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

Johnny Wilson, Aaron Terrell, Alyssa Wells, Kevin Brown, Kimberly Malone work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Johnny Wilson's week in their local time is as follows:
Monday: Booked at the following times: from 10:20 to 11:10, from 11:35 to 12:25, from 13:26 to 14:46, from 15:20 to 16:20, from 16:23 to 17:43
Tuesday: Booked at the following times: from 12:56 to 14:26, from 15:35 to 17:25
Wednesday: Booked at the following times: from 9:13 to 10:13, from 12:04 to 12:44, from 15:11 to 15:31, from 16:24 to 17:54
Thursday: Free only at the following times: anytime before 9:04, from 10:54 to 11:24, from 11:44 to 12:10, from 12:40 to 13:41, from 14:31 to 15:25, from 15:55 to 16:25, from 16:45 to 17:30
Friday: Booked at the following times: from 10:02 to 10:52, from 10:59 to 13:19, from 13:40 to 15:00, from 15:48 to 16:58

The schedule for Aaron Terrell's week in their local time is as follows:
Monday: Booked at the following times: from 9:10 to 10:30, from 12:54 to 13:44, from 14:01 to 16:21
Tuesday: Booked at the following times: from 9:22 to 10:42, from 12:30 to 14:30
Wednesday: Booked at the following times: from 10:16 to 11:26, from 11:32 to 13:32, from 13:54 to 16:04
Thursday: Booked at the following times: from 9:33 to 10:33, from 11:10 to 12:00, from 13:56 to 14:46, from 15:51 to 16:51
Friday: Booked at the following times: from 10:26 to 11:26, from 12:45 to 14:25, from 14:35 to 16:05

The schedule for Alyssa Wells's week in their local time is as follows:
Monday: Booked at the following times: from 10:49 to 13:19, from 13:46 to 16:06
Tuesday: Booked at the following times: from 10:33 to 12:03, from 12:07 to 14:07, from 14:09 to 15:39, from 16:17 to 16:47
Wednesday: Booked at the following times: from 10:04 to 10:44, from 10:54 to 13:24, from 13:40 to 14:20, from 14:25 to 15:15
Thursday: Booked at the following times: from 11:03 to 12:03, from 13:00 to 14:10, from 16:58 to 17:58
Friday: Booked at the following times: from 9:41 to 12:01, from 12:25 to 14:05, from 14:08 to 14:48, from 16:25 to 16:55

The schedule for Kevin Brown's week in their local time is as follows:
Monday: Booked at the following times: from 11:36 to 12:06, from 12:47 to 14:37, from 15:01 to 16:21, from 16:44 to 17:24
Tuesday: Booked at the following times: from 9:03 to 9:53, from 10:06 to 11:46, from 11:54 to 13:04, from 13:56 to 16:06
Wednesday: Booked at the following times: from 11:40 to 12:40, from 13:41 to 15:11, from 15:39 to 16:39
Thursday: Booked at the following times: from 10:11 to 11:51, from 12:18 to 12:48, from 13:25 to 14:15, from 14:19 to 15:09
Friday: Booked at the following times: from 9:03 to 10:33, from 12:52 to 14:12, from 15:47 to 17:17

The schedule for Kimberly Malone's week in their local time is as follows:
Monday: Booked at the following times: from 10:57 to 13:27, from 14:05 to 16:35
Tuesday: Free only at the following times: from 11:10 to 11:41, from 12:21 to 13:23, from 13:53 to 14:05, from 14:25 to 14:26, from 15:46 to 15:48, anytime after 16:28
Wednesday: Booked at the following times: from 10:09 to 10:49, from 12:43 to 15:13, from 15:49 to 16:49, from 17:22 to 17:52
Thursday: Booked at the following times: from 10:04 to 10:54, from 11:08 to 12:18, from 12:54 to 14:34, from 15:51 to 16:21, from 16:24 to 16:44, from 16:54 to 17:44
Friday: Booked at the following times: from 9:12 to 10:32, from 11:02 to 13:22, from 15:11 to 16:51

Johnny Wilson can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Alyssa Wells 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.

