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.

Larry Martinez, Stacey Diaz, Kristie Smith, April Briggs, Melanie Wallace 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 Larry Martinez's week in their local time is as follows:
Monday: Booked at the following times: from 9:37 to 11:17, from 12:13 to 13:13, from 13:14 to 14:24, from 14:53 to 15:43, from 16:25 to 17:35
Tuesday: Booked at the following times: from 9:15 to 11:15, from 12:00 to 14:20
Wednesday: Booked at the following times: from 9:36 to 11:36, from 14:03 to 16:13, from 16:15 to 17:55
Thursday: Booked at the following times: from 9:11 to 11:11, from 11:48 to 13:18, from 14:35 to 16:55
Friday: Booked at the following times: from 10:00 to 11:50, from 11:51 to 12:21, from 13:15 to 13:45, from 13:58 to 15:38, from 16:27 to 17:57

The schedule for Stacey Diaz's week in their local time is as follows:
Monday: Booked at the following times: from 11:07 to 12:17, from 12:22 to 12:52, from 13:37 to 14:37, from 15:14 to 15:54, from 15:57 to 16:37
Tuesday: Booked at the following times: from 12:09 to 13:29, from 14:13 to 14:33, from 15:10 to 17:30
Wednesday: Booked at the following times: from 9:01 to 10:21, from 11:36 to 11:56, from 14:16 to 15:16, from 15:58 to 17:58
Thursday: Booked at the following times: from 9:56 to 10:16, from 10:17 to 10:37, from 11:00 to 12:40, from 12:56 to 15:06, from 16:29 to 17:19
Friday: Booked at the following times: from 10:19 to 12:39, from 14:07 to 15:17, from 15:56 to 17:36

The schedule for Kristie Smith's week in their local time is as follows:
Monday: Booked at the following times: from 10:35 to 10:55, from 13:27 to 15:27, from 15:48 to 17:48
Tuesday: Booked at the following times: from 9:36 to 11:26, from 14:27 to 15:57, from 16:28 to 17:48
Wednesday: Booked at the following times: from 11:12 to 11:42, from 12:09 to 14:29, from 15:28 to 16:58, from 17:07 to 17:47
Thursday: Booked at the following times: from 9:16 to 11:46, from 11:52 to 13:02, from 14:55 to 17:25
Friday: Booked at the following times: from 10:07 to 10:57, from 11:19 to 12:59, from 13:19 to 13:39, from 13:50 to 14:50, from 15:18 to 15:38, from 15:45 to 16:25, from 17:06 to 17:36

The schedule for April Briggs's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 10:06, from 12:26 to 13:16, from 13:35 to 14:45, from 14:57 to 17:17
Tuesday: Booked at the following times: from 9:29 to 10:39, from 11:49 to 12:59, from 14:40 to 15:40, from 15:41 to 16:01, from 16:16 to 16:46
Wednesday: Free only at the following times: anytime before 10:07, from 12:07 to 16:02, anytime after 17:32
Thursday: Booked at the following times: from 10:46 to 12:46, from 13:20 to 14:00, from 15:53 to 16:53, from 16:57 to 17:17
Friday: Booked at the following times: from 9:29 to 10:09, from 10:33 to 11:03, from 11:47 to 13:07, from 13:33 to 14:03, from 14:34 to 16:34

The schedule for Melanie Wallace's week in their local time is as follows:
Monday: Booked at the following times: from 10:52 to 11:12, from 13:18 to 15:28, from 16:35 to 17:35
Tuesday: Booked at the following times: from 9:46 to 11:16, from 12:20 to 14:40, from 14:47 to 16:17
Wednesday: Booked at the following times: from 11:11 to 11:41, from 12:03 to 13:53, from 14:24 to 15:14
Thursday: Booked at the following times: from 10:26 to 12:16, from 15:16 to 17:26
Friday: Booked at the following times: from 9:49 to 11:59, from 12:03 to 12:53, from 13:36 to 13:56, from 15:10 to 15:50, from 16:11 to 17:51

Stacey Diaz is in a timezone that is 1 hour ahead of other participants
Kristie Smith can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
April Briggs is in a timezone that is 2 hours behind of other participants
Melanie Wallace 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.

Stephen Holland, Jeremy Hogan, James Jones, Maria 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 Stephen Holland's week in their local time is as follows:
Monday: Booked at the following times: from 9:51 to 10:21, from 10:49 to 11:19, from 12:07 to 12:37, from 12:39 to 12:59, from 13:29 to 14:39, from 15:47 to 16:17, from 16:19 to 17:09
Tuesday: Booked at the following times: from 9:37 to 11:27, from 13:24 to 14:54, from 15:09 to 17:09
Wednesday: Booked at the following times: from 9:44 to 11:24, from 11:47 to 12:07, from 12:50 to 13:10, from 13:18 to 14:48, from 14:53 to 15:43, from 16:00 to 16:30, from 16:59 to 17:19
Thursday: Booked at the following times: from 9:43 to 10:43, from 10:52 to 12:22, from 14:59 to 17:19
Friday: Booked at the following times: from 9:07 to 10:57, from 11:05 to 12:05, from 13:08 to 14:58, from 15:14 to 16:44

The schedule for Jeremy Hogan's week in their local time is as follows:
Monday: Booked at the following times: from 9:25 to 11:45, from 12:24 to 14:34, from 16:37 to 17:07
Tuesday: Booked at the following times: from 9:59 to 10:19, from 10:25 to 12:25, from 12:34 to 13:24, from 15:01 to 16:31
Wednesday: Booked at the following times: from 10:05 to 10:25, from 11:01 to 11:31, from 11:39 to 13:19, from 13:33 to 13:53, from 14:03 to 14:33, from 14:55 to 16:15, from 17:01 to 17:51
Thursday: Booked at the following times: from 12:02 to 12:52, from 13:11 to 13:51, from 14:27 to 16:17, from 16:31 to 17:21
Friday: Booked at the following times: from 10:37 to 13:07, from 14:30 to 17:00

The schedule for James Jones's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 11:39, from 12:50 to 13:30, from 13:48 to 14:58, from 16:12 to 17:12
Tuesday: Booked at the following times: from 9:17 to 10:47, from 11:55 to 13:45, from 15:58 to 17:48
Wednesday: Booked at the following times: from 9:16 to 11:26, from 11:54 to 12:14, from 13:35 to 14:15, from 14:44 to 15:24, from 15:34 to 17:44
Thursday: Booked at the following times: from 11:00 to 12:30, from 13:35 to 14:35, from 14:55 to 16:05, from 16:09 to 17:09, from 17:29 to 17:59
Friday: Booked at the following times: from 9:06 to 10:16, from 10:48 to 12:18, from 12:20 to 14:30

The schedule for Maria Allen's week in their local time is as follows:
Monday: Booked at the following times: from 10:42 to 12:12, from 13:22 to 15:12, from 15:38 to 17:08
Tuesday: Booked at the following times: from 10:02 to 11:32, from 12:24 to 13:54, from 15:13 to 17:43
Wednesday: Booked at the following times: from 9:01 to 11:31, from 12:22 to 14:52
Thursday: Booked at the following times: from 9:23 to 10:13, from 10:54 to 11:24, from 12:00 to 13:40, from 13:49 to 14:59, from 16:09 to 17:39
Friday: Booked at the following times: from 11:00 to 12:50, from 13:51 to 14:31, from 14:39 to 15:59

Stephen Holland needs a break for lunch on Friday from 12:33 to 13:03
Jeremy Hogan needs a break for lunch on Monday from 11:49 to 12:19
James Jones requires 10 minutes free before and after the meeting
Maria Allen 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.

