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.

Nicole Butler, Sarah Rogers, Robert Jenkins, Jocelyn Harrington, Mario Thomas, Carolyn Jones 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 Nicole Butler's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 10:30, from 12:23 to 12:53, from 13:34 to 14:34, from 16:03 to 17:53
Tuesday: Free only at the following times: anytime before 9:43, from 11:23 to 11:43, from 12:43 to 13:12, from 14:12 to 14:21, from 15:41 to 16:35, anytime after 17:15
Wednesday: Booked at the following times: from 9:26 to 9:46, from 11:02 to 11:52, from 12:07 to 12:27, from 12:31 to 13:21, from 13:56 to 14:56, from 15:11 to 16:11
Thursday: Booked at the following times: from 10:29 to 11:09, from 12:43 to 14:53, from 15:29 to 17:19
Friday: Booked at the following times: from 9:41 to 10:21, from 11:38 to 13:38, from 14:15 to 15:15

The schedule for Sarah Rogers's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 9:52, from 10:15 to 10:35, from 10:51 to 13:01, from 14:08 to 16:08
Tuesday: Booked at the following times: from 9:10 to 9:30, from 10:07 to 10:37, from 11:08 to 11:38, from 12:31 to 13:01, from 13:19 to 14:09, from 14:29 to 15:29, from 16:28 to 16:58, from 17:09 to 17:59
Wednesday: Booked at the following times: from 10:15 to 11:05, from 13:14 to 14:34, from 15:14 to 17:44
Thursday: Booked at the following times: from 10:42 to 11:02, from 12:19 to 13:19, from 13:27 to 15:47, from 16:21 to 17:51
Friday: Booked at the following times: from 9:37 to 11:57, from 12:01 to 14:31, from 14:55 to 16:25

The schedule for Robert Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 9:34 to 11:54, from 12:13 to 13:33, from 14:44 to 15:54
Tuesday: Booked at the following times: from 10:19 to 11:39, from 11:47 to 13:07, from 13:50 to 14:40, from 15:03 to 15:53
Wednesday: Booked at the following times: from 10:28 to 10:58, from 11:07 to 12:47, from 13:44 to 16:04, from 16:39 to 17:59
Thursday: Booked at the following times: from 11:26 to 12:46, from 13:05 to 15:25, from 15:48 to 17:48
Friday: Booked at the following times: from 10:10 to 12:30, from 12:54 to 13:14, from 14:25 to 15:25, from 16:08 to 17:58

The schedule for Jocelyn Harrington's week in their local time is as follows:
Monday: Booked at the following times: from 9:28 to 10:18, from 10:22 to 12:32, from 12:36 to 14:36, from 15:13 to 15:33, from 15:54 to 17:54
Tuesday: Booked at the following times: from 11:12 to 12:52, from 13:40 to 14:00, from 14:44 to 16:24
Wednesday: Booked at the following times: from 9:19 to 10:09, from 11:43 to 13:53, from 15:21 to 16:01, from 16:22 to 17:12
Thursday: Booked at the following times: from 9:30 to 12:00, from 15:12 to 16:12
Friday: Booked at the following times: from 9:16 to 9:36, from 9:49 to 10:09, from 10:48 to 11:38, from 11:48 to 12:18, from 12:41 to 13:01, from 14:09 to 15:49, from 15:50 to 16:20, from 16:27 to 16:47, from 17:08 to 17:28, from 17:32 to 17:52

The schedule for Mario Thomas's week in their local time is as follows:
Monday: Booked at the following times: from 10:03 to 12:03, from 13:32 to 15:02
Tuesday: Booked at the following times: from 9:05 to 9:35, from 11:09 to 11:49, from 12:37 to 13:07, from 13:11 to 14:51, from 15:39 to 15:59, from 16:10 to 17:00
Wednesday: Booked at the following times: from 9:14 to 9:54, from 10:09 to 11:19, from 12:02 to 12:52, from 13:49 to 14:09, from 15:29 to 17:09
Thursday: Booked at the following times: from 9:24 to 9:54, from 11:12 to 12:32, from 14:01 to 16:31, from 17:36 to 17:56
Friday: Booked at the following times: from 9:17 to 10:37, from 11:21 to 12:01, from 12:18 to 14:48, from 14:51 to 16:21

The schedule for Carolyn Jones's week in their local time is as follows:
Monday: Booked at the following times: from 10:20 to 12:30, from 13:21 to 15:11, from 16:30 to 17:00, from 17:02 to 17:32
Tuesday: Booked at the following times: from 10:01 to 11:21, from 11:23 to 12:23, from 12:28 to 12:58, from 15:19 to 16:39, from 16:56 to 17:36
Wednesday: Booked at the following times: from 9:40 to 11:00, from 11:08 to 11:28, from 11:30 to 12:40, from 13:02 to 13:32, from 14:19 to 15:19, from 15:22 to 16:12, from 16:31 to 17:01, from 17:20 to 17:40
Thursday: Booked at the following times: from 9:59 to 11:09, from 11:10 to 11:50, from 12:01 to 12:31, from 15:46 to 17:36
Friday: Booked at the following times: from 10:43 to 12:03, from 12:11 to 13:41, from 14:43 to 16:03, from 16:05 to 16:55, from 16:57 to 17:57

Nicole Butler is in a timezone that is 1 hour behind of other participants
Sarah Rogers is in a timezone that is 2 hours behind of other participants
Robert Jenkins is in a timezone that is 1 hour ahead of other participants
Jocelyn Harrington requires 15 minutes free before and after the meeting
Mario Thomas is in a timezone that is 3 hours ahead of other participants
Carolyn Jones 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.

John Davis, Theresa Johnson, Joel Flores, Emily Hale, Ryan Gray, Anthony Wilkins work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for John Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:55 to 10:15, from 10:41 to 11:21, from 12:53 to 14:13, from 14:46 to 16:46
Tuesday: Booked at the following times: from 9:32 to 9:52, from 10:27 to 11:17, from 12:26 to 14:46, from 15:06 to 15:26, from 15:37 to 17:37
Wednesday: Booked at the following times: from 9:29 to 10:29, from 11:06 to 13:36, from 14:41 to 16:51
Thursday: Booked at the following times: from 10:18 to 11:28, from 12:02 to 13:32, from 13:48 to 14:08, from 14:51 to 15:31, from 16:29 to 17:09
Friday: Booked at the following times: from 9:03 to 10:13, from 10:49 to 11:19, from 11:44 to 12:04, from 12:26 to 14:06, from 15:06 to 16:26, from 16:49 to 17:49

The schedule for Theresa Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 10:01 to 10:31, from 11:43 to 12:53, from 15:12 to 17:02, from 17:24 to 17:44
Tuesday: Booked at the following times: from 9:12 to 10:12, from 11:42 to 12:52, from 13:02 to 14:12
Wednesday: Booked at the following times: from 11:42 to 13:02, from 14:08 to 15:48, from 15:51 to 17:11
Thursday: Booked at the following times: from 9:48 to 11:18, from 11:27 to 13:17, from 15:27 to 15:47, from 15:48 to 17:08
Friday: Booked at the following times: from 9:09 to 9:39, from 10:47 to 13:17, from 13:25 to 13:45, from 14:11 to 16:01

The schedule for Joel Flores's week in their local time is as follows:
Monday: Booked at the following times: from 10:19 to 12:49, from 13:34 to 15:54, from 16:47 to 17:57
Tuesday: Booked at the following times: from 11:57 to 12:47, from 13:39 to 15:59, from 16:03 to 17:53
Wednesday: Booked at the following times: from 9:50 to 11:40, from 11:59 to 12:39, from 12:49 to 13:19, from 13:23 to 14:33, from 14:36 to 15:56
Thursday: Booked at the following times: from 9:33 to 10:33, from 11:12 to 12:32, from 13:06 to 14:16, from 14:43 to 15:03, from 16:02 to 17:12
Friday: Booked at the following times: from 10:53 to 13:23, from 14:34 to 16:34

The schedule for Emily Hale's week in their local time is as follows:
Monday: Booked at the following times: from 9:08 to 9:28, from 9:29 to 9:59, from 11:11 to 13:01, from 14:03 to 14:53, from 14:57 to 16:07, from 16:58 to 17:38
Tuesday: Booked at the following times: from 10:22 to 11:02, from 12:37 to 14:47, from 14:59 to 16:29
Wednesday: Booked at the following times: from 9:35 to 11:15, from 13:28 to 13:48, from 14:24 to 15:14
Thursday: Booked at the following times: from 12:48 to 14:18, from 15:25 to 17:25
Friday: Booked at the following times: from 11:26 to 13:36, from 16:22 to 17:22

The schedule for Ryan Gray's week in their local time is as follows:
Monday: Booked at the following times: from 11:28 to 13:28, from 15:54 to 17:34
Tuesday: Booked at the following times: from 10:16 to 11:56, from 13:25 to 15:35, from 16:14 to 17:44
Wednesday: Free only at the following times: anytime before 10:11, from 10:51 to 11:28, from 13:18 to 13:58, anytime after 16:28
Thursday: Booked at the following times: from 9:56 to 10:26, from 11:50 to 12:40, from 15:05 to 17:35
Friday: Booked at the following times: from 9:21 to 11:41, from 12:45 to 15:15, from 16:02 to 17:32