Joel Ward, Kyle Taylor, Brianna Gonzalez, Megan Oneill, Ronald Lee, Mary Jackson 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 Joel Ward's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 10:30, from 12:01 to 13:11, from 13:38 to 14:48, from 15:39 to 16:09, from 16:17 to 17:57
Tuesday: Booked at the following times: from 9:05 to 9:35, from 10:24 to 12:04, from 13:09 to 14:29, from 15:18 to 16:08
Wednesday: Booked at the following times: from 9:10 to 11:20, from 13:21 to 15:01, from 16:49 to 17:39
Thursday: Booked at the following times: from 10:04 to 12:04, from 14:04 to 14:34, from 14:44 to 16:54
Friday: Booked at the following times: from 10:01 to 11:11, from 12:57 to 14:47, from 15:01 to 16:51

The schedule for Kyle Taylor's week in their local time is as follows:
Monday: Booked at the following times: from 9:51 to 11:11, from 13:20 to 15:30, from 16:50 to 17:50
Tuesday: Booked at the following times: from 11:25 to 12:25, from 12:26 to 13:26, from 15:14 to 15:34, from 16:06 to 17:06
Wednesday: Booked at the following times: from 10:41 to 11:51, from 13:25 to 14:25, from 14:48 to 17:18
Thursday: Booked at the following times: from 11:56 to 12:46, from 13:26 to 15:46, from 16:14 to 17:54
Friday: Booked at the following times: from 10:01 to 11:41, from 12:06 to 13:46, from 14:26 to 15:36, from 16:23 to 17:03

The schedule for Brianna Gonzalez's week in their local time is as follows:
Monday: Booked at the following times: from 9:59 to 11:59, from 13:11 to 13:31, from 13:41 to 14:31, from 15:22 to 15:42, from 16:06 to 17:16
Tuesday: Booked at the following times: from 9:58 to 12:08, from 12:53 to 13:53, from 15:38 to 16:48
Wednesday: Booked at the following times: from 9:33 to 12:03, from 12:54 to 13:14, from 14:04 to 14:24, from 14:48 to 15:38, from 15:46 to 16:26, from 16:35 to 17:45
Thursday: Booked at the following times: from 10:12 to 11:22, from 12:25 to 14:15, from 14:16 to 15:16, from 16:17 to 17:07
Friday: Booked at the following times: from 10:31 to 10:51, from 11:58 to 14:18, from 14:57 to 15:27, from 15:56 to 16:26

The schedule for Megan Oneill's week in their local time is as follows:
Monday: Free only at the following times: from 10:30 to 11:33, from 12:23 to 13:35, from 14:25 to 15:15, from 15:35 to 16:04, anytime after 16:54
Tuesday: Booked at the following times: from 10:47 to 12:47, from 13:43 to 15:53
Wednesday: Booked at the following times: from 10:40 to 12:50, from 13:24 to 15:54, from 16:09 to 17:49
Thursday: Free only at the following times: from 10:00 to 10:43, from 12:13 to 12:19, from 12:59 to 13:45, from 14:25 to 15:58, anytime after 17:08
Friday: Booked at the following times: from 9:50 to 11:00, from 11:07 to 13:27, from 15:07 to 15:27

The schedule for Ronald Lee's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 10:26, from 10:28 to 11:38, from 11:49 to 13:49, from 14:20 to 15:00, from 16:39 to 17:29
Tuesday: Booked at the following times: from 10:05 to 10:55, from 11:37 to 12:37, from 12:56 to 13:56, from 14:12 to 15:22, from 16:38 to 17:18
Wednesday: Booked at the following times: from 9:43 to 11:03, from 12:09 to 13:49, from 14:26 to 15:46, from 15:50 to 16:10
Thursday: Booked at the following times: from 9:41 to 10:41, from 11:19 to 13:09, from 14:09 to 15:09, from 16:05 to 17:15
Friday: Booked at the following times: from 10:06 to 10:26, from 12:26 to 14:26, from 15:49 to 16:49

