 to 12:11, from 12:16 to 14:26, from 14:33 to 15:03, from 16:33 to 16:53

The schedule for Nancy Rivera's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 11:43, from 13:55 to 15:35
Tuesday: Booked at the following times: from 10:18 to 12:38, from 14:54 to 16:24
Wednesday: Booked at the following times: from 11:24 to 13:14, from 13:54 to 14:34, from 14:43 to 17:13
Thursday: Booked at the following times: from 9:27 to 9:57, from 9:58 to 10:28, from 10:35 to 11:15, from 11:20 to 11:50, from 12:04 to 12:44, from 14:33 to 17:03
Friday: Booked at the following times: from 9:37 to 10:17, from 12:09 to 12:39, from 13:53 to 14:53, from 15:23 to 17:53

Emily Mitchell requires 5 minutes free before and after the meeting
Kimberly Gonzalez can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Nancy Rivera 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.

Lisa Kelley, Margaret Brown, David Serrano, Frank Jackson, Brian Sanchez, Sierra Lopez 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 Lisa Kelley's week in their local time is as follows:
Monday: Booked at the following times: from 10:47 to 11:07, from 12:19 to 14:19, from 14:21 to 14:41, from 14:43 to 15:43
Tuesday: Booked at the following times: from 10:43 to 11:13, from 11:21 to 13:21, from 14:02 to 14:32
Wednesday: Booked at the following times: from 10:56 to 11:16, from 12:19 to 13:39, from 14:03 to 14:33, from 14:44 to 15:34, from 16:18 to 16:48
Thursday: Booked at the following times: from 10:29 to 11:19, from 14:30 to 15:20, from 15:55 to 16:15, from 16:17 to 17:57
Friday: Booked at the following times: from 11:50 to 13:40, from 14:01 to 14:31, from 14:44 to 15:44, from 15:59 to 16:49

The schedule for Margaret Brown's week in their local time is as follows:
Monday: Booked at the following times: from 9:15 to 11:35, from 13:54 to 15:34, from 16:39 to 17:59
Tuesday: Booked at the following times: from 10:12 to 12:02, from 12:03 to 12:33, from 12:58 to 15:08
Wednesday: Booked at the following times: from 9:25 to 11:15, from 12:38 to 13:08, from 13:21 to 14:11, from 14:30 to 17:00
Thursday: Booked at the following times: from 10:07 to 10:27, from 10:32 to 10:52, from 11:16 to 12:06, from 13:15 to 14:05, from 14:19 to 14:39, from 15:49 to 17:29
Friday: Booked at the following times: from 9:09 to 10:09, from 11:36 to 12:46, from 15:20 to 17:20

The schedule for David Serrano's week in their local time is as follows:
Monday: Booked at the following times: from 10:17 to 11:27, from 11:31 to 12:41, from 14:36 to 16:56
Tuesday: Booked at the following times: from 9:10 to 10:40, from 11:20 to 11:50, from 12:31 to 13:01, from 13:34 to 15:34, from 16:31 to 17:01, from 17:32 to 17:52
Wednesday: Booked at the following times: from 9:09 to 10:49, from 10:55 to 13:15, from 13:32 to 14:52, from 14:58 to 15:18
Thursday: Booked at the following times: from 9:06 to 10:26, from 10:49 to 11:09, from 11:10 to 11:40, from 12:12 to 13:12, from 15:13 to 17:43
Friday: Booked at the following times: from 9:37 to 10:17, from 11:06 to 11:46, from 12:08 to 14:28, from 15:30 to 15:50, from 16:17 to 17:57

The schedule for Frank Jackson's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:04, from 9:34 to 10:34, from 11:24 to 12:24, from 13:34 to 13:51, anytime after 17:11
Tuesday: Booked at the following times: from 9:11 to 10:31, from 11:09 to 12:19, from 14:47 to 16:17
Wednesday: Booked at the following times: from 9:26 to 10:46, from 13:55 to 16:15
Thursday: Booked at the following times: from 9:59 to 12:19, from 13:02 to 13:22, from 13:52 to 15:12
Friday: Booked at the following times: from 10:06 to 11:36, from 13:13 to 14:03, from 15:32 to 16:52, from 17:24 to 17:54

The schedule for Brian Sanchez's week in their local time is as follows:
Monday: Booked at the following times: from 10:03 to 11:33, from 11:42 to 13:02, from 15:12 to 15:32
Tuesday: Booked at the following times: from 9:58 to 11:18, from 15:22 to 16:52
Wednesday: Booked at the following times: from 10:11 to 10:51, from 10:58 to 13:08, from 14:07 to 14:47, from 16:37 to 17:57
Thursday: Booked at the following times: from 10:53 to 12:03, from 12:45 to 14:05, from 14:30 to 15:20
Friday: Booked at the following times: from 9:41 to 11:11, from 11:30 to 12:30, from 13:56 to 14:36, from 15:01 to 15:41, from 16:46 to 17:56

The schedule for Sierra Lopez's week in their local time is as follows:
Monday: Booked at the following times: from 9:11 to 10:01, from 10:40 to 12:10, from 12:41 to 13:51, from 15:42 to 16:12, from 16:51 to 17:31
Tuesday: Booked at the following times: from 9:59 to 10:29, from 10:30 to 12:20, from 12:53 to 15:13, from 15:37 to 17:07
Wednesday: Booked at the following times: from 11:45 to 14:05, from 14:17 to 16:07
Thursday: Booked at the following times: from 13:42 to 15:52, from 16:08 to 17:38
Friday: Booked at the following times: from 9:53 to 12:03, from 12:45 to 14:55, from 15:33 to 16:43

Lisa Kelley can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Margaret Brown needs a break for lunch on Wednesday from 11:34 to 12:04
Frank Jackson can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Sierra Lopez requires 5 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