The schedule for Anthony Wilkins's week in their local time is as follows:
Monday: Booked at the following times: from 9:22 to 11:02, from 11:28 to 12:28, from 12:31 to 13:11, from 14:27 to 16:07
Tuesday: Booked at the following times: from 9:24 to 11:04, from 11:30 to 12:40, from 13:53 to 15:03, from 15:22 to 17:52
Wednesday: Booked at the following times: from 9:38 to 12:08, from 15:31 to 16:41
Thursday: Booked at the following times: from 9:39 to 11:19, from 12:00 to 12:40, from 14:25 to 15:55
Friday: Booked at the following times: from 9:57 to 11:57, from 12:27 to 13:57, from 14:25 to 15:45, from 17:37 to 17:57

John Davis is in a timezone that is 1 hour ahead of other participants
Theresa Johnson can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Joel Flores 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 Davis, Jessica Nelson, Heather Sanders, Cameron Scott, Matthew Harper 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 Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:43 to 10:53, from 12:00 to 12:20, from 12:26 to 12:46, from 12:47 to 13:47, from 14:09 to 14:39, from 16:02 to 16:52
Tuesday: Booked at the following times: from 10:05 to 10:35, from 11:09 to 13:39, from 14:08 to 15:08, from 15:48 to 16:18, from 16:31 to 16:51
Wednesday: Booked at the following times: from 9:32 to 10:12, from 10:56 to 11:46, from 11:58 to 13:08, from 13:48 to 14:28, from 14:34 to 15:44
Thursday: Booked at the following times: from 9:37 to 10:37, from 10:51 to 13:21, from 13:48 to 16:08, from 16:53 to 17:13
Friday: Booked at the following times: from 9:12 to 9:32, from 9:47 to 10:17, from 11:02 to 11:22, from 11:25 to 11:45, from 12:53 to 13:33, from 14:41 to 16:11, from 16:58 to 17:38

The schedule for Jessica Nelson's week in their local time is as follows:
Monday: Booked at the following times: from 11:33 to 12:53, from 13:44 to 14:54, from 15:06 to 15:56
Tuesday: Booked at the following times: from 9:05 to 10:15, from 10:43 to 11:23, from 12:11 to 13:11, from 13:56 to 14:26, from 16:23 to 17:03, from 17:16 to 17:46
Wednesday: Booked at the following times: from 10:00 to 10:30, from 11:01 to 12:11, from 12:14 to 12:54, from 14:04 to 15:44, from 16:03 to 17:53
Thursday: Booked at the following times: from 10:17 to 12:47, from 13:02 to 14:42, from 15:51 to 16:31
Friday: Booked at the following times: from 10:23 to 11:03, from 11:19 to 11:49, from 12:01 to 14:01, from 15:24 to 16:54

The schedule for Heather Sanders's week in their local time is as follows:
Monday: Booked at the following times: from 9:26 to 11:26, from 13:15 to 15:25, from 15:58 to 17:58
Tuesday: Booked at the following times: from 9:26 to 9:56, from 10:46 to 11:36, from 11:39 to 13:59, from 14:46 to 15:26, from 15:31 to 17:21, from 17:28 to 17:48
Wednesday: Free only at the following times: anytime before 9:38, from 9:58 to 10:08, from 12:18 to 12:26, from 14:26 to 15:23, anytime after 16:43
Thursday: Booked at the following times: from 10:16 to 12:46, from 14:03 to 15:13
Friday: Free only at the following times: anytime before 9:22, from 10:02 to 10:12, from 11:02 to 11:54, from 14:04 to 14:33, from 15:03 to 15:06, from 15:26 to 15:59, anytime after 16:49

The schedule for Cameron Scott's week in their local time is as follows:
Monday: Booked at the following times: from 10:15 to 10:45, from 10:56 to 12:26, from 12:28 to 13:48, from 14:35 to 16:35, from 17:07 to 17:57
Tuesday: Booked at the following times: from 9:05 to 9:45, from 10:47 to 11:17, from 11:22 to 12:52, from 13:40 to 14:10, from 14:12 to 14:32, from 14:53 to 15:53, from 15:54 to 16:24, from 16:29 to 17:49
Wednesday: Booked at the following times: from 10:27 to 11:07, from 11:25 to 12:05, from 12:52 to 14:32, from 14:35 to 15:35, from 16:55 to 17:55
Thursday: Booked at the following times: from 10:38 to 12:18, from 15:17 to 17:47
Friday: Booked at the following times: from 9:31 to 11:11, from 11:41 to 13:41, from 14:17 to 15:57

The schedule for Matthew Harper's week in their local time is as follows:
Monday: Booked at the following times: from 10:08 to 11:28, from 12:18 to 14:28, from 14:43 to 16:03
Tuesday: Booked at the following times: from 9:33 to 9:53, from 10:48 to 12:28, from 13:20 to 14:00, from 15:14 to 16:24, from 17:17 to 17:47
Wednesday: Booked at the following times: from 9:41 to 11:51, from 12:21 to 14:51, from 15:39 to 17:19
Thursday: Booked at the following times: from 10:56 to 13:26, from 13:54 to 14:54, from 15:26 to 16:46
Friday: Booked at the following times: from 9:07 to 9:37, from 9:55 to 10:55, from 11:26 to 13:16, from 15:52 to 16:32, from 16:57 to 17:17

David Davis can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Jessica Nelson requires 15 minutes free before and after the meeting
Heather Sanders is in a timezone that is 3 hours ahead of other participants
Cameron Scott needs a break for lunch on Wednesday from 12:14 to 12:44

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.

Dr. Ricky Daniels, Mrs. Melissa Perez, Sabrina Green, Alexis Johnson, Emily 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 Dr. Ricky Daniels's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 11:23, from 13:06 to 15:36, from 15:52 to 17:52
Tuesday: Booked at the following times: from 9:29 to 11:59, from 12:00 to 14:30, from 16:18 to 16:38
Wednesday: Booked at the following times: from 9:41 to 12:11, from 12:58 to 13:58, from 15:14 to 16:24
Thursday: Booked at the following times: from 9:20 to 11:20, from 11:22 to 13:02, from 15:32 to 17:32
Friday: Booked at the following times: from 9:36 to 10:26, from 11:14 to 12:04, from 12:11 to 14:21, from 17:23 to 17:53

The schedule for Mrs. Melissa Perez's week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:30, from 12:00 to 13:09, from 15:39 to 16:22, anytime after 17:12
Tuesday: Free only at the following times: anytime before 10:07, from 10:37 to 11:50, from 14:00 to 14:45, from 15:15 to 15:23, anytime after 17:23
Wednesday: Booked at the following times: from 10:25 to 12:35, from 12:54 to 13:24, from 13:35 to 13:55, from 13:57 to 14:17, from 14:40 to 15:00, from 16:14 to 17:54
Thursday: Booked at the following times: from 9:35 to 10:15, from 10:38 to 11:18, from 12:09 to 14:09, from 15:35 to 17:15
Friday: Booked at the following times: from 11:06 to 11:56, from 15:19 to 17:29

The schedule for Sabrina Green's week in their local time is as follows:
Monday: Booked at the following times: from 9:59 to 11:39, from 12:41 to 15:11
Tuesday: Booked at the following times: from 9:08 to 9:48, from 10:33 to 12:53, from 14:03 to 14:33, from 15:06 to 15:26, from 16:08 to 17:48
Wednesday: Free only at the following times: anytime before 9:39, from 11:39 to 12:12, from 12:52 to 13:23, from 13:43 to 14:43, from 15:33 to 15:36, from 16:26 to 16:42, anytime after 17:32
Thursday: Booked at the following times: from 10:16 to 10:56, from 11:16 to 12:46, from 13:28 to 13:48, from 14:25 to 15:25, from 16:26 to 17:46
Friday: Booked at the following times: from 11:16 to 13:46, from 14:02 to 16:32

The schedule for Alexis Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 11:32 to 13:52, from 15:46 to 17:06
Tuesday: Booked at the following times: from 11:55 to 12:35, from 12:42 to 14:52, from 14:58 to 16:38, from 16:45 to 17:15
Wednesday: Booked at the following times: from 9:28 to 10:28, from 10:40 to 11:10, from 12:01 to 12:31, from 16:01 to 17:21
Thursday: Booked at the following times: from 9:24 to 9:54, from 9:57 to 10:57, from 12:10 to 12:30, from 13:53 to 14:33, from 16:13 to 17:53
Friday: Booked at the following times: from 9:38 to 11:28, from 11:55 to 14:25, from 16:57 to 17:57

The schedule for Emily Ellison's week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:13, from 12:03 to 12:17, from 12:57 to 13:05, anytime after 15:45
Tuesday: Booked at the following times: from 10:11 to 11:01, from 13:23 to 14:23, from 15:31 to 17:51
Wednesday: Booked at the following times: from 10:37 to 11:07, from 11:14 to 13:04, from 13:27 to 14:17, from 15:24 to 15:44, from 15:59 to 17:59
Thursday: Booked at the following times: from 9:52 to 10:42, from 12:46 to 13:36, from 14:43 to 15:23, from 16:04 to 17:44
Friday: Booked at the following times: from 9:04 to 10:04, from 12:44 to 13:04, from 14:28 to 15:18, from 15:33 to 16:43, from 17:24 to 17:44

Mrs. Melissa Perez can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Sabrina Green can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Alexis Johnson is in a timezone that is 1 hour behind of other participants
Emily Ellison is in a timezone that is 2 hours ahead of other participants