The schedule for Mary Jackson's week in their local time is as follows:
Monday: Booked at the following times: from 10:20 to 12:50, from 13:53 to 14:23, from 14:52 to 16:52
Tuesday: Booked at the following times: from 9:06 to 9:46, from 11:03 to 12:03, from 12:25 to 14:35, from 15:51 to 16:41
Wednesday: Booked at the following times: from 9:10 to 11:20, from 11:46 to 12:06, from 12:44 to 13:44, from 15:37 to 16:27, from 17:06 to 17:46
Thursday: Booked at the following times: from 9:55 to 10:45, from 11:23 to 13:33, from 15:10 to 15:40
Friday: Free only at the following times: anytime before 10:20, from 12:10 to 12:51, from 14:51 to 15:11, from 15:51 to 16:56, anytime after 17:56

Joel Ward requires 5 minutes free before and after the meeting
Kyle Taylor requires 15 minutes free before and after the meeting
Brianna Gonzalez needs a break for lunch on Friday from 11:06 to 11:36
Megan Oneill needs a break for lunch on Thursday from 13:00 to 13:30
Ronald Lee needs a break for lunch on Wednesday from 11:28 to 11:58
Mary Jackson needs a break for lunch on Friday from 12:16 to 12:46

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

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


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

Jasmin Johnson, Jorge Chaney, Keith Harris work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Jasmin Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 11:19, from 12:29 to 14:19, from 15:50 to 17:00
Tuesday: Booked at the following times: from 9:21 to 10:11, from 11:51 to 12:21, from 13:10 to 15:30
Wednesday: Booked at the following times: from 9:52 to 11:12, from 11:28 to 11:58, from 15:43 to 17:43
Thursday: Booked at the following times: from 9:12 to 11:22, from 12:20 to 14:10, from 14:37 to 14:57, from 15:34 to 16:34
Friday: Booked at the following times: from 9:35 to 10:15, from 11:19 to 13:29, from 15:05 to 15:25, from 15:50 to 17:10

The schedule for Jorge Chaney's week in their local time is as follows:
Monday: Booked at the following times: from 10:19 to 12:09, from 13:02 to 14:12, from 14:39 to 16:49
Tuesday: Booked at the following times: from 10:05 to 11:25, from 11:56 to 12:46, from 12:50 to 13:10, from 14:47 to 15:07, from 15:25 to 17:15, from 17:21 to 17:41
Wednesday: Booked at the following times: from 11:57 to 12:27, from 12:58 to 14:48, from 14:58 to 16:58
Thursday: Booked at the following times: from 9:56 to 10:36, from 10:50 to 13:20, from 13:35 to 15:15, from 15:59 to 16:29
Friday: Free only at the following times: anytime before 9:31, from 11:01 to 11:37, from 13:17 to 14:08, from 14:58 to 15:25, from 16:05 to 16:51, anytime after 17:21

The schedule for Keith Harris's week in their local time is as follows:
Monday: Booked at the following times: from 9:56 to 10:36, from 11:42 to 13:42, from 15:43 to 16:13
Tuesday: Booked at the following times: from 10:15 to 12:35, from 12:46 to 14:26, from 15:03 to 17:13, from 17:20 to 17:50
Wednesday: Booked at the following times: from 12:21 to 14:41, from 15:09 to 17:39
Thursday: Booked at the following times: from 10:37 to 12:37, from 16:07 to 17:47
Friday: Booked at the following times: from 9:03 to 10:53, from 11:53 to 13:13, from 14:00 to 14:50, from 14:54 to 17:04

Jasmin Johnson can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Jorge Chaney requires 15 minutes free before and after the meeting
Keith Harris requires 5 minutes free before and after the meeting

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

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


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

William James, Diane Mayer, Paul Flores work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for William James's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 11:40, from 13:06 to 13:26, from 14:03 to 16:13
Tuesday: Booked at the following times: from 11:20 to 12:10, from 12:59 to 14:29, from 15:00 to 17:30
Wednesday: Booked at the following times: from 11:11 to 13:31, from 13:35 to 13:55, from 14:19 to 15:19, from 16:01 to 17:31
Thursday: Booked at the following times: from 9:02 to 11:22, from 15:34 to 17:54
Friday: Booked at the following times: from 9:51 to 12:21, from 12:23 to 13:43, from 14:42 to 16:02