Sarah Kennedy, Tommy Jones, Alicia Osborne, Joshua Newman, Jacob Garcia 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 Kennedy's week in their local time is as follows:
Monday: Booked at the following times: from 9:31 to 11:31, from 13:18 to 14:38, from 16:37 to 17:37
Tuesday: Booked at the following times: from 9:14 to 9:54, from 10:00 to 10:40, from 10:55 to 11:15, from 11:27 to 12:47, from 13:13 to 14:13, from 14:52 to 16:42
Wednesday: Booked at the following times: from 10:16 to 11:46, from 13:08 to 14:38, from 15:11 to 16:51
Thursday: Free only at the following times: anytime before 9:29, from 12:49 to 14:12, from 14:52 to 15:24, anytime after 16:14
Friday: Booked at the following times: from 10:04 to 11:24, from 11:31 to 12:41, from 13:09 to 14:39, from 16:14 to 17:44

The schedule for Tommy Jones's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:43, from 11:03 to 11:48, from 12:58 to 13:34, from 14:04 to 14:08, from 14:48 to 15:22, from 16:22 to 16:30
Tuesday: Booked at the following times: from 9:06 to 9:26, from 10:30 to 11:00, from 11:08 to 11:28, from 13:29 to 13:59, from 14:09 to 15:19, from 16:04 to 17:34
Wednesday: Booked at the following times: from 9:47 to 10:07, from 10:15 to 11:45, from 11:49 to 12:39, from 13:16 to 14:36, from 14:38 to 14:58, from 16:08 to 17:08, from 17:16 to 17:36
Thursday: Booked at the following times: from 11:01 to 12:41, from 12:50 to 14:20, from 16:00 to 17:30
Friday: Free only at the following times: from 10:50 to 11:32, from 13:32 to 14:33, anytime after 16:23

The schedule for Alicia Osborne's week in their local time is as follows:
Monday: Booked at the following times: from 10:19 to 12:39, from 14:01 to 16:11
Tuesday: Booked at the following times: from 10:31 to 11:21, from 13:20 to 14:00, from 14:54 to 15:34, from 16:49 to 17:59
Wednesday: Booked at the following times: from 9:14 to 10:14, from 12:42 to 13:12, from 14:41 to 16:41
Thursday: Free only at the following times: anytime before 9:14, from 10:54 to 11:00, from 13:00 to 13:45, anytime after 15:55
Friday: Booked at the following times: from 9:37 to 10:17, from 11:34 to 14:04, from 14:47 to 16:27

The schedule for Joshua Newman's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 11:29, from 12:15 to 12:45, from 13:28 to 15:58, from 16:45 to 17:55
Tuesday: Booked at the following times: from 10:48 to 11:18, from 11:30 to 13:40, from 14:00 to 15:50, from 15:59 to 16:19, from 16:23 to 17:23
Wednesday: Booked at the following times: from 9:25 to 10:05, from 11:05 to 12:05, from 12:08 to 12:48, from 13:33 to 13:53, from 14:05 to 14:55, from 14:56 to 15:26, from 15:27 to 17:07
Thursday: Booked at the following times: from 9:48 to 11:38, from 11:48 to 12:38, from 14:59 to 15:49, from 15:58 to 16:18
Friday: Booked at the following times: from 10:45 to 11:05, from 12:07 to 14:07, from 16:36 to 17:06

The schedule for Jacob Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 10:12, from 10:16 to 12:06, from 14:03 to 15:33, from 16:03 to 17:03
Tuesday: Booked at the following times: from 9:15 to 9:45, from 9:46 to 10:16, from 11:01 to 12:51, from 13:00 to 13:40, from 14:06 to 14:36, from 15:23 to 16:23, from 16:51 to 17:31
Wednesday: Booked at the following times: from 9:29 to 11:49, from 14:54 to 16:04, from 16:08 to 17:28
Thursday: Free only at the following times: anytime before 9:13, from 9:33 to 9:46, from 11:46 to 12:23, from 15:23 to 15:25, from 15:45 to 16:51, anytime after 17:41
Friday: Booked at the following times: from 9:53 to 12:03, from 12:31 to 13:41, from 14:07 to 14:27, from 14:34 to 15:34, from 17:06 to 17:26

Tommy Jones needs a break for lunch on Friday from 11:00 to 11:30
Alicia Osborne needs a break for lunch on Friday from 11:01 to 11:31
Joshua Newman needs a break for lunch on Wednesday from 12:49 to 13:19
Jacob Garcia 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.

Amber Bailey, Penny Parker, Leslie Cobb, Jeffrey Evans 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 Amber Bailey's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 11:26, from 11:57 to 13:27, from 14:29 to 16:49
Tuesday: Booked at the following times: from 10:03 to 10:23, from 10:33 to 12:23, from 13:26 to 13:46, from 14:04 to 14:34
Wednesday: Booked at the following times: from 9:46 to 11:26, from 12:42 to 13:02, from 14:13 to 15:23, from 16:52 to 17:22
Thursday: Booked at the following times: from 9:05 to 9:45, from 11:43 to 13:03, from 13:08 to 15:18, from 15:23 to 16:33
Friday: Booked at the following times: from 11:02 to 12:32, from 12:41 to 14:41, from 15:21 to 16:41

The schedule for Penny Parker's week in their local time is as follows:
Monday: Booked at the following times: from 9:30 to 10:20, from 11:56 to 12:56, from 14:10 to 14:30, from 15:15 to 15:35, from 15:42 to 16:32
Tuesday: Booked at the following times: from 9:30 to 10:50, from 12:18 to 13:28, from 13:36 to 15:46
Wednesday: Booked at the following times: from 9:11 to 10:21, from 12:20 to 13:40, from 15:20 to 15:50, from 16:00 to 16:20
Thursday: Free only at the following times: anytime before 10:01, from 10:21 to 11:40, from 13:00 to 14:32, anytime after 17:32
Friday: Booked at the following times: from 9:06 to 10:46, from 11:28 to 12:18, from 13:00 to 13:30, from 13:37 to 14:47, from 16:13 to 16:53, from 16:58 to 17:38

The schedule for Leslie Cobb's week in their local time is as follows:
Monday: Booked at the following times: from 9:44 to 11:24, from 12:24 to 13:24, from 13:25 to 14:25, from 15:22 to 15:42, from 16:59 to 17:29
Tuesday: Booked at the following times: from 9:11 to 9:31, from 10:27 to 12:17, from 14:04 to 14:44, from 14:56 to 15:56, from 16:21 to 17:01, from 17:03 to 17:43
Wednesday: Booked at the following times: from 12:37 to 14:47, from 15:13 to 16:53
Thursday: Booked at the following times: from 11:01 to 12:11, from 12:38 to 14:58, from 16:30 to 17:20
Friday: Booked at the following times: from 11:48 to 12:18, from 12:49 to 14:19, from 14:36 to 16:56, from 17:17 to 17:47

The schedule for Jeffrey Evans's week in their local time is as follows:
Monday: Booked at the following times: from 10:59 to 11:39, from 11:40 to 13:20, from 13:37 to 14:27, from 15:21 to 15:41, from 16:02 to 17:12
Tuesday: Booked at the following times: from 9:39 to 10:09, from 10:53 to 11:43, from 12:02 to 12:32, from 12:40 to 14:50, from 15:46 to 16:16, from 17:24 to 17:44
Wednesday: Booked at the following times: from 9:17 to 10:57, from 12:09 to 13:59, from 14:01 to 16:11
Thursday: Booked at the following times: from 9:20 to 11:20, from 11:35 to 12:25, from 14:56 to 15:36, from 16:32 to 17:22, from 17:24 to 17:44
Friday: Booked at the following times: from 11:08 to 11:58, from 12:01 to 13:31, from 14:20 to 15:20, from 16:04 to 16:44

Amber Bailey is in a timezone that is 2 hours ahead of other participants
Penny Parker can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Leslie Cobb can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Jeffrey Evans 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.

Ashley Bryant, Kelly Jimenez, Sarah Garcia, Ryan Malone 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 Ashley Bryant's week in their local time is as follows:
Monday: Booked at the following times: from 9:54 to 10:24, from 11:54 to 13:54, from 15:13 to 16:13, from 16:35 to 17:35
Tuesday: Booked at the following times: from 9:06 to 10:16, from 15:02 to 17:32
Wednesday: Booked at the following times: from 10:42 to 12:42, from 13:44 to 14:14, from 14:31 to 15:11, from 15:19 to 15:49, from 16:10 to 16:50
Thursday: Booked at the following times: from 9:14 to 11:24, from 12:29 to 12:59, from 13:43 to 15:43
Friday: Free only at the following times: from 10:50 to 11:15, from 12:45 to 15:37, anytime after 17:27

The schedule for Kelly Jimenez's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 10:37, from 10:41 to 11:11, from 11:31 to 12:31, from 12:44 to 14:04, from 14:17 to 15:37, from 16:35 to 17:25
Tuesday: Booked at the following times: from 9:51 to 11:31, from 12:32 to 15:02, from 15:44 to 17:44
Wednesday: Booked at the following times: from 9:21 to 10:31, from 12:03 to 12:43, from 13:13 to 14:23, from 15:26 to 15:56, from 16:07 to 17:47
Thursday: Booked at the following times: from 10:09 to 10:49, from 11:44 to 13:34, from 14:49 to 15:49, from 15:52 to 16:52
Friday: Booked at the following times: from 9:50 to 11:30, from 12:38 to 13:18, from 13:27 to 15:57, from 17:03 to 17:23

The schedule for Sarah Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:16 to 9:56, from 11:02 to 12:12, from 14:38 to 16:18
Tuesday: Booked at the following times: from 11:53 to 14:03, from 14:57 to 15:47, from 17:01 to 17:41
Wednesday: Booked at the following times: from 9:49 to 10:39, from 10:57 to 12:37, from 15:56 to 17:56
Thursday: Booked at the following times: from 9:51 to 11:01, from 12:31 to 13:51, from 14:05 to 14:25, from 15:12 to 17:12
Friday: Booked at the following times: from 9:05 to 10:55, from 11:09 to 11:59, from 12:59 to 14:19, from 16:10 to 17:40

The schedule for Ryan Malone MD's week in their local time is as follows:
Monday: Booked at the following times: from 10:08 to 12:08, from 12:14 to 14:14
Tuesday: Free only at the following times: anytime before 11:40, from 13:00 to 13:03, from 15:03 to 17:40
Wednesday: Booked at the following times: from 10:29 to 11:29, from 12:02 to 12:22, from 13:01 to 13:41, from 14:02 to 14:42, from 15:04 to 15:24, from 16:09 to 17:49
Thursday: Booked at the following times: from 9:26 to 10:36, from 11:28 to 11:58, from 12:13 to 13:53, from 14:11 to 15:01, from 15:35 to 17:15
Friday: Free only at the following times: anytime before 10:02, from 12:02 to 12:33, from 14:53 to 15:06, anytime after 15:56

Ashley Bryant can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Kelly Jimenez is in a timezone that is 1 hour ahead of other participants
Sarah Garcia needs a break for lunch on Thursday from 11:14 to 11:44
Ryan Malone MD 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.