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

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


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

Monica Davis, Cindy Morgan, Melvin Fuller, Keith Douglas 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 Monica Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:06 to 11:06, from 11:07 to 11:57, from 12:27 to 14:57, from 15:04 to 16:54
Tuesday: Booked at the following times: from 11:02 to 13:02, from 13:59 to 14:59, from 16:27 to 17:37
Wednesday: Booked at the following times: from 11:25 to 13:25, from 15:02 to 16:12, from 16:26 to 17:26
Thursday: Booked at the following times: from 9:21 to 11:11, from 12:27 to 13:07, from 14:00 to 16:10, from 16:13 to 17:13
Friday: Booked at the following times: from 10:01 to 11:21, from 12:32 to 14:32

The schedule for Cindy Morgan's week in their local time is as follows:
Monday: Booked at the following times: from 10:40 to 11:50, from 14:08 to 16:08, from 16:27 to 17:57
Tuesday: Booked at the following times: from 9:43 to 11:03, from 14:13 to 15:33, from 16:49 to 17:59
Wednesday: Booked at the following times: from 14:05 to 15:15, from 15:20 to 17:40
Thursday: Booked at the following times: from 9:47 to 11:47, from 13:06 to 13:26, from 14:18 to 14:58, from 15:26 to 16:56, from 17:17 to 17:47
Friday: Booked at the following times: from 12:16 to 13:26, from 14:23 to 16:53, from 16:59 to 17:39

The schedule for Melvin Fuller's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 10:23, from 10:49 to 13:09, from 15:02 to 15:22, from 16:05 to 16:35, from 16:53 to 17:23
Tuesday: Booked at the following times: from 10:04 to 11:44, from 11:56 to 14:16, from 14:49 to 16:39
Wednesday: Booked at the following times: from 10:17 to 11:57, from 14:54 to 15:34, from 16:35 to 17:25
Thursday: Free only at the following times: anytime before 9:54, from 10:44 to 11:26, from 12:46 to 14:13, from 16:33 to 17:20
Friday: Booked at the following times: from 10:22 to 11:22, from 12:09 to 12:39, from 13:35 to 14:45, from 15:11 to 16:11, from 17:39 to 17:59

The schedule for Keith Douglas's week in their local time is as follows:
Monday: Booked at the following times: from 9:47 to 11:57, from 14:07 to 14:37, from 15:50 to 17:20
Tuesday: Booked at the following times: from 9:26 to 10:36, from 12:30 to 14:30, from 15:01 to 16:41
Wednesday: Booked at the following times: from 9:14 to 10:04, from 12:44 to 13:14, from 14:42 to 15:02, from 16:05 to 17:55
Thursday: Booked at the following times: from 10:26 to 10:56, from 11:04 to 12:14, from 12:32 to 13:32, from 14:07 to 14:47, from 15:11 to 15:41, from 16:31 to 16:51
Friday: Booked at the following times: from 9:05 to 9:45, from 10:09 to 11:09, from 11:19 to 11:59, from 14:00 to 15:10

Monica Davis needs a break for lunch on Friday from 11:24 to 11:54
Cindy Morgan requires 10 minutes free before and after the meeting
Melvin Fuller 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.

Rebecca Roberts, Mark Myers, Jesse Wolfe 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 Rebecca Roberts's week in their local time is as follows:
Monday: Booked at the following times: from 10:17 to 12:37, from 14:46 to 15:26, from 16:53 to 17:23
Tuesday: Booked at the following times: from 9:55 to 11:45, from 15:47 to 17:57
Wednesday: Booked at the following times: from 12:00 to 13:40, from 14:12 to 15:52, from 16:13 to 17:13
Thursday: Booked at the following times: from 9:06 to 9:46, from 11:17 to 12:57, from 13:36 to 15:56, from 16:47 to 17:37
Friday: Booked at the following times: from 11:42 to 14:12, from 15:30 to 17:10

The schedule for Mark Myers's week in their local time is as follows:
Monday: Booked at the following times: from 9:16 to 9:46, from 10:53 to 11:53, from 12:34 to 13:04, from 13:56 to 15:56, from 15:57 to 16:47
Tuesday: Booked at the following times: from 14:13 to 15:43, from 15:58 to 16:38, from 16:59 to 17:39
Wednesday: Free only at the following times: anytime before 9:41, from 11:21 to 12:29, anytime after 15:09
Thursday: Booked at the following times: from 9:16 to 9:56, from 10:20 to 11:00, from 13:25 to 13:55, from 15:00 to 15:20, from 15:42 to 17:02, from 17:17 to 17:47
Friday: Booked at the following times: from 10:32 to 11:12, from 14:34 to 15:44, from 15:55 to 17:25

The schedule for Jesse Wolfe's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 10:02, from 10:12 to 11:52, from 12:25 to 13:45, from 14:08 to 14:28, from 15:13 to 17:13
Tuesday: Booked at the following times: from 9:34 to 11:14, from 11:42 to 13:22
Wednesday: Booked at the following times: from 10:00 to 11:20, from 12:29 to 13:49, from 15:31 to 16:21, from 16:30 to 17:40
Thursday: Booked at the following times: from 9:25 to 10:55, from 11:02 to 11:32, from 13:31 to 15:11, from 16:22 to 17:02
Friday: Booked at the following times: from 9:35 to 9:55, from 10:55 to 11:25, from 11:47 to 12:57, from 13:05 to 13:45, from 14:14 to 15:44, from 16:41 to 17:01, from 17:18 to 17:48

Rebecca Roberts needs a break for lunch on Wednesday from 11:29 to 11:59
Mark Myers is in a timezone that is 2 hours ahead of other participants
Jesse Wolfe 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.

Jimmy Williams, Victor Allen, Thomas Smith, Cory Simmons, Cory Crawford 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 Jimmy Williams's week in their local time is as follows:
Monday: Booked at the following times: from 9:26 to 10:06, from 10:23 to 11:23, from 11:46 to 12:36, from 13:14 to 13:54, from 14:20 to 16:30, from 17:01 to 17:41
Tuesday: Booked at the following times: from 9:11 to 10:51, from 12:35 to 14:45
Wednesday: Booked at the following times: from 10:09 to 11:39, from 12:05 to 12:55, from 13:42 to 14:42, from 16:00 to 17:50
Thursday: Booked at the following times: from 9:45 to 10:15, from 10:23 to 10:43, from 11:15 to 11:45, from 11:53 to 12:53, from 13:39 to 14:49, from 15:21 to 17:11
Friday: Booked at the following times: from 10:33 to 12:23, from 13:33 to 14:03, from 14:44 to 17:14

The schedule for Victor Allen's week in their local time is as follows:
Monday: Booked at the following times: from 11:14 to 12:34, from 13:11 to 14:41, from 14:55 to 15:35, from 16:06 to 17:46
Tuesday: Booked at the following times: from 10:16 to 11:26, from 12:12 to 12:52, from 13:17 to 13:37, from 14:38 to 15:38, from 15:57 to 17:27
Wednesday: Booked at the following times: from 9:07 to 9:27, from 11:21 to 13:51, from 14:56 to 15:26, from 15:46 to 17:16, from 17:19 to 17:49
Thursday: Booked at the following times: from 10:59 to 12:19, from 14:35 to 16:45
Friday: Booked at the following times: from 9:28 to 11:38, from 13:33 to 14:33, from 15:31 to 16:31

The schedule for Thomas Smith's week in their local time is as follows:
Monday: Booked at the following times: from 10:25 to 11:05, from 11:25 to 13:15, from 15:06 to 15:26, from 15:58 to 17:28
Tuesday: Booked at the following times: from 10:44 to 11:54, from 12:49 to 13:49, from 14:21 to 16:21
Wednesday: Booked at the following times: from 9:16 to 11:26, from 11:36 to 12:06, from 12:54 to 15:24, from 16:05 to 17:45
Thursday: Booked at the following times: from 9:57 to 11:07, from 11:53 to 13:13, from 13:18 to 14:18, from 14:32 to 15:52, from 16:21 to 16:51, from 16:54 to 17:14
Friday: Booked at the following times: from 10:19 to 12:09, from 13:38 to 14:28, from 14:48 to 16:18, from 16:34 to 17:04

The schedule for Cory Simmons's week in their local time is as follows:
Monday: Booked at the following times: from 9:15 to 10:05, from 10:50 to 12:30, from 14:26 to 16:06, from 16:21 to 17:01
Tuesday: Booked at the following times: from 10:07 to 11:17, from 11:55 to 13:55, from 15:32 to 17:32
Wednesday: Free only at the following times: anytime before 10:10, from 12:10 to 13:09, from 13:59 to 14:26, from 14:56 to 15:33, from 15:53 to 16:14, from 17:24 to 17:30
Thursday: Booked at the following times: from 10:40 to 11:10, from 11:44 to 14:04, from 14:50 to 15:20, from 15:39 to 16:19
Friday: Booked at the following times: from 9:08 to 9:28, from 10:56 to 12:26, from 12:35 to 14:25, from 16:00 to 16:40

The schedule for Cory Crawford's week in their local time is as follows:
Monday: Booked at the following times: from 9:29 to 10:09, from 10:42 to 11:12, from 11:32 to 13:52, from 14:33 to 15:33, from 16:32 to 17:32
Tuesday: Booked at the following times: from 10:25 to 12:15, from 13:52 to 16:22
Wednesday: Free only at the following times: from 9:30 to 10:10, from 10:50 to 10:51, from 13:11 to 15:22, anytime after 15:42
Thursday: Booked at the following times: from 9:28 to 10:28, from 11:11 to 11:31, from 12:41 to 13:01, from 13:36 to 14:26, from 15:21 to 16:11, from 16:14 to 17:24
Friday: Booked at the following times: from 11:38 to 12:48, from 12:57 to 14:37, from 14:39 to 17:09

Jimmy Williams needs a break for lunch on Wednesday from 13:00 to 13:30
Thomas Smith needs a break for lunch on Wednesday from 12:18 to 12:48
Cory Crawford 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.