The schedule for Diane Mayer's week in their local time is as follows:
Monday: Booked at the following times: from 11:18 to 13:08, from 13:16 to 13:46, from 14:11 to 16:11, from 16:20 to 17:30
Tuesday: Booked at the following times: from 11:19 to 12:29, from 13:23 to 15:03, from 15:40 to 17:40
Wednesday: Booked at the following times: from 10:27 to 11:47, from 14:19 to 15:19, from 15:24 to 16:34
Thursday: Booked at the following times: from 9:11 to 11:31, from 14:51 to 17:11
Friday: Booked at the following times: from 9:40 to 11:20, from 11:44 to 13:54, from 14:45 to 15:15, from 15:34 to 17:14

The schedule for Paul Flores's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 11:52, from 12:52 to 13:22, from 13:26 to 13:56, from 14:22 to 16:42
Tuesday: Booked at the following times: from 9:20 to 9:50, from 10:40 to 11:00, from 11:20 to 11:50, from 12:30 to 13:50, from 14:03 to 14:23, from 14:30 to 14:50, from 15:56 to 17:46
Wednesday: Booked at the following times: from 9:08 to 9:48, from 10:11 to 12:21, from 13:52 to 14:12, from 14:14 to 14:44, from 15:54 to 17:24
Thursday: Booked at the following times: from 9:08 to 10:08, from 10:22 to 12:12, from 12:31 to 14:41
Friday: Booked at the following times: from 10:08 to 11:28, from 12:15 to 14:25, from 14:35 to 16:35

William James needs a break for lunch on Tuesday from 12:23 to 12:53
Diane Mayer is in a timezone that is 2 hours ahead of other participants
Paul Flores needs a break for lunch on Monday from 11:52 to 12:22

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.

Raymond Davis, Jason Hudson, Shannon Garcia work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Raymond Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 9:52, from 11:03 to 13:33, from 15:04 to 16:34
Tuesday: Free only at the following times: anytime before 9:31, from 10:01 to 10:23, from 11:13 to 12:19, from 13:39 to 14:15, from 14:55 to 15:11, from 15:41 to 15:55, anytime after 17:35
Wednesday: Booked at the following times: from 11:55 to 13:25, from 15:08 to 17:38
Thursday: Booked at the following times: from 11:36 to 14:06, from 14:08 to 15:08, from 15:28 to 16:48, from 17:05 to 17:55
Friday: Booked at the following times: from 9:01 to 10:41, from 11:04 to 11:24, from 13:15 to 14:45, from 14:46 to 17:06, from 17:07 to 17:47

The schedule for Jason Hudson's week in their local time is as follows:
Monday: Booked at the following times: from 10:07 to 11:27, from 11:28 to 11:48, from 12:42 to 14:42, from 16:22 to 16:42
Tuesday: Booked at the following times: from 9:06 to 11:36, from 12:09 to 14:39, from 14:49 to 17:09
Wednesday: Booked at the following times: from 10:48 to 12:48, from 13:47 to 14:47, from 17:11 to 17:51
Thursday: Booked at the following times: from 9:06 to 9:56, from 10:40 to 11:50, from 11:51 to 13:51, from 14:09 to 15:19, from 16:19 to 16:39, from 16:40 to 17:50
Friday: Booked at the following times: from 9:26 to 9:46, from 10:48 to 12:18, from 14:02 to 15:12, from 15:35 to 17:55

The schedule for Shannon Garcia's week in their local time is as follows:
Monday: Booked at the following times: from 9:28 to 9:58, from 11:28 to 13:18, from 13:39 to 14:09, from 14:46 to 15:06, from 15:21 to 16:31
Tuesday: Booked at the following times: from 9:15 to 10:15, from 10:27 to 11:07, from 11:37 to 11:57, from 13:24 to 14:34
Wednesday: Booked at the following times: from 11:49 to 13:49, from 14:01 to 14:41, from 17:26 to 17:56
Thursday: Booked at the following times: from 9:01 to 9:51, from 10:00 to 10:30, from 11:40 to 12:10, from 12:20 to 13:00, from 13:52 to 15:32, from 16:54 to 17:54
Friday: Booked at the following times: from 11:16 to 11:36, from 11:56 to 12:56, from 14:24 to 16:04, from 16:43 to 17:33