Christian Allen, Holly Manning, Rachel Golden, Barbara Frank 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 Christian Allen's week in their local time is as follows:
Monday: Booked at the following times: from 13:52 to 16:22, from 16:41 to 17:11, from 17:26 to 17:46
Tuesday: Booked at the following times: from 9:40 to 12:10, from 14:00 to 15:20, from 16:22 to 17:22
Wednesday: Booked at the following times: from 12:37 to 14:27, from 16:19 to 17:59
Thursday: Booked at the following times: from 10:31 to 10:51, from 11:05 to 12:35, from 12:51 to 13:21, from 16:16 to 17:16
Friday: Booked at the following times: from 10:49 to 11:09, from 11:11 to 12:41, from 13:59 to 14:39, from 15:27 to 17:27

The schedule for Holly Manning's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:01, from 11:11 to 11:22, from 12:02 to 13:46, anytime after 16:16
Tuesday: Booked at the following times: from 11:34 to 13:04, from 13:28 to 15:48, from 16:53 to 17:23
Wednesday: Booked at the following times: from 9:02 to 10:52, from 12:37 to 14:07, from 14:23 to 16:03
Thursday: Booked at the following times: from 11:04 to 12:34, from 13:21 to 15:01
Friday: Booked at the following times: from 9:07 to 11:07, from 11:29 to 13:39

The schedule for Rachel Golden's week in their local time is as follows:
Monday: Booked at the following times: from 10:38 to 12:38, from 14:18 to 15:28
Tuesday: Booked at the following times: from 9:37 to 11:47, from 12:46 to 13:06, from 14:03 to 14:53, from 15:13 to 15:33, from 16:00 to 17:00, from 17:02 to 17:52
Wednesday: Booked at the following times: from 9:13 to 9:33, from 9:44 to 10:04, from 10:14 to 10:44, from 10:46 to 11:26, from 11:29 to 13:59, from 16:10 to 17:00
Thursday: Booked at the following times: from 9:28 to 10:38, from 12:37 to 13:07, from 14:09 to 14:49, from 15:18 to 17:38
Friday: Booked at the following times: from 9:03 to 9:53, from 11:40 to 12:00, from 12:18 to 12:38, from 13:49 to 14:29, from 15:29 to 16:29, from 17:02 to 17:52

The schedule for Barbara Frank MD's week in their local time is as follows:
Monday: Booked at the following times: from 12:25 to 12:45, from 13:16 to 15:46, from 15:49 to 17:49
Tuesday: Booked at the following times: from 10:06 to 12:16, from 12:56 to 14:36, from 14:54 to 15:44, from 15:52 to 17:52
Wednesday: Booked at the following times: from 10:31 to 11:11, from 12:18 to 14:18, from 14:33 to 16:23
Thursday: Booked at the following times: from 9:03 to 10:13, from 12:59 to 15:29
Friday: Booked at the following times: from 9:57 to 11:17, from 11:18 to 12:28, from 13:13 to 14:03, from 14:34 to 15:04, from 15:38 to 16:38, from 16:42 to 17:42

Holly Manning can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Rachel Golden requires 15 minutes free before and after the meeting
Barbara Frank MD needs a break for lunch on Thursday from 12:09 to 12:39

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.

Christine Cruz, Angela Serrano, Jennifer Scott, Arthur Olson 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 Christine Cruz's week in their local time is as follows:
Monday: Booked at the following times: from 10:29 to 11:39, from 11:50 to 13:30, from 13:55 to 14:55, from 15:42 to 16:42
Tuesday: Booked at the following times: from 10:10 to 11:10, from 12:44 to 14:24, from 14:45 to 16:45
Wednesday: Booked at the following times: from 9:41 to 10:21, from 11:40 to 13:30, from 15:50 to 17:10
Thursday: Booked at the following times: from 14:03 to 16:03, from 16:04 to 17:24
Friday: Booked at the following times: from 12:11 to 14:31, from 15:16 to 17:06

The schedule for Angela Serrano's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 10:03, from 10:38 to 12:48, from 13:49 to 16:09
Tuesday: Booked at the following times: from 9:10 to 10:30, from 11:15 to 13:05, from 13:43 to 14:53, from 16:48 to 17:58
Wednesday: Booked at the following times: from 10:24 to 12:34, from 14:37 to 15:27, from 16:19 to 17:19
Thursday: Booked at the following times: from 10:52 to 11:52, from 12:46 to 14:56, from 15:27 to 15:47, from 16:33 to 17:43
Friday: Booked at the following times: from 9:16 to 10:46, from 11:35 to 13:45, from 14:08 to 14:28, from 15:04 to 15:34, from 15:37 to 16:17

The schedule for Jennifer Scott's week in their local time is as follows:
Monday: Free only at the following times: from 11:10 to 11:54, from 12:44 to 13:33, from 14:23 to 17:21, anytime after 17:51
Tuesday: Booked at the following times: from 10:50 to 11:20, from 11:52 to 13:02, from 14:52 to 17:12
Wednesday: Booked at the following times: from 9:11 to 10:11, from 12:52 to 14:42, from 14:48 to 16:58
Thursday: Booked at the following times: from 11:24 to 13:14, from 13:56 to 15:46, from 16:51 to 17:21
Friday: Booked at the following times: from 10:11 to 12:21, from 13:25 to 15:45, from 16:47 to 17:57

The schedule for Arthur Olson's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 11:33, from 12:51 to 15:11, from 15:49 to 16:59
Tuesday: Booked at the following times: from 11:49 to 14:19, from 14:20 to 15:30, from 16:57 to 17:47
Wednesday: Booked at the following times: from 11:46 to 13:56, from 14:17 to 14:47, from 15:35 to 17:55
Thursday: Booked at the following times: from 10:44 to 13:14, from 15:26 to 15:46
Friday: Free only at the following times: anytime before 11:16, from 11:36 to 14:01, from 16:41 to 16:48, anytime after 17:08

Christine Cruz requires 5 minutes free before and after the meeting
Jennifer Scott is in a timezone that is 1 hour ahead of other participants
Arthur Olson needs a break for lunch on Tuesday from 11:16 to 11:46

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.

David Zimmerman, Kylie Vang, Calvin Weaver work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for David Zimmerman's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 10:46, from 11:19 to 12:39, from 14:37 to 16:47
Tuesday: Booked at the following times: from 10:33 to 12:33, from 16:05 to 17:35
Wednesday: Booked at the following times: from 9:29 to 11:59, from 13:50 to 14:50
Thursday: Booked at the following times: from 9:47 to 10:27, from 12:12 to 12:42, from 12:44 to 13:24, from 13:34 to 14:54, from 16:10 to 16:40, from 17:06 to 17:46
Friday: Booked at the following times: from 9:01 to 11:01, from 11:30 to 13:20, from 13:24 to 15:14, from 16:45 to 17:05

The schedule for Kylie Vang's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 10:32, from 11:42 to 13:12, from 13:45 to 14:25, from 14:43 to 16:53
Tuesday: Booked at the following times: from 9:27 to 10:47, from 11:47 to 12:47, from 12:54 to 13:44
Wednesday: Booked at the following times: from 9:16 to 10:06, from 11:03 to 12:13, from 12:38 to 12:58, from 15:08 to 16:48
Thursday: Booked at the following times: from 9:45 to 11:25, from 12:00 to 13:10, from 13:56 to 14:16, from 15:14 to 17:34
Friday: Booked at the following times: from 9:14 to 10:44, from 11:38 to 12:38, from 13:00 to 14:30, from 14:32 to 14:52, from 15:51 to 16:31