Kaitlyn Reed, Michelle Schwartz, Sean Roberts 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 Kaitlyn Reed's week in their local time is as follows:
Monday: Booked at the following times: from 9:13 to 11:13, from 12:46 to 15:06, from 17:35 to 17:55
Tuesday: Booked at the following times: from 10:08 to 11:38, from 12:14 to 14:04, from 14:40 to 15:30, from 16:24 to 17:04
Wednesday: Booked at the following times: from 9:23 to 10:13, from 10:46 to 11:36, from 11:58 to 12:38, from 13:03 to 13:23, from 14:05 to 14:25, from 14:35 to 15:05, from 15:10 to 15:50, from 16:44 to 17:04, from 17:13 to 17:53
Thursday: Booked at the following times: from 9:19 to 10:39, from 11:27 to 13:07, from 14:16 to 15:06, from 15:41 to 16:51
Friday: Booked at the following times: from 9:52 to 10:32, from 12:14 to 12:34, from 14:35 to 16:25

The schedule for Michelle Schwartz's week in their local time is as follows:
Monday: Booked at the following times: from 9:51 to 11:31, from 13:20 to 15:20, from 16:51 to 17:11
Tuesday: Booked at the following times: from 9:38 to 10:08, from 10:12 to 12:12, from 12:22 to 13:52, from 15:35 to 17:05
Wednesday: Booked at the following times: from 10:32 to 12:52, from 13:18 to 14:38, from 15:15 to 15:55, from 16:28 to 17:48
Thursday: Booked at the following times: from 9:02 to 9:32, from 10:39 to 12:59, from 13:44 to 14:44
Friday: Booked at the following times: from 9:04 to 9:24, from 9:44 to 10:14, from 11:51 to 12:51, from 13:50 to 14:30, from 14:42 to 16:12, from 16:13 to 17:13

The schedule for Sean Roberts's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 10:56, from 13:40 to 15:10, from 15:51 to 17:41
Tuesday: Booked at the following times: from 9:19 to 10:39, from 11:03 to 11:43, from 12:34 to 14:54, from 15:32 to 16:42
Wednesday: Booked at the following times: from 9:36 to 11:26, from 11:38 to 12:58, from 13:21 to 14:21, from 16:05 to 17:35
Thursday: Booked at the following times: from 10:26 to 10:46, from 11:47 to 13:57, from 14:05 to 14:35, from 15:21 to 17:21
Friday: Booked at the following times: from 10:02 to 10:32, from 10:35 to 10:55, from 12:15 to 13:55, from 15:28 to 16:18

Michelle Schwartz is in a timezone that is 1 hour behind of other participants
Sean Roberts needs a break for lunch on Tuesday from 12:04 to 12:34

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

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


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

Matthew Acosta, Ryan Williams, Walter Smith, Travis Alexander 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 Matthew Acosta's week in their local time is as follows:
Monday: Free only at the following times: from 9:40 to 9:47, from 10:37 to 11:41, from 12:21 to 12:47, from 14:17 to 15:49, from 16:59 to 17:04, anytime after 17:34
Tuesday: Booked at the following times: from 9:22 to 9:42, from 10:16 to 11:26, from 11:46 to 14:06, from 16:46 to 17:36
Wednesday: Booked at the following times: from 9:15 to 10:45, from 12:01 to 14:11, from 15:09 to 15:39, from 17:28 to 17:58
Thursday: Booked at the following times: from 10:28 to 12:28, from 13:51 to 15:11, from 15:58 to 17:28
Friday: Booked at the following times: from 9:01 to 9:51, from 10:03 to 11:13, from 11:58 to 12:18, from 15:49 to 17:29

The schedule for Ryan Williams's week in their local time is as follows:
Monday: Booked at the following times: from 10:02 to 11:42, from 13:16 to 14:16, from 14:28 to 15:58
Tuesday: Booked at the following times: from 9:16 to 11:36, from 12:18 to 13:58, from 15:03 to 15:53, from 16:32 to 17:12
Wednesday: Booked at the following times: from 10:53 to 11:43, from 12:34 to 14:54, from 15:02 to 16:42
Thursday: Booked at the following times: from 12:42 to 14:12, from 14:48 to 16:48
Friday: Booked at the following times: from 9:28 to 11:58, from 12:14 to 14:14, from 14:55 to 16:05

The schedule for Walter Smith's week in their local time is as follows:
Monday: Booked at the following times: from 9:15 to 10:35, from 11:03 to 13:23, from 14:00 to 14:40, from 14:59 to 15:49, from 17:27 to 17:57
Tuesday: Booked at the following times: from 9:36 to 9:56, from 11:41 to 13:31, from 13:54 to 16:14, from 16:35 to 16:55, from 17:17 to 17:47
Wednesday: Booked at the following times: from 9:46 to 10:56, from 11:11 to 12:41, from 12:53 to 14:23
Thursday: Booked at the following times: from 9:40 to 10:10, from 10:16 to 10:56, from 12:26 to 13:26, from 13:27 to 15:07, from 15:27 to 16:17, from 17:04 to 17:24
Friday: Booked at the following times: from 10:41 to 11:11, from 11:24 to 12:44, from 14:33 to 15:33, from 16:21 to 17:11

The schedule for Travis Alexander's week in their local time is as follows:
Monday: Booked at the following times: from 10:05 to 11:45, from 12:04 to 13:54, from 14:34 to 15:44
Tuesday: Booked at the following times: from 9:24 to 10:04, from 10:29 to 12:19, from 13:16 to 13:46, from 14:39 to 16:09
Wednesday: Booked at the following times: from 9:26 to 11:16, from 11:19 to 13:29, from 14:05 to 15:35
Thursday: Booked at the following times: from 9:41 to 10:01, from 10:09 to 11:09, from 11:21 to 11:41, from 12:00 to 12:30, from 12:52 to 13:12, from 14:21 to 14:41, from 14:50 to 16:30, from 16:47 to 17:17
Friday: Booked at the following times: from 9:17 to 10:17, from 13:06 to 14:56, from 15:38 to 17:38

Matthew Acosta can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Ryan Williams can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Walter Smith is in a timezone that is 3 hours ahead of other participants
Travis Alexander is in a timezone that is 2 hours behind of other participants

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

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


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

Alicia Morton, Benjamin Mckenzie, Daniel Rios, Christina Parker 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 Alicia Morton's week in their local time is as follows:
Monday: Booked at the following times: from 9:44 to 11:04, from 12:52 to 13:42, from 14:10 to 15:30, from 15:42 to 17:52
Tuesday: Booked at the following times: from 10:20 to 12:20, from 12:33 to 13:23, from 13:30 to 14:00, from 16:35 to 17:25
Wednesday: Booked at the following times: from 10:38 to 11:18, from 11:41 to 12:41, from 14:01 to 14:41, from 14:56 to 15:16, from 15:42 to 16:52, from 17:18 to 17:58
Thursday: Booked at the following times: from 11:03 to 11:53, from 11:59 to 12:49, from 13:34 to 15:14, from 15:50 to 17:10
Friday: Booked at the following times: from 9:18 to 10:28, from 10:33 to 12:03, from 12:11 to 12:41, from 13:02 to 14:52, from 15:20 to 15:40

The schedule for Benjamin Mckenzie's week in their local time is as follows:
Monday: Booked at the following times: from 10:24 to 11:44, from 12:13 to 14:03
Tuesday: Free only at the following times: anytime before 10:01, from 10:51 to 10:52, from 13:22 to 14:14, from 14:34 to 15:33, anytime after 17:23
Wednesday: Booked at the following times: from 10:29 to 11:49, from 13:13 to 14:53, from 16:16 to 16:46
Thursday: Booked at the following times: from 9:05 to 10:15, from 11:05 to 11:55, from 12:05 to 12:45, from 13:56 to 15:36, from 15:44 to 17:54
Friday: Free only at the following times: anytime before 9:13, from 10:33 to 11:01, from 11:21 to 11:38, from 12:18 to 12:32, from 15:12 to 15:54, anytime after 16:54

The schedule for Daniel Rios's week in their local time is as follows:
Monday: Booked at the following times: from 9:09 to 9:39, from 10:06 to 11:46, from 11:50 to 14:10, from 14:23 to 14:53, from 16:02 to 17:22
Tuesday: Booked at the following times: from 9:10 to 11:40, from 12:06 to 12:36, from 14:01 to 15:31, from 15:39 to 17:49
Wednesday: Booked at the following times: from 9:05 to 9:45, from 10:40 to 13:10
Thursday: Booked at the following times: from 10:24 to 11:54, from 13:42 to 15:22, from 15:28 to 16:18, from 16:24 to 17:04
Friday: Booked at the following times: from 10:09 to 12:29, from 12:56 to 13:46, from 15:51 to 17:41

The schedule for Christina Parker's week in their local time is as follows:
Monday: Booked at the following times: from 9:38 to 10:48, from 11:44 to 13:24, from 13:45 to 14:15, from 14:16 to 15:36, from 15:56 to 17:16
Tuesday: Booked at the following times: from 10:25 to 12:45, from 15:50 to 16:50
Wednesday: Booked at the following times: from 9:14 to 9:44, from 9:54 to 11:04, from 12:36 to 13:46, from 14:23 to 14:43, from 15:33 to 17:43
Thursday: Booked at the following times: from 9:32 to 10:22, from 10:41 to 11:41, from 12:21 to 12:41, from 12:43 to 13:13, from 13:23 to 14:53, from 15:13 to 15:53
Friday: Booked at the following times: from 10:29 to 11:59, from 12:04 to 13:54, from 14:49 to 16:19, from 16:49 to 17:39

Alicia Morton is in a timezone that is 2 hours ahead of other participants
Daniel Rios needs a break for lunch on Thursday from 12:05 to 12:35
Christina Parker needs a break for lunch on Monday from 11:08 to 11:38

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.