Raymond Davis can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Shannon Garcia requires 10 minutes free before and after the meeting

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

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


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

Benjamin Miller, Matthew Duncan, Adam Briggs, Nancy Livingston, Marcia Tanner 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 Benjamin Miller's week in their local time is as follows:
Monday: Booked at the following times: from 9:40 to 12:00, from 13:45 to 14:35, from 14:42 to 16:22, from 16:39 to 17:29
Tuesday: Booked at the following times: from 10:30 to 11:10, from 12:15 to 13:25, from 15:57 to 17:27
Wednesday: Booked at the following times: from 9:22 to 10:52, from 11:09 to 11:49, from 12:47 to 13:07, from 13:25 to 14:35, from 16:31 to 17:01
Thursday: Booked at the following times: from 9:12 to 11:32, from 12:34 to 13:44, from 14:26 to 16:26
Friday: Booked at the following times: from 9:50 to 11:00, from 11:03 to 11:43, from 14:47 to 15:17, from 15:37 to 17:47

The schedule for Matthew Duncan's week in their local time is as follows:
Monday: Booked at the following times: from 9:09 to 11:29, from 11:48 to 12:38, from 12:57 to 13:27, from 14:47 to 15:37
Tuesday: Booked at the following times: from 10:03 to 11:03, from 12:22 to 13:42, from 14:34 to 15:34, from 15:35 to 17:05
Wednesday: Booked at the following times: from 10:37 to 13:07, from 13:14 to 14:04, from 14:10 to 15:00, from 16:00 to 17:10
Thursday: Booked at the following times: from 11:02 to 11:52, from 12:27 to 14:27, from 15:37 to 16:47, from 17:02 to 17:32
Friday: Booked at the following times: from 9:10 to 10:20, from 10:52 to 11:42, from 13:00 to 14:30, from 14:31 to 15:41, from 16:02 to 17:22

The schedule for Adam Briggs's week in their local time is as follows:
Monday: Booked at the following times: from 11:51 to 12:11, from 12:59 to 14:49, from 15:00 to 17:10
Tuesday: Booked at the following times: from 9:21 to 11:01, from 12:53 to 14:53, from 17:15 to 17:45
Wednesday: Free only at the following times: anytime before 13:04, anytime after 16:24
Thursday: Booked at the following times: from 9:42 to 10:22, from 10:50 to 13:00, from 14:13 to 16:13
Friday: Booked at the following times: from 9:53 to 12:03, from 13:13 to 14:13, from 15:19 to 16:29, from 17:09 to 17:59

The schedule for Nancy Livingston's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 10:09, from 12:12 to 13:02, from 13:14 to 14:14, from 15:08 to 17:28
Tuesday: Booked at the following times: from 9:18 to 11:18, from 12:27 to 14:17, from 14:19 to 14:49, from 15:15 to 16:45
Wednesday: Free only at the following times: anytime before 9:44, from 11:44 to 12:11, from 14:11 to 17:10
Thursday: Booked at the following times: from 9:20 to 11:50, from 12:11 to 14:21, from 16:39 to 17:49
Friday: Booked at the following times: from 10:17 to 12:37, from 13:23 to 14:13, from 15:15 to 15:45

The schedule for Marcia Tanner's week in their local time is as follows:
Monday: Booked at the following times: from 9:16 to 10:46, from 11:22 to 11:52, from 12:09 to 12:49, from 13:43 to 14:23, from 14:30 to 16:20, from 16:21 to 16:51
Tuesday: Booked at the following times: from 11:14 to 12:04, from 12:56 to 14:36, from 14:47 to 16:37, from 16:47 to 17:37
Wednesday: Booked at the following times: from 11:15 to 13:05, from 13:22 to 15:52
Thursday: Booked at the following times: from 10:24 to 12:24, from 15:14 to 17:24
Friday: Free only at the following times: from 10:00 to 11:14, from 12:04 to 12:42, from 13:42 to 13:49, from 14:49 to 17:02, anytime after 17:42