The schedule for Calvin Weaver's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:53, from 10:33 to 11:22, from 11:52 to 11:53, from 14:53 to 15:15, from 15:55 to 16:14, anytime after 17:04
Tuesday: Booked at the following times: from 9:38 to 12:08, from 12:54 to 15:24
Wednesday: Booked at the following times: from 9:44 to 10:24, from 11:59 to 12:19, from 12:40 to 13:30, from 14:06 to 14:56, from 15:47 to 16:57
Thursday: Booked at the following times: from 10:36 to 12:36, from 13:47 to 14:27, from 15:58 to 17:38
Friday: Free only at the following times: anytime before 10:03, from 11:13 to 15:50

David Zimmerman is in a timezone that is 1 hour ahead of other participants

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

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


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

Eddie Hayden, Dennis James, Dana Williams 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 Eddie Hayden's week in their local time is as follows:
Monday: Booked at the following times: from 9:17 to 10:57, from 12:45 to 15:15, from 15:46 to 16:56
Tuesday: Booked at the following times: from 9:54 to 10:34, from 10:43 to 13:03, from 14:41 to 16:11, from 17:11 to 17:41
Wednesday: Free only at the following times: anytime before 10:34, from 12:44 to 13:31, from 15:31 to 15:40
Thursday: Booked at the following times: from 12:20 to 13:00, from 14:37 to 16:17, from 16:20 to 17:40
Friday: Booked at the following times: from 9:20 to 11:10, from 12:52 to 13:42, from 15:19 to 17:19

The schedule for Dennis James's week in their local time is as follows:
Monday: Booked at the following times: from 12:05 to 14:15, from 14:39 to 16:59
Tuesday: Booked at the following times: from 9:06 to 9:56, from 11:15 to 13:35
Wednesday: Booked at the following times: from 10:18 to 10:48, from 11:10 to 11:30, from 12:24 to 14:44, from 14:58 to 15:28, from 15:46 to 16:16, from 16:24 to 16:44, from 17:00 to 17:50
Thursday: Booked at the following times: from 10:04 to 11:34, from 14:14 to 16:24
Friday: Booked at the following times: from 10:42 to 11:12, from 12:41 to 13:21, from 13:30 to 13:50, from 14:31 to 15:41, from 15:58 to 17:58

The schedule for Dana Williams's week in their local time is as follows:
Monday: Booked at the following times: from 11:11 to 12:31, from 15:58 to 17:38
Tuesday: Booked at the following times: from 11:28 to 12:58, from 13:54 to 15:14, from 16:19 to 17:39
Wednesday: Booked at the following times: from 10:34 to 12:54, from 13:30 to 15:00, from 15:02 to 15:22, from 15:28 to 16:08, from 16:41 to 17:31
Thursday: Booked at the following times: from 10:30 to 10:50, from 12:23 to 13:33, from 13:34 to 15:24, from 15:41 to 17:41
Friday: Free only at the following times: anytime before 10:03, from 11:33 to 11:41, from 13:21 to 14:15, from 16:45 to 17:20, anytime after 17:40

Eddie Hayden needs a break for lunch on Monday from 11:03 to 11:33
Dennis James can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Dana Williams 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.

David Bush, Diane Taylor, Megan Simpson, Dr. Robert Benitez work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for David Bush's week in their local time is as follows:
Monday: Booked at the following times: from 10:02 to 11:42, from 11:50 to 12:40, from 13:11 to 14:01, from 14:35 to 16:55, from 17:22 to 17:42
Tuesday: Free only at the following times: anytime before 9:28, from 10:08 to 13:12, from 15:22 to 16:23, from 17:23 to 17:40
Wednesday: Booked at the following times: from 11:13 to 12:03, from 12:33 to 13:13, from 14:39 to 15:09, from 15:18 to 17:38
Thursday: Booked at the following times: from 12:04 to 13:34, from 14:01 to 15:31, from 16:41 to 17:11
Friday: Booked at the following times: from 9:16 to 9:46, from 11:39 to 13:19, from 13:26 to 15:26, from 16:10 to 17:20

The schedule for Diane Taylor's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 10:53, from 11:28 to 13:18, from 16:29 to 17:39
Tuesday: Booked at the following times: from 9:08 to 10:48, from 12:09 to 13:19, from 14:02 to 16:22
Wednesday: Booked at the following times: from 10:36 to 10:56, from 13:31 to 14:41, from 15:47 to 17:57
Thursday: Booked at the following times: from 10:44 to 11:44, from 13:50 to 15:30, from 16:09 to 17:19
Friday: Free only at the following times: anytime before 9:51, from 10:31 to 11:02, from 11:22 to 11:29, from 13:49 to 14:47, from 16:17 to 16:18, anytime after 16:48

The schedule for Megan Simpson's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 11:06, from 11:19 to 12:19, from 13:54 to 15:24, from 15:53 to 16:13
Tuesday: Booked at the following times: from 9:44 to 10:34, from 11:12 to 11:42, from 12:07 to 12:47, from 12:52 to 13:22, from 13:34 to 15:24, from 15:51 to 16:11
Wednesday: Booked at the following times: from 9:19 to 10:49, from 10:54 to 12:14, from 12:57 to 13:37, from 13:40 to 14:50
Thursday: Booked at the following times: from 9:08 to 9:28, from 10:15 to 11:05, from 11:12 to 12:02, from 13:13 to 14:33, from 15:35 to 17:25
Friday: Booked at the following times: from 9:28 to 10:38, from 12:23 to 14:03, from 14:35 to 15:35

The schedule for Dr. Robert Benitez's week in their local time is as follows:
Monday: Booked at the following times: from 9:07 to 10:57, from 12:37 to 13:47, from 14:21 to 15:01, from 15:08 to 15:58, from 15:59 to 16:19, from 17:28 to 17:58
Tuesday: Booked at the following times: from 10:08 to 12:28, from 13:07 to 14:37, from 14:45 to 17:05
Wednesday: Booked at the following times: from 10:38 to 10:58, from 11:31 to 11:51, from 12:00 to 13:00, from 14:12 to 14:32, from 15:13 to 16:13, from 16:40 to 17:50
Thursday: Booked at the following times: from 9:48 to 11:38, from 12:59 to 14:59, from 15:58 to 16:18, from 16:48 to 17:48
Friday: Booked at the following times: from 10:41 to 13:11, from 13:28 to 13:58, from 14:42 to 17:12

David Bush requires 15 minutes free before and after the meeting
Diane Taylor requires 10 minutes free before and after the meeting
Dr. Robert Benitez 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.

William Thomas, Manuel Phillips, Terry Jenkins 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 William Thomas's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 11:03, from 12:32 to 13:12, from 13:26 to 14:56
Tuesday: Booked at the following times: from 10:13 to 11:13, from 11:53 to 14:03, from 14:37 to 15:07
Wednesday: Booked at the following times: from 9:07 to 10:47, from 11:14 to 12:24, from 14:13 to 15:53
Thursday: Booked at the following times: from 9:07 to 10:27, from 10:53 to 12:13, from 13:16 to 13:46, from 14:31 to 15:11, from 16:13 to 16:43, from 17:07 to 17:47
Friday: Free only at the following times: from 11:10 to 11:55, from 12:15 to 12:56, from 14:16 to 14:53, from 16:13 to 16:20, anytime after 17:00

The schedule for Manuel Phillips's week in their local time is as follows:
Monday: Booked at the following times: from 11:18 to 12:18, from 12:59 to 15:19, from 16:04 to 16:54
Tuesday: Booked at the following times: from 13:51 to 15:51, from 16:56 to 17:46
Wednesday: Booked at the following times: from 9:06 to 10:36, from 10:44 to 12:24, from 13:07 to 13:27, from 14:09 to 14:39, from 16:18 to 17:48
Thursday: Free only at the following times: anytime before 10:41, from 11:31 to 11:40, from 12:50 to 14:04, from 14:34 to 14:58, from 15:48 to 16:21, anytime after 17:51
Friday: Booked at the following times: from 11:27 to 12:47, from 14:44 to 15:14, from 15:32 to 17:32

The schedule for Terry Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 9:35 to 10:05, from 11:59 to 14:09, from 14:20 to 16:40
Tuesday: Booked at the following times: from 9:08 to 11:18, from 11:26 to 12:26, from 14:35 to 15:35, from 17:04 to 17:34
Wednesday: Booked at the following times: from 9:13 to 9:53, from 10:33 to 11:03, from 13:10 to 14:00, from 15:17 to 16:07, from 16:52 to 17:12, from 17:34 to 17:54
Thursday: Booked at the following times: from 9:48 to 10:48, from 11:03 to 13:33, from 14:46 to 17:16
Friday: Booked at the following times: from 9:08 to 10:48, from 12:54 to 14:54

William Thomas can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Manuel Phillips requires 10 minutes free before and after the meeting
Terry Jenkins needs a break for lunch on Tuesday from 12:33 to 13:03

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.