Penny Williams, Mrs. Lindsey Ruiz MD, Cathy Pope, Sarah Hill 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 Penny Williams's week in their local time is as follows:
Monday: Booked at the following times: from 9:20 to 11:10, from 11:16 to 11:36, from 11:44 to 12:14, from 13:56 to 14:46, from 14:49 to 15:09, from 15:37 to 16:17, from 16:46 to 17:46
Tuesday: Booked at the following times: from 9:54 to 10:24, from 11:02 to 12:42, from 13:27 to 13:47, from 14:03 to 16:33, from 16:55 to 17:25
Wednesday: Booked at the following times: from 10:10 to 12:40, from 13:23 to 14:43, from 15:49 to 16:09, from 16:22 to 17:42
Thursday: Booked at the following times: from 9:54 to 11:44, from 14:44 to 17:14
Friday: Booked at the following times: from 10:16 to 12:46, from 13:13 to 14:13, from 15:40 to 17:10

The schedule for Mrs. Lindsey Ruiz MD's week in their local time is as follows:
Monday: Booked at the following times: from 11:26 to 13:36, from 14:06 to 14:46, from 15:42 to 17:32
Tuesday: Booked at the following times: from 9:54 to 11:34, from 12:40 to 13:50, from 14:08 to 16:18, from 16:20 to 16:50
Wednesday: Booked at the following times: from 10:00 to 10:20, from 11:55 to 13:55, from 14:24 to 16:24, from 16:29 to 16:59
Thursday: Booked at the following times: from 10:56 to 13:26, from 16:04 to 17:44
Friday: Booked at the following times: from 9:05 to 10:25, from 12:36 to 12:56, from 13:43 to 14:03, from 15:14 to 15:34, from 15:43 to 17:13

The schedule for Cathy Pope's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 10:56, from 11:48 to 13:08, from 15:43 to 17:43
Tuesday: Booked at the following times: from 9:08 to 10:58, from 13:12 to 15:02, from 15:22 to 16:42
Wednesday: Booked at the following times: from 9:05 to 11:05, from 12:41 to 13:41
Thursday: Booked at the following times: from 9:59 to 10:29, from 12:36 to 14:36, from 15:34 to 17:34
Friday: Booked at the following times: from 9:27 to 10:07, from 10:44 to 12:54, from 15:02 to 16:02, from 16:19 to 17:49

The schedule for Sarah Hill's week in their local time is as follows:
Monday: Booked at the following times: from 9:03 to 9:43, from 9:55 to 10:35, from 11:27 to 12:57, from 16:23 to 16:43, from 17:30 to 17:50
Tuesday: Booked at the following times: from 9:40 to 10:00, from 10:42 to 11:02, from 11:11 to 12:31, from 14:25 to 16:45
Wednesday: Booked at the following times: from 10:11 to 11:21, from 11:39 to 12:39, from 13:29 to 15:29, from 16:02 to 17:22
Thursday: Booked at the following times: from 9:38 to 10:08, from 10:52 to 11:12, from 11:22 to 13:12, from 13:36 to 13:56, from 14:38 to 16:18, from 16:33 to 17:13
Friday: Booked at the following times: from 9:42 to 11:02, from 11:15 to 13:15, from 13:51 to 15:51, from 15:53 to 16:13

Penny Williams can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Mrs. Lindsey Ruiz MD requires 5 minutes free before and after the meeting
Cathy Pope requires 15 minutes free before and after the meeting
Sarah Hill 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.

Marc Sanchez, Edward Olsen, Daniel 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 Marc Sanchez's week in their local time is as follows:
Monday: Booked at the following times: from 10:12 to 10:52, from 14:17 to 16:47
Tuesday: Booked at the following times: from 9:24 to 10:04, from 10:34 to 12:44, from 13:05 to 14:25, from 15:36 to 16:46
Wednesday: Booked at the following times: from 10:42 to 13:12, from 15:07 to 15:57
Thursday: Booked at the following times: from 9:28 to 10:38, from 11:49 to 13:09, from 14:09 to 14:59, from 15:14 to 16:04
Friday: Booked at the following times: from 9:35 to 10:45, from 11:03 to 11:33, from 11:58 to 12:48, from 14:09 to 16:29, from 16:33 to 17:13

The schedule for Edward Olsen's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 12:19, from 12:34 to 14:54, from 15:15 to 16:35
Tuesday: Booked at the following times: from 10:01 to 11:51, from 13:32 to 14:22, from 15:53 to 17:23
Wednesday: Booked at the following times: from 9:10 to 11:00, from 15:33 to 17:23
Thursday: Booked at the following times: from 9:15 to 9:35, from 10:05 to 12:15, from 12:28 to 13:18, from 13:44 to 14:14, from 15:26 to 16:36
Friday: Booked at the following times: from 9:17 to 9:37, from 9:49 to 10:09, from 10:33 to 11:23, from 14:43 to 16:53

The schedule for Daniel Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 10:07 to 11:37, from 11:39 to 12:09, from 13:20 to 14:20, from 15:18 to 15:58, from 16:35 to 16:55
Tuesday: Booked at the following times: from 9:03 to 9:43, from 9:47 to 10:07, from 10:08 to 10:38, from 11:11 to 11:31, from 11:33 to 11:53, from 12:02 to 13:02, from 13:33 to 13:53, from 14:20 to 15:00, from 15:17 to 15:37, from 16:02 to 16:22, from 16:37 to 16:57, from 17:29 to 17:49
Wednesday: Booked at the following times: from 9:55 to 10:45, from 11:44 to 13:54, from 14:18 to 15:58, from 16:04 to 16:24, from 17:16 to 17:56
Thursday: Booked at the following times: from 11:00 to 13:20, from 14:19 to 14:59, from 16:02 to 16:42, from 17:19 to 17:39
Friday: Booked at the following times: from 10:55 to 12:45, from 15:01 to 16:11, from 17:03 to 17:23

Daniel Jenkins needs a break for lunch on Monday from 12:24 to 12:54

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.

Mike Campbell, Patricia Figueroa, Lisa Thompson, Mary Garrett, Jennifer Padilla, Michael Harding 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 Mike Campbell's week in their local time is as follows:
Monday: Booked at the following times: from 9:25 to 9:45, from 10:00 to 12:30, from 12:40 to 13:30, from 14:17 to 14:37, from 15:34 to 16:04
Tuesday: Booked at the following times: from 9:48 to 10:08, from 10:46 to 11:06, from 11:07 to 11:47, from 12:33 to 14:23, from 14:41 to 15:01
Wednesday: Booked at the following times: from 9:11 to 9:31, from 10:49 to 11:39, from 12:03 to 12:23, from 13:02 to 14:52, from 15:39 to 16:49
Thursday: Booked at the following times: from 10:14 to 11:44, from 12:01 to 12:31, from 14:08 to 16:08, from 16:41 to 17:11
Friday: Booked at the following times: from 11:34 to 12:04, from 12:06 to 13:16, from 13:26 to 13:46, from 14:52 to 17:22

The schedule for Patricia Figueroa's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:57, from 10:27 to 11:57, from 13:07 to 16:40
Tuesday: Booked at the following times: from 10:12 to 11:02, from 11:13 to 13:33, from 13:34 to 14:24
Wednesday: Booked at the following times: from 9:27 to 10:47, from 11:03 to 12:23, from 12:34 to 14:14, from 16:45 to 17:05
Thursday: Booked at the following times: from 9:01 to 10:51, from 11:02 to 12:02, from 14:29 to 16:59
Friday: Booked at the following times: from 10:22 to 11:22, from 11:51 to 12:41, from 13:35 to 15:15, from 16:18 to 17:58

The schedule for Lisa Thompson's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:11, from 9:51 to 10:27, from 11:17 to 11:59, from 12:29 to 12:56, from 13:16 to 13:29, from 14:49 to 16:30, anytime after 17:10
Tuesday: Booked at the following times: from 9:34 to 9:54, from 10:57 to 11:47, from 12:05 to 14:15, from 15:24 to 16:34
Wednesday: Booked at the following times: from 10:38 to 11:18, from 13:13 to 14:33, from 14:49 to 15:19, from 16:03 to 16:33, from 16:46 to 17:46
Thursday: Booked at the following times: from 9:08 to 9:58, from 11:56 to 12:56, from 13:04 to 14:14, from 14:15 to 15:25, from 15:37 to 17:27
Friday: Booked at the following times: from 9:04 to 9:34, from 9:54 to 10:14, from 10:47 to 11:27, from 11:52 to 12:12, from 12:31 to 14:11, from 14:52 to 15:22, from 16:01 to 17:11, from 17:20 to 17:50

The schedule for Mary Garrett's week in their local time is as follows:
Monday: Booked at the following times: from 9:31 to 10:31, from 12:00 to 13:20, from 14:11 to 15:41
Tuesday: Booked at the following times: from 9:24 to 9:54, from 10:13 to 11:03, from 11:26 to 12:46, from 13:33 to 14:33
Wednesday: Booked at the following times: from 10:12 to 12:22, from 13:26 to 15:06
Thursday: Booked at the following times: from 10:16 to 11:36, from 12:42 to 13:52, from 15:46 to 17:16
Friday: Booked at the following times: from 9:03 to 10:13, from 10:33 to 10:53, from 12:30 to 12:50, from 12:59 to 13:39, from 14:14 to 15:44, from 15:53 to 16:43

The schedule for Jennifer Padilla's week in their local time is as follows:
Monday: Booked at the following times: from 9:11 to 10:31, from 11:16 to 13:06, from 13:14 to 14:54
Tuesday: Booked at the following times: from 10:59 to 11:29, from 11:55 to 14:25, from 15:04 to 16:24, from 16:25 to 17:05
Wednesday: Booked at the following times: from 10:09 to 11:09, from 11:46 to 13:56, from 15:01 to 17:21
Thursday: Booked at the following times: from 9:38 to 11:08, from 12:02 to 13:22, from 14:23 to 16:03
Friday: Booked at the following times: from 9:04 to 9:34, from 11:25 to 13:35, from 13:39 to 14:29, from 14:34 to 16:04

The schedule for Michael Harding's week in their local time is as follows:
Monday: Booked at the following times: from 10:11 to 10:51, from 11:31 to 12:11, from 14:16 to 15:06, from 16:33 to 17:23
Tuesday: Booked at the following times: from 11:11 to 12:01, from 12:53 to 13:33, from 13:41 to 15:31, from 16:57 to 17:47
Wednesday: Booked at the following times: from 9:33 to 9:53, from 10:17 to 11:27, from 12:40 to 13:20, from 14:47 to 16:07
Thursday: Free only at the following times: anytime before 11:29, from 14:39 to 15:03, anytime after 16:23
Friday: Booked at the following times: from 9:23 to 10:33, from 11:14 to 13:44, from 14:02 to 15:42

Mike Campbell needs a break for lunch on Thursday from 13:00 to 13:30
Mary Garrett requires 5 minutes free before and after the meeting
Jennifer Padilla requires 15 minutes free before and after the meeting
Michael Harding requires 15 minutes free before and after the meeting

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

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


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

Ronald Daniels, Dr. David Anthony II, Dana Thompson, Jennifer Buchanan, Kenneth Parker 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 Ronald Daniels's week in their local time is as follows:
Monday: Booked at the following times: from 9:53 to 11:03, from 11:07 to 12:47, from 14:33 to 15:03, from 15:40 to 17:40
Tuesday: Free only at the following times: anytime before 9:57, from 12:47 to 13:49, from 15:29 to 15:30, anytime after 17:00
Wednesday: Booked at the following times: from 10:01 to 10:21, from 11:14 to 13:34, from 14:51 to 15:41, from 15:42 to 16:52
Thursday: Booked at the following times: from 9:08 to 11:28, from 12:14 to 12:44, from 13:35 to 14:35, from 15:38 to 16:48
Friday: Booked at the following times: from 10:21 to 10:41, from 10:55 to 12:25, from 12:40 to 13:50, from 16:28 to 17:08

The schedule for Dr. David Anthony II's week in their local time is as follows:
Monday: Booked at the following times: from 10:12 to 11:22, from 11:52 to 14:22, from 15:42 to 16:42, from 16:58 to 17:58
Tuesday: Free only at the following times: anytime before 9:52, from 10:12 to 10:17, from 10:57 to 11:01, from 12:51 to 13:46, from 14:36 to 15:00, anytime after 17:10
Wednesday: Booked at the following times: from 9:34 to 10:44, from 11:43 to 13:23, from 13:40 to 14:10, from 14:30 to 16:10, from 16:11 to 16:41
Thursday: Booked at the following times: from 10:05 to 10:45, from 11:29 to 11:49, from 13:10 to 13:40, from 13:55 to 14:35, from 14:56 to 16:36
Friday: Booked at the following times: from 13:39 to 15:59, from 16:04 to 17:24

The schedule for Dana Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 11:21 to 13:11, from 13:41 to 15:31, from 16:03 to 17:03
Tuesday: Booked at the following times: from 10:14 to 11:04, from 11:27 to 12:47, from 14:05 to 14:25, from 15:30 to 16:50, from 16:52 to 17:52
Wednesday: Booked at the following times: from 9:16 to 9:36, from 10:39 to 10:59, from 11:06 to 12:46, from 13:07 to 13:47, from 16:43 to 17:53
Thursday: Booked at the following times: from 9:17 to 10:17, from 10:37 to 11:37, from 11:54 to 14:04, from 15:21 to 16:11
Friday: Booked at the following times: from 9:17 to 11:37, from 12:00 to 13:30, from 14:49 to 16:19

The schedule for Jennifer Buchanan's week in their local time is as follows:
Monday: Booked at the following times: from 9:46 to 11:06, from 11:37 to 12:57, from 14:05 to 15:25, from 16:06 to 16:36, from 17:07 to 17:37
Tuesday: Booked at the following times: from 9:25 to 11:25, from 11:52 to 13:22, from 14:01 to 16:01, from 16:13 to 17:23
Wednesday: Booked at the following times: from 9:33 to 10:13, from 10:24 to 12:14, from 12:23 to 13:43, from 15:48 to 16:08, from 16:16 to 16:46, from 17:19 to 17:39
Thursday: Booked at the following times: from 9:55 to 11:35, from 11:55 to 14:05
Friday: Booked at the following times: from 10:18 to 12:18, from 13:25 to 14:55

The schedule for Kenneth Parker's week in their local time is as follows:
Monday: Booked at the following times: from 11:20 to 12:50, from 14:26 to 16:46
Tuesday: Booked at the following times: from 9:10 to 9:50, from 10:45 to 11:15, from 11:48 to 13:08, from 13:46 to 14:36, from 14:42 to 15:52, from 16:12 to 16:42, from 16:57 to 17:37
Wednesday: Booked at the following times: from 10:33 to 12:13, from 12:50 to 13:50, from 13:55 to 15:15, from 15:56 to 17:46
Thursday: Booked at the following times: from 9:14 to 11:44, from 14:50 to 16:40
Friday: Booked at the following times: from 10:18 to 12:28, from 12:40 to 14:10, from 15:15 to 16:15

Ronald Daniels requires 10 minutes free before and after the meeting
Dana Thompson can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Jennifer Buchanan is in a timezone that is 1 hour behind of other participants
Kenneth Parker 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.

Kenneth Thomas, Noah Brown, Ronnie Greer, Janice Lopez, Bradley Lane 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 Kenneth Thomas's week in their local time is as follows:
Monday: Booked at the following times: from 9:53 to 12:23, from 15:25 to 17:25
Tuesday: Free only at the following times: anytime before 10:11, from 13:31 to 13:46, from 14:46 to 15:29, from 16:09 to 16:49, anytime after 17:19
Wednesday: Booked at the following times: from 9:01 to 11:31, from 12:51 to 13:11, from 13:17 to 13:57, from 14:38 to 14:58, from 16:15 to 17:45
Thursday: Booked at the following times: from 10:43 to 12:23, from 12:43 to 13:53, from 14:36 to 15:16, from 15:30 to 17:00
Friday: Booked at the following times: from 10:27 to 12:27, from 13:30 to 15:20

The schedule for Noah Brown's week in their local time is as follows:
Monday: Booked at the following times: from 9:17 to 10:17, from 11:24 to 12:34, from 12:49 to 14:39, from 14:44 to 15:14, from 16:24 to 17:34
Tuesday: Booked at the following times: from 10:24 to 11:24, from 11:56 to 14:06, from 16:40 to 17:30
Wednesday: Booked at the following times: from 9:10 to 11:30, from 13:11 to 14:01, from 15:11 to 16:41
Thursday: Booked at the following times: from 10:59 to 12:49, from 13:08 to 14:48
Friday: Booked at the following times: from 9:30 to 11:10, from 11:23 to 12:33, from 15:58 to 16:38

The schedule for Ronnie Greer's week in their local time is as follows:
Monday: Booked at the following times: from 11:04 to 12:54, from 13:46 to 14:26, from 14:53 to 15:53, from 16:14 to 16:44, from 16:47 to 17:47
Tuesday: Booked at the following times: from 10:09 to 11:29, from 12:06 to 12:46, from 12:49 to 13:09, from 13:36 to 13:56, from 14:01 to 15:41, from 16:01 to 17:01
Wednesday: Booked at the following times: from 10:36 to 12:36, from 12:40 to 14:10, from 16:19 to 16:59
Thursday: Booked at the following times: from 9:14 to 11:04, from 12:19 to 14:09, from 15:47 to 17:37
Friday: Booked at the following times: from 9:20 to 10:30, from 12:12 to 13:32, from 13:37 to 14:27, from 16:16 to 16:56

The schedule for Janice Lopez's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:41, from 12:31 to 13:31, from 15:11 to 16:47, anytime after 17:17
Tuesday: Booked at the following times: from 11:28 to 12:48, from 13:08 to 14:48, from 15:09 to 17:09
Wednesday: Booked at the following times: from 9:01 to 9:51, from 10:31 to 12:41, from 14:17 to 14:37
Thursday: Booked at the following times: from 9:21 to 11:31, from 11:57 to 12:57, from 13:27 to 14:37, from 15:11 to 15:41, from 15:54 to 16:24
Friday: Booked at the following times: from 11:36 to 14:06, from 14:57 to 17:27