Brian Miller, Laura Stark, Casey 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 Brian Miller's week in their local time is as follows:
Monday: Booked at the following times: from 10:11 to 11:41, from 14:44 to 16:34
Tuesday: Booked at the following times: from 9:10 to 10:30, from 15:38 to 17:48
Wednesday: Booked at the following times: from 11:04 to 11:44, from 11:47 to 12:57, from 14:28 to 16:18, from 17:05 to 17:45
Thursday: Booked at the following times: from 9:20 to 10:50, from 12:06 to 13:26, from 13:33 to 13:53, from 15:07 to 15:27, from 15:30 to 15:50, from 16:36 to 17:36
Friday: Booked at the following times: from 11:06 to 12:36, from 13:22 to 14:42, from 17:05 to 17:35

The schedule for Laura Stark's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 9:59, from 10:47 to 11:07, from 11:55 to 14:25, from 14:27 to 16:07
Tuesday: Booked at the following times: from 9:10 to 10:20, from 10:38 to 10:58, from 11:51 to 13:11, from 13:26 to 13:56, from 15:25 to 15:45, from 16:29 to 17:39
Wednesday: Booked at the following times: from 9:45 to 11:35, from 12:12 to 13:02, from 13:35 to 14:45, from 14:51 to 15:41, from 16:55 to 17:25
Thursday: Booked at the following times: from 9:39 to 12:09, from 14:46 to 15:36
Friday: Booked at the following times: from 9:15 to 9:35, from 10:30 to 12:40, from 13:54 to 14:14, from 14:17 to 14:47, from 15:08 to 16:58

The schedule for Casey Allen's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 10:49, from 10:54 to 11:24, from 11:32 to 13:42, from 15:35 to 16:15
Tuesday: Booked at the following times: from 9:12 to 11:12, from 11:45 to 12:05, from 12:21 to 13:51, from 13:58 to 15:18, from 16:29 to 17:09, from 17:24 to 17:44
Wednesday: Free only at the following times: from 11:10 to 13:02, anytime after 14:22
Thursday: Booked at the following times: from 11:00 to 13:30, from 14:00 to 14:20, from 14:31 to 16:11, from 17:10 to 17:50
Friday: Free only at the following times: anytime before 10:59, from 12:59 to 13:45, anytime after 16:55

Laura Stark is in a timezone that is 1 hour behind of other participants
Casey Allen 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.

Jose Black, Sherri Jenkins, Michael Flores 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 Jose Black's week in their local time is as follows:
Monday: Booked at the following times: from 10:02 to 12:12, from 12:45 to 13:15, from 13:57 to 15:27
Tuesday: Booked at the following times: from 9:54 to 10:24, from 11:00 to 11:40, from 13:15 to 13:35, from 13:56 to 15:36, from 15:54 to 17:54
Wednesday: Booked at the following times: from 9:01 to 9:41, from 10:40 to 11:00, from 11:27 to 13:27, from 14:28 to 15:38, from 15:57 to 16:17, from 16:40 to 17:10
Thursday: Booked at the following times: from 10:45 to 11:45, from 12:23 to 14:23, from 14:31 to 15:51
Friday: Booked at the following times: from 10:46 to 11:46, from 12:29 to 14:49, from 15:41 to 17:41

The schedule for Sherri Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 9:37 to 10:17, from 10:42 to 11:02, from 11:37 to 12:47, from 13:06 to 13:36, from 13:40 to 15:00, from 15:32 to 16:42, from 16:49 to 17:39
Tuesday: Booked at the following times: from 9:44 to 12:04, from 13:36 to 15:26, from 16:42 to 17:32
Wednesday: Booked at the following times: from 9:12 to 10:32, from 10:36 to 11:06, from 11:26 to 12:26, from 13:34 to 14:44, from 15:04 to 15:44, from 16:09 to 16:29
Thursday: Booked at the following times: from 9:37 to 10:07, from 11:29 to 12:29, from 12:31 to 12:51, from 13:00 to 14:20, from 14:25 to 16:05, from 16:44 to 17:14
Friday: Booked at the following times: from 9:50 to 11:30, from 12:07 to 13:07, from 16:05 to 17:55

The schedule for Michael Flores's week in their local time is as follows:
Monday: Booked at the following times: from 9:47 to 10:27, from 10:44 to 12:34, from 13:26 to 14:36, from 16:24 to 17:34
Tuesday: Booked at the following times: from 9:09 to 10:09, from 11:07 to 11:27, from 11:40 to 12:20, from 12:23 to 12:53, from 13:50 to 14:40, from 14:50 to 15:50, from 17:29 to 17:49
Wednesday: Booked at the following times: from 9:21 to 9:41, from 9:48 to 10:38, from 10:46 to 12:06, from 12:55 to 13:55, from 14:31 to 15:01, from 15:35 to 16:05, from 16:34 to 16:54, from 16:58 to 17:38
Thursday: Booked at the following times: from 9:57 to 10:17, from 10:30 to 11:30, from 11:35 to 13:15, from 16:50 to 17:40
Friday: Booked at the following times: from 9:09 to 10:19, from 12:54 to 14:44, from 15:48 to 17:18

Jose Black can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Michael Flores 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.

Leonard Hernandez, Nicole West, Jonathan Rivera, Carol Watson 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 Leonard Hernandez's week in their local time is as follows:
Monday: Booked at the following times: from 10:46 to 12:26, from 13:39 to 14:39, from 14:57 to 15:17, from 16:30 to 17:20
Tuesday: Booked at the following times: from 10:47 to 12:07, from 12:40 to 13:50, from 13:56 to 15:46
Wednesday: Booked at the following times: from 9:25 to 10:05, from 10:07 to 11:37, from 12:49 to 14:19, from 16:07 to 17:47
Thursday: Booked at the following times: from 9:02 to 10:22, from 11:59 to 13:39, from 13:43 to 14:13, from 14:58 to 15:18, from 15:24 to 15:54, from 16:35 to 17:55
Friday: Booked at the following times: from 9:11 to 11:41, from 13:25 to 14:55, from 15:42 to 17:52

The schedule for Nicole West's week in their local time is as follows:
Monday: Booked at the following times: from 9:15 to 11:45, from 14:05 to 16:15
Tuesday: Booked at the following times: from 9:24 to 10:04, from 13:29 to 14:19, from 14:46 to 16:06, from 17:12 to 17:42
Wednesday: Booked at the following times: from 10:13 to 11:23, from 11:29 to 13:49, from 14:29 to 15:19, from 15:20 to 16:30
Thursday: Booked at the following times: from 10:42 to 11:42, from 13:23 to 13:53, from 15:01 to 16:01, from 16:14 to 17:04, from 17:22 to 17:42
Friday: Booked at the following times: from 10:59 to 13:29, from 15:43 to 17:53

The schedule for Jonathan Rivera's week in their local time is as follows:
Monday: Booked at the following times: from 10:09 to 10:49, from 11:18 to 12:18, from 12:49 to 13:29, from 13:54 to 15:04, from 15:36 to 15:56, from 16:02 to 16:22, from 17:02 to 17:42
Tuesday: Booked at the following times: from 9:52 to 10:32, from 10:43 to 11:23, from 12:09 to 12:59, from 13:08 to 14:08, from 14:38 to 15:18, from 15:47 to 16:07, from 16:19 to 17:29
Wednesday: Booked at the following times: from 12:21 to 13:31, from 13:55 to 15:45, from 16:12 to 16:52
Thursday: Booked at the following times: from 9:40 to 10:40, from 11:54 to 13:14, from 14:08 to 16:28
Friday: Booked at the following times: from 10:28 to 11:58, from 12:21 to 13:41, from 14:20 to 14:50, from 15:07 to 16:17, from 16:24 to 17:54

The schedule for Carol Watson's week in their local time is as follows:
Monday: Booked at the following times: from 10:24 to 11:04, from 11:30 to 13:40, from 16:01 to 17:21
Tuesday: Booked at the following times: from 10:39 to 11:29, from 11:52 to 13:12, from 13:17 to 14:17, from 14:47 to 15:07, from 15:19 to 15:39, from 16:04 to 16:44, from 17:15 to 17:55
Wednesday: Booked at the following times: from 9:43 to 11:43, from 11:50 to 12:30, from 14:08 to 16:18
Thursday: Booked at the following times: from 9:16 to 9:56, from 10:07 to 11:07, from 11:10 to 11:40, from 11:58 to 13:38, from 13:55 to 15:45, from 16:23 to 17:03, from 17:13 to 17:33
Friday: Free only at the following times: anytime before 9:33, from 10:03 to 10:12, from 13:22 to 13:24, anytime after 15:04

Leonard Hernandez can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Nicole West requires 10 minutes free before and after the meeting
Jonathan Rivera can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Carol Watson 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.