The schedule for Bradley Lane's week in their local time is as follows:
Monday: Booked at the following times: from 12:57 to 13:57, from 14:24 to 15:44, from 16:19 to 17:39
Tuesday: Booked at the following times: from 12:20 to 14:50, from 14:51 to 16:11
Wednesday: Booked at the following times: from 10:00 to 11:30, from 12:22 to 13:42, from 15:15 to 16:35, from 16:43 to 17:33
Thursday: Booked at the following times: from 9:18 to 9:48, from 9:53 to 10:33, from 11:40 to 12:20, from 12:25 to 12:45, from 13:17 to 13:47, from 13:52 to 14:12, from 15:03 to 15:23, from 16:17 to 16:47, from 17:09 to 17:39
Friday: Booked at the following times: from 9:38 to 10:48, from 11:36 to 13:56, from 14:48 to 15:58

Kenneth Thomas can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Janice Lopez needs a break for lunch on Friday from 11:02 to 11:32
Bradley Lane is in a timezone that is 3 hours behind of other participants

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

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


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

Patrick Miller, Sergio Ferguson, Johnny Murray 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 Patrick Miller's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 11:19, from 14:00 to 14:40, from 15:26 to 17:46
Tuesday: Booked at the following times: from 9:39 to 10:59, from 11:00 to 11:20, from 11:23 to 11:43, from 12:28 to 13:48, from 14:22 to 15:12, from 15:30 to 16:30, from 17:01 to 17:51
Wednesday: Booked at the following times: from 10:28 to 11:48, from 11:49 to 13:19, from 14:27 to 16:27
Thursday: Booked at the following times: from 10:38 to 11:18, from 11:28 to 12:18, from 12:59 to 13:49, from 14:37 to 16:37, from 17:25 to 17:45
Friday: Booked at the following times: from 10:03 to 11:13, from 14:00 to 16:30, from 16:53 to 17:23

The schedule for Sergio Ferguson's week in their local time is as follows:
Monday: Booked at the following times: from 9:42 to 11:12, from 12:39 to 15:09
Tuesday: Booked at the following times: from 9:05 to 10:45, from 11:58 to 13:08, from 15:21 to 17:11
Wednesday: Booked at the following times: from 9:13 to 9:33, from 10:16 to 11:06, from 11:18 to 13:18, from 14:45 to 15:15, from 16:29 to 16:49
Thursday: Booked at the following times: from 10:54 to 12:34, from 13:10 to 15:10, from 15:48 to 17:48
Friday: Free only at the following times: from 10:30 to 11:18, from 12:28 to 12:38, from 13:18 to 14:37, from 15:27 to 15:55, anytime after 17:35

The schedule for Johnny Murray's week in their local time is as follows:
Monday: Booked at the following times: from 9:53 to 10:33, from 13:44 to 14:34, from 15:43 to 17:43
Tuesday: Booked at the following times: from 9:11 to 9:41, from 10:17 to 11:17, from 11:52 to 12:22, from 13:12 to 13:52, from 14:28 to 15:38, from 16:19 to 17:29
Wednesday: Booked at the following times: from 9:55 to 12:05, from 14:11 to 16:41
Thursday: Booked at the following times: from 12:14 to 13:34, from 15:03 to 17:13
Friday: Free only at the following times: anytime before 9:22, from 11:12 to 13:32, from 14:02 to 14:49, from 15:09 to 15:21, from 15:51 to 16:08, anytime after 16:58

Patrick Miller can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Sergio Ferguson can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Johnny Murray needs a break for lunch on Tuesday from 11:18 to 11:48

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.

Nicole Dennis, Linda Ho, Laura Mendoza, Rachel Hunt 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 Nicole Dennis's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 9:56, from 10:06 to 12:06, from 12:29 to 14:29, from 14:35 to 15:25
Tuesday: Booked at the following times: from 9:16 to 9:36, from 9:42 to 10:22, from 12:00 to 12:50, from 13:08 to 13:48, from 15:00 to 15:20, from 16:19 to 16:39, from 17:15 to 17:55
Wednesday: Booked at the following times: from 9:21 to 10:41, from 12:55 to 15:25
Thursday: Booked at the following times: from 9:52 to 11:02, from 11:16 to 11:46, from 11:54 to 13:14, from 14:15 to 15:05, from 15:13 to 15:53, from 16:00 to 17:20
Friday: Booked at the following times: from 9:43 to 10:13, from 10:39 to 12:39, from 14:07 to 15:17, from 15:44 to 16:24, from 16:39 to 17:09, from 17:19 to 17:39

The schedule for Linda Ho's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:06, from 10:16 to 10:37, from 10:57 to 11:04, from 11:34 to 11:55, from 14:15 to 15:04, anytime after 16:14
Tuesday: Booked at the following times: from 10:09 to 11:09, from 11:15 to 13:25, from 13:54 to 14:54, from 16:47 to 17:27
Wednesday: Booked at the following times: from 10:09 to 10:59, from 11:47 to 12:17, from 12:25 to 13:05, from 13:31 to 14:01, from 14:03 to 14:53, from 16:06 to 16:56, from 17:10 to 17:40
Thursday: Booked at the following times: from 9:35 to 9:55, from 10:18 to 10:38, from 10:47 to 11:17, from 12:19 to 12:39, from 13:08 to 13:58, from 14:02 to 15:52, from 15:55 to 17:05, from 17:21 to 17:41
Friday: Booked at the following times: from 10:24 to 12:44, from 14:39 to 15:09, from 15:11 to 16:01, from 16:17 to 17:47

The schedule for Laura Mendoza's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 11:22, from 12:34 to 14:04, from 14:06 to 15:06, from 16:00 to 17:20
Tuesday: Booked at the following times: from 9:13 to 10:23, from 11:26 to 12:06, from 12:22 to 12:42, from 13:26 to 14:16, from 14:23 to 14:53, from 14:59 to 16:29
Wednesday: Booked at the following times: from 9:14 to 9:54, from 9:58 to 10:58, from 11:02 to 12:52, from 13:41 to 15:11, from 15:18 to 15:58
Thursday: Booked at the following times: from 9:40 to 10:10, from 11:11 to 12:21, from 14:02 to 14:22, from 14:46 to 16:36
Friday: Booked at the following times: from 9:16 to 9:46, from 10:46 to 12:16, from 12:17 to 13:27, from 14:25 to 16:55

The schedule for Rachel Hunt MD's week in their local time is as follows:
Monday: Booked at the following times: from 9:13 to 10:53, from 11:06 to 11:46, from 11:58 to 12:58, from 13:50 to 15:10, from 15:54 to 17:24
Tuesday: Booked at the following times: from 11:04 to 12:54, from 15:44 to 17:24
Wednesday: Booked at the following times: from 10:07 to 12:27, from 13:12 to 14:02, from 14:52 to 15:52, from 15:57 to 17:37
Thursday: Booked at the following times: from 10:08 to 10:38, from 10:46 to 11:36, from 12:12 to 12:42, from 12:53 to 13:33, from 14:16 to 15:56, from 16:03 to 17:33
Friday: Booked at the following times: from 10:14 to 11:24, from 13:11 to 14:51, from 16:21 to 17:41

Nicole Dennis requires 15 minutes free before and after the meeting
Laura Mendoza needs a break for lunch on Wednesday from 12:54 to 13:24
Rachel Hunt MD is in a timezone that is 2 hours behind of other participants

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

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


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

Tony Young, Adam Mack, Jocelyn Thompson, Deborah Williams, Jacob Thompson 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 Tony Young's week in their local time is as follows:
Monday: Booked at the following times: from 9:47 to 11:57, from 15:11 to 17:01
Tuesday: Booked at the following times: from 9:28 to 9:58, from 10:20 to 11:40, from 12:29 to 13:49, from 15:14 to 15:34, from 15:57 to 17:07
Wednesday: Booked at the following times: from 9:28 to 11:28, from 11:41 to 12:01, from 12:15 to 13:35, from 13:48 to 14:28, from 17:09 to 17:49
Thursday: Booked at the following times: from 12:11 to 14:11, from 14:31 to 15:51, from 16:44 to 17:44
Friday: Booked at the following times: from 9:06 to 11:06, from 11:15 to 13:25, from 14:45 to 15:05, from 16:28 to 17:28

The schedule for Adam Mack's week in their local time is as follows:
Monday: Booked at the following times: from 10:17 to 12:37, from 12:40 to 13:10, from 13:28 to 14:58, from 15:50 to 16:30, from 17:13 to 17:43
Tuesday: Free only at the following times: anytime before 11:01, from 12:31 to 13:46, anytime after 16:46
Wednesday: Booked at the following times: from 12:59 to 14:19, from 14:36 to 15:46, from 16:07 to 16:57
Thursday: Booked at the following times: from 9:13 to 9:33, from 11:32 to 13:02, from 13:22 to 14:52, from 15:09 to 16:29
Friday: Booked at the following times: from 9:30 to 10:00, from 11:48 to 13:58, from 16:00 to 17:30

The schedule for Jocelyn Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 9:38 to 10:38, from 11:33 to 13:13, from 14:01 to 16:31
Tuesday: Booked at the following times: from 10:09 to 10:29, from 11:09 to 11:59, from 12:14 to 12:44, from 13:01 to 13:51, from 14:28 to 16:28, from 17:00 to 17:20
Wednesday: Booked at the following times: from 9:05 to 11:15, from 13:26 to 15:26, from 16:31 to 16:51
Thursday: Booked at the following times: from 9:07 to 10:17, from 10:21 to 11:11, from 11:14 to 12:14, from 13:21 to 14:41, from 16:11 to 16:31, from 16:41 to 17:21
Friday: Booked at the following times: from 9:58 to 11:58, from 13:40 to 15:30

The schedule for Deborah Williams's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 10:30, from 11:24 to 13:34, from 14:17 to 16:17
Tuesday: Booked at the following times: from 10:00 to 11:10, from 12:56 to 15:26
Wednesday: Booked at the following times: from 9:15 to 11:45, from 12:16 to 12:36, from 13:14 to 14:54, from 16:26 to 17:36
Thursday: Free only at the following times: anytime before 9:01, from 9:51 to 10:39, from 12:39 to 14:25, from 15:15 to 15:30, from 16:00 to 16:46, anytime after 17:46
Friday: Booked at the following times: from 11:52 to 13:32, from 13:52 to 14:52, from 15:23 to 17:53

The schedule for Jacob Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 10:26 to 12:56, from 14:45 to 17:05
Tuesday: Booked at the following times: from 10:49 to 13:09, from 13:49 to 15:09, from 15:30 to 16:30
Wednesday: Booked at the following times: from 9:13 to 10:33, from 11:45 to 13:45, from 14:25 to 16:45
Thursday: Booked at the following times: from 10:49 to 11:39, from 13:22 to 14:02, from 15:42 to 17:52
Friday: Booked at the following times: from 9:48 to 10:48, from 10:54 to 11:14, from 11:21 to 13:01, from 13:34 to 15:14, from 15:57 to 16:47

Tony Young requires 15 minutes free before and after the meeting
Adam Mack is in a timezone that is 1 hour behind of other participants
Jocelyn Thompson requires 5 minutes free before and after the meeting
Deborah Williams is in a timezone that is 1 hour behind of other participants
Jacob Thompson 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.

Cameron Ayala, Matthew Fuentes, Terri Johnson, Kyle Farrell, Kevin Foley, Bradley Leonard 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 Cameron Ayala's week in their local time is as follows:
Monday: Booked at the following times: from 9:14 to 9:44, from 10:56 to 12:36, from 14:12 to 16:12
Tuesday: Booked at the following times: from 10:36 to 11:06, from 12:02 to 13:12, from 14:09 to 15:19, from 15:29 to 16:29, from 16:31 to 17:11
Wednesday: Booked at the following times: from 10:49 to 11:39, from 11:51 to 13:21, from 13:56 to 15:56, from 17:12 to 17:42
Thursday: Booked at the following times: from 9:54 to 11:14, from 11:45 to 12:55, from 14:11 to 15:21, from 15:26 to 15:46, from 16:25 to 16:45
Friday: Booked at the following times: from 9:22 to 11:12, from 12:42 to 14:32, from 15:00 to 15:50, from 15:56 to 17:06

The schedule for Matthew Fuentes's week in their local time is as follows:
Monday: Booked at the following times: from 11:16 to 12:56, from 13:39 to 13:59, from 14:16 to 15:56, from 16:14 to 17:34
Tuesday: Booked at the following times: from 10:04 to 12:14, from 14:52 to 16:32
Wednesday: Booked at the following times: from 9:12 to 10:22, from 11:52 to 13:22, from 14:57 to 16:27
Thursday: Booked at the following times: from 9:22 to 11:12, from 12:33 to 13:23, from 15:03 to 17:03, from 17:24 to 17:54
Friday: Booked at the following times: from 9:29 to 11:39, from 12:09 to 12:59, from 14:59 to 15:29, from 15:46 to 16:56, from 16:59 to 17:19

The schedule for Terri Johnson's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:28, from 11:08 to 11:43, from 12:53 to 14:03, from 14:53 to 15:22, from 16:32 to 16:50, anytime after 17:30
Tuesday: Booked at the following times: from 10:03 to 11:53, from 14:35 to 15:55
Wednesday: Booked at the following times: from 9:27 to 11:37, from 16:25 to 17:05, from 17:21 to 17:51
Thursday: Free only at the following times: anytime before 12:52, from 14:22 to 15:26, from 16:06 to 17:00
Friday: Booked at the following times: from 9:18 to 11:38, from 11:48 to 14:18, from 15:37 to 16:37

The schedule for Kyle Farrell's week in their local time is as follows:
Monday: Booked at the following times: from 9:57 to 12:17, from 14:04 to 15:44, from 16:03 to 17:33
Tuesday: Booked at the following times: from 9:37 to 10:37, from 10:41 to 11:21, from 11:53 to 13:33, from 14:39 to 15:39, from 16:41 to 17:01
Wednesday: Booked at the following times: from 9:38 to 10:18, from 12:30 to 14:20, from 16:00 to 16:50, from 17:25 to 17:55
Thursday: Booked at the following times: from 11:07 to 11:47, from 13:26 to 14:36, from 15:15 to 17:25
Friday: Booked at the following times: from 10:14 to 10:34, from 11:29 to 11:49, from 13:04 to 14:54, from 15:14 to 17:24

The schedule for Kevin Foley's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 11:03, from 12:22 to 14:42, from 14:43 to 15:43, from 16:15 to 17:55
Tuesday: Booked at the following times: from 9:11 to 11:01, from 11:23 to 11:43, from 14:33 to 16:23
Wednesday: Booked at the following times: from 9:04 to 9:34, from 9:44 to 11:14, from 11:50 to 12:10, from 13:48 to 15:18, from 16:29 to 17:09
Thursday: Free only at the following times: anytime before 9:45, from 10:45 to 10:58, from 11:48 to 11:59, from 12:49 to 12:55, from 13:35 to 14:31, from 15:01 to 15:19, from 16:19 to 16:57, anytime after 17:47
Friday: Booked at the following times: from 10:05 to 11:25, from 11:42 to 13:32, from 15:25 to 17:45

The schedule for Bradley Leonard's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 11:39, from 12:35 to 14:05, from 15:25 to 17:25
Tuesday: Booked at the following times: from 9:13 to 10:43, from 12:04 to 13:04, from 13:21 to 13:51, from 14:01 to 15:41
Wednesday: Booked at the following times: from 9:28 to 11:08, from 11:53 to 12:13, from 12:44 to 13:14, from 13:38 to 14:48, from 15:19 to 15:39, from 16:03 to 16:43, from 16:44 to 17:34
Thursday: Free only at the following times: anytime before 11:49, from 12:09 to 12:40, from 15:20 to 15:22, anytime after 17:02
Friday: Booked at the following times: from 9:15 to 10:05, from 10:08 to 11:18, from 11:48 to 12:28, from 13:39 to 15:39

Cameron Ayala requires 5 minutes free before and after the meeting
Terri Johnson needs a break for lunch on Tuesday from 12:29 to 12:59
Kyle Farrell needs a break for lunch on Thursday from 12:11 to 12:41
Kevin Foley can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Bradley Leonard 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.

Alexandra Holmes, Peter Burke, Derek Conrad 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 Alexandra Holmes's week in their local time is as follows:
Monday: Booked at the following times: from 9:43 to 11:53, from 12:02 to 13:42
Tuesday: Booked at the following times: from 10:42 to 12:32, from 13:58 to 15:18, from 16:49 to 17:19
Wednesday: Booked at the following times: from 10:55 to 12:55, from 13:23 to 14:03, from 14:07 to 16:07, from 16:45 to 17:45
Thursday: Booked at the following times: from 10:22 to 12:32, from 13:11 to 15:01
Friday: Booked at the following times: from 9:14 to 9:54, from 10:33 to 11:43, from 12:32 to 13:52, from 14:52 to 16:52, from 17:18 to 17:48

The schedule for Peter Burke's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:20, from 10:10 to 10:34, from 11:34 to 11:58, from 12:58 to 13:18, from 14:08 to 15:31, from 16:01 to 16:51, anytime after 17:41
Tuesday: Booked at the following times: from 11:04 to 11:44, from 12:22 to 13:42, from 13:51 to 14:11, from 14:32 to 17:02, from 17:14 to 17:54
Wednesday: Booked at the following times: from 9:43 to 10:23, from 10:42 to 11:32, from 11:53 to 13:13, from 13:55 to 14:25, from 14:58 to 15:48
Thursday: Booked at the following times: from 9:08 to 10:08, from 13:06 to 14:46, from 14:52 to 16:52
Friday: Booked at the following times: from 9:58 to 10:28, from 10:49 to 12:59, from 15:33 to 17:33

The schedule for Derek Conrad's week in their local time is as follows:
Monday: Booked at the following times: from 10:17 to 11:57, from 12:19 to 12:59, from 13:56 to 15:36, from 16:22 to 17:32
Tuesday: Booked at the following times: from 9:12 to 9:32, from 10:06 to 12:06, from 12:12 to 12:42, from 12:56 to 13:16, from 13:39 to 14:09, from 14:13 to 14:33, from 15:01 to 15:51, from 16:09 to 16:59
Wednesday: Booked at the following times: from 9:35 to 11:45, from 13:05 to 15:35, from 15:37 to 16:47
Thursday: Booked at the following times: from 9:04 to 9:54, from 9:58 to 10:28, from 11:15 to 11:45, from 12:17 to 12:57, from 13:11 to 13:31, from 14:37 to 16:27, from 16:43 to 17:13
Friday: Booked at the following times: from 9:41 to 10:01, from 10:07 to 12:17, from 12:57 to 14:57

Alexandra Holmes 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