Jesus Cruz, Steven Lawson, Amy Salinas, Keith Cunningham, Joseph Garza, Sarah 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 Jesus Cruz's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 10:13, from 13:59 to 15:19, from 15:26 to 17:36
Tuesday: Booked at the following times: from 13:00 to 14:40, from 14:59 to 17:09
Wednesday: Booked at the following times: from 9:54 to 10:34, from 12:03 to 12:53, from 12:58 to 14:08, from 14:14 to 15:34, from 15:51 to 16:11, from 16:12 to 17:22
Thursday: Booked at the following times: from 10:04 to 10:54, from 13:25 to 15:55, from 16:46 to 17:16
Friday: Booked at the following times: from 10:51 to 12:51, from 14:00 to 16:30

The schedule for Steven Lawson's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 10:32, from 10:45 to 11:55, from 12:40 to 13:10, from 13:31 to 14:01, from 16:01 to 16:21, from 16:28 to 17:18
Tuesday: Booked at the following times: from 9:01 to 9:41, from 10:24 to 11:34, from 12:39 to 14:19, from 15:32 to 16:02
Wednesday: Booked at the following times: from 9:35 to 10:25, from 11:44 to 12:44, from 13:21 to 15:31
Thursday: Booked at the following times: from 9:01 to 9:51, from 9:52 to 10:12, from 10:59 to 13:19, from 13:30 to 14:30, from 16:17 to 17:57
Friday: Booked at the following times: from 9:52 to 12:02, from 12:44 to 13:24, from 13:48 to 15:18

The schedule for Amy Salinas's week in their local time is as follows:
Monday: Free only at the following times: from 9:20 to 10:44, from 12:24 to 12:34, from 13:24 to 13:46, from 14:36 to 15:14, from 15:34 to 15:37, from 16:07 to 17:00, anytime after 17:40
Tuesday: Booked at the following times: from 9:16 to 10:16, from 10:54 to 12:14, from 15:02 to 16:32
Wednesday: Booked at the following times: from 10:24 to 11:24, from 11:27 to 11:47, from 12:11 to 13:01, from 13:34 to 14:04, from 14:49 to 17:09
Thursday: Booked at the following times: from 9:36 to 10:46, from 15:23 to 17:03
Friday: Booked at the following times: from 9:28 to 11:28, from 13:49 to 14:09, from 14:39 to 16:39

The schedule for Keith Cunningham's week in their local time is as follows:
Monday: Booked at the following times: from 11:55 to 14:15, from 15:33 to 17:53
Tuesday: Booked at the following times: from 9:47 to 11:37, from 12:32 to 13:02, from 13:14 to 15:04, from 15:08 to 15:58, from 16:47 to 17:17
Wednesday: Booked at the following times: from 9:56 to 11:26, from 11:28 to 12:28, from 13:08 to 14:48, from 15:45 to 17:35
Thursday: Booked at the following times: from 9:34 to 12:04, from 12:30 to 15:00
Friday: Booked at the following times: from 9:06 to 9:46, from 10:04 to 11:04, from 12:22 to 14:22, from 14:27 to 15:07, from 15:39 to 16:19, from 17:23 to 17:43

The schedule for Joseph Garza's week in their local time is as follows:
Monday: Booked at the following times: from 9:20 to 9:40, from 9:49 to 10:29, from 11:49 to 14:19
Tuesday: Booked at the following times: from 11:03 to 11:23, from 11:39 to 12:29, from 12:52 to 14:22, from 14:30 to 15:30
Wednesday: Booked at the following times: from 9:51 to 10:41, from 11:35 to 12:05, from 12:57 to 14:07, from 14:27 to 16:37
Thursday: Booked at the following times: from 11:33 to 13:23, from 13:47 to 15:37, from 16:12 to 17:12
Friday: Booked at the following times: from 9:48 to 10:58, from 12:55 to 14:05, from 14:13 to 15:43, from 16:04 to 17:04

The schedule for Sarah Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 11:56, from 12:02 to 14:12
Tuesday: Free only at the following times: from 9:40 to 9:59, from 10:49 to 11:57, from 12:17 to 13:18, from 14:08 to 14:19, from 15:09 to 16:48, anytime after 17:08
Wednesday: Booked at the following times: from 9:43 to 11:03, from 11:45 to 12:25, from 12:42 to 13:32, from 14:05 to 14:35, from 14:36 to 14:56, from 15:20 to 16:20, from 17:17 to 17:47
Thursday: Booked at the following times: from 10:00 to 12:20, from 13:49 to 15:49, from 17:36 to 17:56
Friday: Booked at the following times: from 9:32 to 9:52, from 11:42 to 13:42, from 15:00 to 17:20

Jesus Cruz needs a break for lunch on Tuesday from 11:58 to 12:28
Amy Salinas can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Keith Cunningham requires 10 minutes free before and after the meeting
Sarah Davis needs a break for lunch on Tuesday from 11:06 to 11:36

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.

Jason Clark, Michael Garcia, Robert Evans, Debbie Miller work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Jason Clark's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 9:42, from 9:57 to 10:27, from 11:16 to 12:36, from 13:18 to 13:38, from 13:57 to 14:17, from 14:28 to 15:28, from 16:17 to 17:17, from 17:35 to 17:55
Tuesday: Booked at the following times: from 10:41 to 11:21, from 11:34 to 13:54
Wednesday: Booked at the following times: from 11:03 to 13:33, from 16:02 to 17:52
Thursday: Booked at the following times: from 9:40 to 11:00, from 12:13 to 14:33, from 15:46 to 17:06
Friday: Booked at the following times: from 10:48 to 12:08, from 15:34 to 17:24

The schedule for Michael Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:05 to 10:05, from 10:36 to 11:46, from 11:57 to 12:57, from 13:32 to 14:32, from 15:04 to 16:04, from 17:02 to 17:32
Tuesday: Booked at the following times: from 9:35 to 11:55, from 12:18 to 14:08
Wednesday: Booked at the following times: from 10:30 to 12:10, from 13:29 to 15:59
Thursday: Booked at the following times: from 10:32 to 11:02, from 11:40 to 12:00, from 12:33 to 14:53, from 15:01 to 16:01, from 16:05 to 16:35
Friday: Booked at the following times: from 10:00 to 11:40, from 12:08 to 14:38

The schedule for Robert Evans's week in their local time is as follows:
Monday: Booked at the following times: from 9:07 to 10:27, from 11:01 to 11:31, from 12:12 to 12:42, from 13:45 to 14:05, from 14:58 to 15:18, from 15:28 to 17:28
Tuesday: Free only at the following times: anytime before 9:33, from 10:43 to 11:23, from 13:43 to 13:48, from 14:08 to 14:10, from 15:00 to 16:26, anytime after 17:06
Wednesday: Booked at the following times: from 14:18 to 15:38, from 16:20 to 17:50
Thursday: Booked at the following times: from 10:15 to 12:25, from 12:30 to 13:40, from 14:08 to 16:38
Friday: Booked at the following times: from 9:13 to 10:03, from 10:12 to 10:32, from 10:37 to 10:57, from 11:26 to 12:06, from 12:58 to 13:48, from 14:15 to 15:05, from 15:55 to 16:35, from 17:09 to 17:29, from 17:30 to 17:50

The schedule for Debbie Miller's week in their local time is as follows:
Monday: Booked at the following times: from 9:29 to 10:59, from 14:18 to 16:18
Tuesday: Booked at the following times: from 10:01 to 11:51, from 13:33 to 16:03
Wednesday: Booked at the following times: from 9:46 to 10:26, from 11:24 to 12:34, from 13:15 to 15:25
Thursday: Booked at the following times: from 9:31 to 12:01, from 13:26 to 14:46, from 14:59 to 16:39
Friday: Booked at the following times: from 9:27 to 10:47, from 11:59 to 12:29, from 14:33 to 16:23

Jason Clark can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Michael Garcia requires 10 minutes free before and after the meeting
Robert Evans requires 15 minutes free before and after the meeting
Debbie Miller 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.

Mr. Nicholas Thompson, Kimberly Turner, Robert Williams, Peter Reynolds, Daniel Willis, Sandra Barnett 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 Mr. Nicholas Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 9:09 to 9:59, from 10:00 to 11:10, from 13:15 to 15:45
Tuesday: Booked at the following times: from 9:13 to 9:33, from 9:50 to 10:30, from 10:45 to 13:15, from 14:49 to 17:09
Wednesday: Booked at the following times: from 10:43 to 13:03, from 16:42 to 17:22
Thursday: Free only at the following times: anytime before 9:22, from 11:22 to 13:13, from 13:33 to 14:02, from 15:02 to 15:15, from 15:55 to 16:27, anytime after 17:57
Friday: Booked at the following times: from 9:15 to 9:45, from 12:30 to 14:10, from 14:20 to 15:40

The schedule for Kimberly Turner's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 10:32, from 12:04 to 13:24, from 14:43 to 16:13
Tuesday: Booked at the following times: from 10:12 to 11:32, from 15:19 to 17:49
Wednesday: Booked at the following times: from 9:23 to 10:03, from 10:32 to 12:12, from 12:49 to 13:29, from 14:02 to 15:12, from 15:40 to 16:50
Thursday: Booked at the following times: from 10:43 to 12:03, from 13:44 to 14:54, from 15:45 to 17:35
Friday: Booked at the following times: from 9:19 to 10:39, from 11:38 to 12:28, from 12:30 to 13:00, from 13:02 to 13:32, from 14:34 to 15:34, from 15:58 to 16:28, from 16:30 to 16:50, from 17:13 to 17:53

The schedule for Robert Williams's week in their local time is as follows:
Monday: Booked at the following times: from 10:21 to 12:41, from 14:06 to 14:46, from 15:26 to 17:16
Tuesday: Booked at the following times: from 9:56 to 12:26, from 14:55 to 15:55
Wednesday: Booked at the following times: from 10:10 to 10:30, from 10:33 to 10:53, from 11:04 to 12:14, from 13:12 to 13:32, from 13:47 to 14:57, from 15:22 to 15:42, from 17:28 to 17:58
Thursday: Booked at the following times: from 9:26 to 11:16, from 14:06 to 15:26, from 15:56 to 17:36
Friday: Booked at the following times: from 10:23 to 10:43, from 10:50 to 11:40, from 11:52 to 12:22, from 13:21 to 14:11, from 15:41 to 16:01, from 16:36 to 17:06, from 17:12 to 17:32

The schedule for Peter Reynolds's week in their local time is as follows:
Monday: Booked at the following times: from 10:05 to 11:45, from 12:26 to 13:36, from 14:12 to 14:32, from 15:34 to 16:04
Tuesday: Booked at the following times: from 9:08 to 10:18, from 10:57 to 11:17, from 11:49 to 13:29, from 14:11 to 14:31, from 16:30 to 16:50
Wednesday: Booked at the following times: from 9:23 to 10:53, from 13:50 to 15:20, from 16:22 to 17:32
Thursday: Booked at the following times: from 10:07 to 11:47, from 14:03 to 14:33, from 15:13 to 16:03
Friday: Booked at the following times: from 10:18 to 12:08, from 13:09 to 13:59, from 14:28 to 16:48

The schedule for Daniel Willis's week in their local time is as follows:
Monday: Booked at the following times: from 9:57 to 10:17, from 11:19 to 12:39, from 12:49 to 13:49, from 14:54 to 16:44, from 17:13 to 17:33, from 17:35 to 17:55
Tuesday: Booked at the following times: from 9:39 to 10:49, from 12:06 to 14:16, from 15:57 to 17:17
Wednesday: Booked at the following times: from 10:00 to 12:10, from 12:59 to 14:49, from 14:53 to 17:13, from 17:37 to 17:57
Thursday: Booked at the following times: from 9:26 to 10:46, from 10:48 to 11:28, from 12:56 to 15:06, from 15:42 to 16:32, from 16:38 to 17:28
Friday: Booked at the following times: from 9:20 to 11:10, from 12:50 to 13:20, from 13:40 to 14:30, from 15:40 to 17:30

The schedule for Sandra Barnett's week in their local time is as follows:
Monday: Booked at the following times: from 13:35 to 15:35, from 15:50 to 17:50
Tuesday: Booked at the following times: from 10:07 to 12:37, from 12:56 to 14:26, from 15:56 to 16:56
Wednesday: Booked at the following times: from 10:43 to 11:43, from 11:57 to 13:37, from 13:57 to 14:17, from 14:24 to 16:34
Thursday: Booked at the following times: from 11:08 to 12:48, from 14:36 to 16:46
Friday: Booked at the following times: from 10:47 to 11:57, from 12:11 to 14:41, from 15:46 to 17:56

Mr. Nicholas Thompson can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Peter Reynolds needs a break for lunch on Monday from 11:56 to 12:26
Daniel Willis can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Sandra Barnett needs a break for lunch on Thursday from 12:54 to 13:24

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.

Zachary Johnson, Jeffrey Martinez, Monica Ellison 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 Zachary Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 9:14 to 10:34, from 15:26 to 17:36
Tuesday: Booked at the following times: from 10:54 to 11:44, from 11:50 to 13:40, from 14:56 to 17:16
Wednesday: Booked at the following times: from 9:48 to 10:28, from 10:59 to 12:59, from 13:52 to 15:42
Thursday: Booked at the following times: from 9:14 to 10:14, from 11:47 to 12:37, from 15:22 to 17:42
Friday: Booked at the following times: from 9:53 to 10:33, from 12:07 to 13:07, from 14:03 to 14:23, from 15:22 to 16:22, from 16:29 to 17:19

The schedule for Jeffrey Martinez's week in their local time is as follows:
Monday: Booked at the following times: from 10:00 to 10:50, from 10:57 to 13:27, from 14:29 to 15:29
Tuesday: Booked at the following times: from 9:05 to 11:25, from 11:55 to 13:45, from 14:45 to 15:25, from 16:42 to 17:42
Wednesday: Booked at the following times: from 9:01 to 10:41, from 12:24 to 14:34
Thursday: Booked at the following times: from 10:22 to 10:42, from 11:17 to 13:07, from 14:18 to 15:38, from 15:43 to 16:43, from 16:45 to 17:05, from 17:31 to 17:51
Friday: Booked at the following times: from 9:45 to 12:05, from 12:24 to 13:24, from 13:48 to 14:38, from 15:05 to 15:55, from 16:32 to 17:22

The schedule for Monica Ellison's week in their local time is as follows:
Monday: Booked at the following times: from 10:29 to 10:59, from 11:54 to 13:04, from 14:28 to 14:48, from 15:08 to 15:28, from 16:16 to 17:56
Tuesday: Booked at the following times: from 11:34 to 12:44, from 14:29 to 15:59, from 16:34 to 17:54
Wednesday: Free only at the following times: anytime before 9:57, from 11:27 to 11:58, from 13:38 to 14:00, from 15:40 to 17:15, from 17:35 to 17:40
Thursday: Booked at the following times: from 10:51 to 11:21, from 12:25 to 14:05, from 16:22 to 17:52
Friday: Booked at the following times: from 10:05 to 11:25, from 14:10 to 14:50, from 15:12 to 16:32, from 16:39 to 17:59

Zachary Johnson needs a break for lunch on Wednesday from 13:00 to 13:30
Jeffrey Martinez requires 10 minutes free before and after the meeting
Monica Ellison 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.

Michael Bishop, Michael Mckenzie, David Garcia, Garrett Hall 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 Michael Bishop's week in their local time is as follows:
Monday: Booked at the following times: from 9:22 to 9:42, from 10:02 to 11:02, from 13:28 to 14:18, from 15:03 to 15:53, from 16:01 to 17:51
Tuesday: Booked at the following times: from 9:23 to 9:53, from 11:11 to 12:41, from 12:49 to 13:29, from 13:58 to 15:18, from 15:46 to 17:56
Wednesday: Booked at the following times: from 9:18 to 10:48, from 10:51 to 12:11, from 13:18 to 14:38, from 15:40 to 17:40
Thursday: Booked at the following times: from 9:15 to 11:15, from 11:22 to 11:52, from 13:18 to 13:48, from 14:20 to 16:10
Friday: Booked at the following times: from 9:53 to 10:53, from 11:21 to 13:11, from 13:43 to 15:03, from 15:17 to 15:37, from 16:59 to 17:59

The schedule for Michael Mckenzie's week in their local time is as follows:
Monday: Booked at the following times: from 10:56 to 12:26, from 13:00 to 15:30
Tuesday: Booked at the following times: from 9:51 to 12:01, from 12:06 to 12:46, from 14:36 to 15:56, from 16:47 to 17:27
Wednesday: Booked at the following times: from 11:42 to 13:02, from 13:07 to 13:37, from 15:49 to 17:19
Thursday: Booked at the following times: from 10:20 to 12:20, from 12:52 to 13:12, from 13:35 to 14:45
Friday: Booked at the following times: from 9:46 to 11:26, from 12:18 to 12:48, from 12:53 to 13:43, from 14:29 to 14:49, from 14:59 to 15:49, from 16:23 to 17:03, from 17:32 to 17:52

The schedule for David Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 10:29, from 10:35 to 10:55, from 11:21 to 11:51, from 13:31 to 14:41, from 14:58 to 15:38, from 15:41 to 16:41
Tuesday: Booked at the following times: from 10:33 to 11:43, from 13:01 to 15:21, from 16:33 to 17:03
Wednesday: Booked at the following times: from 9:21 to 10:21, from 10:25 to 10:55, from 11:10 to 13:10, from 13:34 to 14:34
Thursday: Booked at the following times: from 9:09 to 9:29, from 9:50 to 10:40, from 11:02 to 11:32, from 12:54 to 15:04, from 16:19 to 17:59
Friday: Booked at the following times: from 9:44 to 11:44, from 12:06 to 13:56, from 14:18 to 16:28

The schedule for Garrett Hall's week in their local time is as follows:
Monday: Booked at the following times: from 9:06 to 9:56, from 10:32 to 11:22, from 12:18 to 14:28, from 15:43 to 16:53
Tuesday: Booked at the following times: from 10:32 to 11:22, from 12:18 to 14:48, from 15:29 to 16:59
Wednesday: Free only at the following times: anytime before 10:06, from 10:36 to 11:15, from 12:25 to 12:35, from 13:05 to 13:48, from 14:58 to 15:37, anytime after 17:17
Thursday: Free only at the following times: anytime before 9:31, from 10:11 to 10:36, from 11:26 to 12:51, from 13:21 to 14:00, from 15:30 to 15:46, from 16:16 to 16:38, from 17:18 to 17:40
Friday: Booked at the following times: from 9:05 to 11:15, from 11:44 to 12:24, from 12:41 to 14:41, from 16:20 to 17:00

Michael Bishop is in a timezone that is 1 hour ahead of other participants
Michael Mckenzie needs a break for lunch on Tuesday from 12:57 to 13:27
David Garcia needs a break for lunch on Thursday from 11:36 to 12:06
Garrett Hall is in a timezone that is 1 hour ahead of other participants

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

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


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

Jessica Sloan, Cynthia Miller, William Solis, Robert Howard, Kevin Barnett, Heather Jennings 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 Jessica Sloan's week in their local time is as follows:
Monday: Booked at the following times: from 9:14 to 11:04, from 14:33 to 16:23, from 16:29 to 16:49
Tuesday: Free only at the following times: anytime before 10:07, from 11:37 to 14:06, from 15:16 to 15:50, anytime after 17:40
Wednesday: Booked at the following times: from 9:19 to 9:59, from 12:02 to 14:32, from 17:10 to 17:40
Thursday: Booked at the following times: from 13:48 to 16:08, from 16:56 to 17:56
Friday: Free only at the following times: anytime before 10:23, from 11:43 to 12:01, from 13:41 to 14:29, anytime after 16:59

The schedule for Cynthia Miller's week in their local time is as follows:
Monday: Booked at the following times: from 9:27 to 10:47, from 11:24 to 12:44, from 13:07 to 13:57, from 16:44 to 17:14
Tuesday: Booked at the following times: from 9:34 to 12:04, from 12:49 to 13:39, from 14:24 to 16:14
Wednesday: Booked at the following times: from 9:46 to 10:56, from 13:59 to 14:49, from 15:49 to 17:29
Thursday: Booked at the following times: from 9:14 to 10:04, from 12:46 to 14:06, from 14:36 to 15:56
Friday: Booked at the following times: from 10:14 to 12:14, from 12:53 to 13:43, from 14:51 to 16:31, from 16:42 to 17:32, from 17:34 to 17:54

The schedule for William Solis's week in their local time is as follows:
Monday: Booked at the following times: from 11:49 to 13:09, from 15:56 to 17:46
Tuesday: Free only at the following times: anytime before 9:37, from 10:47 to 10:59, from 11:19 to 12:55, from 14:55 to 15:04, from 15:54 to 16:08, anytime after 17:18
Wednesday: Free only at the following times: from 9:20 to 10:18, from 10:48 to 10:49, from 11:49 to 12:21, from 12:41 to 13:03, from 14:13 to 14:25, anytime after 16:45
Thursday: Booked at the following times: from 9:21 to 9:41, from 11:57 to 14:07, from 15:52 to 17:32
Friday: Booked at the following times: from 9:28 to 10:18, from 10:34 to 10:54, from 11:18 to 12:58, from 13:06 to 13:56, from 14:00 to 15:00, from 15:18 to 16:18

The schedule for Robert Howard's week in their local time is as follows:
Monday: Booked at the following times: from 9:43 to 10:43, from 10:52 to 12:02, from 14:31 to 16:11
Tuesday: Booked at the following times: from 9:46 to 11:56, from 14:10 to 16:10
Wednesday: Booked at the following times: from 9:19 to 9:49, from 9:58 to 12:08, from 13:03 to 14:23, from 15:15 to 16:15, from 17:08 to 17:58
Thursday: Booked at the following times: from 9:09 to 10:19, from 10:28 to 10:48, from 11:14 to 12:54, from 14:18 to 14:38, from 15:24 to 16:34, from 16:43 to 17:23
Friday: Booked at the following times: from 10:07 to 12:17, from 13:22 to 15:42

The schedule for Kevin Barnett's week in their local time is as follows:
Monday: Booked at the following times: from 10:13 to 10:53, from 11:43 to 13:23, from 15:51 to 17:01
Tuesday: Booked at the following times: from 9:32 to 11:42, from 12:23 to 14:13, from 14:38 to 17:08
Wednesday: Booked at the following times: from 9:01 to 9:21, from 10:56 to 11:36, from 12:38 to 13:08, from 13:28 to 15:28, from 16:16 to 17:06
Thursday: Booked at the following times: from 10:00 to 10:30, from 11:46 to 12:26, from 13:36 to 14:26, from 14:57 to 15:47, from 16:50 to 17:30
Friday: Booked at the following times: from 11:50 to 14:20, from 15:43 to 16:33

The schedule for Heather Jennings's week in their local time is as follows:
Monday: Booked at the following times: from 9:35 to 12:05, from 12:27 to 14:27
Tuesday: Free only at the following times: anytime before 9:19, from 10:29 to 10:50, from 11:30 to 13:08, from 14:18 to 14:46, anytime after 17:06
Wednesday: Booked at the following times: from 9:29 to 10:39, from 10:52 to 12:02, from 12:06 to 13:16, from 13:44 to 14:44, from 15:32 to 16:22, from 16:42 to 17:22
Thursday: Booked at the following times: from 9:39 to 11:59, from 14:09 to 16:29
Friday: Booked at the following times: from 10:11 to 11:01, from 11:10 to 12:10, from 12:59 to 13:49, from 14:35 to 15:05, from 15:39 to 17:49

Jessica Sloan can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Cynthia Miller can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
William Solis can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Kevin Barnett requires 15 minutes free before and after the meeting
Heather Jennings is in a timezone that is 1 hour ahead of other participants

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

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


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

Brandon Taylor, Brenda Ortiz, Jennifer Bird 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 Brandon Taylor's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:02, from 9:52 to 10:00, from 10:20 to 10:31, from 10:51 to 11:13, from 11:33 to 11:51, from 12:11 to 12:49, from 14:59 to 15:21, from 15:51 to 15:56, from 16:26 to 16:54, anytime after 17:14
Tuesday: Booked at the following times: from 9:09 to 10:49, from 11:03 to 12:23, from 14:48 to 16:38
Wednesday: Booked at the following times: from 9:36 to 10:46, from 11:39 to 12:19, from 12:59 to 15:09, from 15:11 to 15:41, from 15:56 to 17:06
Thursday: Booked at the following times: from 9:55 to 11:05, from 12:16 to 12:56, from 13:59 to 14:29, from 15:02 to 17:22
Friday: Booked at the following times: from 10:17 to 10:47, from 11:02 to 13:02, from 13:19 to 14:09, from 14:20 to 16:20

The schedule for Brenda Ortiz's week in their local time is as follows:
Monday: Booked at the following times: from 9:18 to 10:38, from 10:43 to 11:03, from 11:15 to 11:35, from 11:59 to 12:39, from 13:57 to 14:47, from 15:08 to 15:28, from 16:03 to 16:53
Tuesday: Booked at the following times: from 9:36 to 10:16, from 10:50 to 11:10, from 13:17 to 14:17, from 14:57 to 16:37, from 16:39 to 17:39
Wednesday: Booked at the following times: from 9:26 to 10:46, from 12:21 to 14:21
Thursday: Booked at the following times: from 9:24 to 11:54, from 12:09 to 12:49, from 12:56 to 13:16, from 13:23 to 13:53, from 15:04 to 15:34, from 16:12 to 16:32
Friday: Booked at the following times: from 9:48 to 12:08, from 13:26 to 15:06, from 15:26 to 17:06

The schedule for Jennifer Bird's week in their local time is as follows:
Monday: Booked at the following times: from 10:23 to 10:53, from 11:17 to 12:27, from 13:00 to 14:50, from 15:49 to 17:19
Tuesday: Booked at the following times: from 9:39 to 11:49, from 14:04 to 16:24
Wednesday: Booked at the following times: from 9:14 to 10:14, from 10:52 to 11:42, from 11:55 to 13:55, from 14:23 to 15:23, from 16:45 to 17:55
Thursday: Booked at the following times: from 10:19 to 10:39, from 11:47 to 14:07, from 14:13 to 15:33, from 16:01 to 17:41
Friday: Booked at the following times: from 12:09 to 13:19, from 14:06 to 15:56, from 16:09 to 17:49

Brandon Taylor is in a timezone that is 1 hour ahead of other participants
Brenda Ortiz is in a timezone that is 1 hour behind of other participants
Jennifer Bird 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