Benjamin Miller is in a timezone that is 1 hour ahead of other participants
Matthew Duncan needs a break for lunch on Friday from 12:30 to 13:00
Adam Briggs needs a break for lunch on Monday from 11:18 to 11:48
Nancy Livingston needs a break for lunch on Friday from 12:41 to 13:11
Marcia Tanner can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting

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

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


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

Joshua Hawkins, Jennifer Wade, Jordan Evans DDS, Lauren Wilson work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Joshua Hawkins's week in their local time is as follows:
Monday: Booked at the following times: from 10:05 to 12:15, from 13:03 to 15:13
Tuesday: Booked at the following times: from 9:25 to 9:55, from 10:17 to 10:47, from 11:25 to 12:15, from 12:42 to 13:32, from 14:14 to 15:54, from 16:02 to 17:12
Wednesday: Booked at the following times: from 11:23 to 12:23, from 13:18 to 14:28, from 14:36 to 15:06, from 16:14 to 17:54
Thursday: Booked at the following times: from 11:10 to 12:00, from 12:26 to 12:46, from 14:49 to 15:59, from 16:38 to 17:48
Friday: Booked at the following times: from 10:15 to 10:45, from 11:40 to 12:00, from 12:13 to 12:43, from 13:54 to 15:04, from 15:07 to 15:27, from 15:33 to 16:03, from 17:19 to 17:39

The schedule for Jennifer Wade's week in their local time is as follows:
Monday: Free only at the following times: anytime before 10:25, from 12:45 to 13:09, from 15:29 to 16:39, anytime after 17:19
Tuesday: Booked at the following times: from 11:32 to 12:22, from 12:45 to 14:55, from 15:02 to 16:42, from 16:55 to 17:15
Wednesday: Booked at the following times: from 9:29 to 10:49, from 11:31 to 11:51, from 12:58 to 13:18, from 13:24 to 14:44, from 15:43 to 17:23
Thursday: Booked at the following times: from 9:48 to 12:18, from 15:34 to 16:24
Friday: Booked at the following times: from 9:29 to 11:59, from 12:40 to 14:50, from 16:48 to 17:08

The schedule for Jordan Evans DDS's week in their local time is as follows:
Monday: Free only at the following times: from 10:10 to 10:16, from 11:26 to 12:03, from 13:23 to 13:45, from 14:05 to 14:13, from 15:13 to 15:23, from 15:53 to 16:23, anytime after 16:53
Tuesday: Booked at the following times: from 9:13 to 9:33, from 10:10 to 10:40, from 11:09 to 12:39, from 13:42 to 14:12, from 14:17 to 14:47, from 15:02 to 16:32, from 17:00 to 17:30
Wednesday: Booked at the following times: from 9:17 to 9:57, from 11:43 to 14:03, from 15:25 to 15:45
Thursday: Booked at the following times: from 9:06 to 11:16, from 11:56 to 14:06, from 14:11 to 16:41
Friday: Booked at the following times: from 10:15 to 11:15, from 11:50 to 12:50, from 12:51 to 13:31, from 14:33 to 16:23

The schedule for Lauren Wilson's week in their local time is as follows:
Monday: Booked at the following times: from 9:07 to 9:27, from 9:28 to 9:48, from 10:20 to 10:50, from 11:56 to 12:36, from 12:42 to 13:12, from 13:29 to 13:59, from 14:03 to 14:43, from 15:55 to 16:55, from 17:26 to 17:56
Tuesday: Booked at the following times: from 9:36 to 9:56, from 11:42 to 12:02, from 12:51 to 15:11, from 15:58 to 16:18
Wednesday: Booked at the following times: from 9:18 to 10:18, from 10:27 to 10:57, from 11:21 to 12:01, from 12:49 to 13:09, from 13:43 to 14:13, from 14:57 to 15:47, from 16:16 to 17:26, from 17:28 to 17:48
Thursday: Booked at the following times: from 9:48 to 10:18, from 10:50 to 11:10, from 11:48 to 12:28, from 12:35 to 13:35, from 14:01 to 16:01, from 16:43 to 17:53
Friday: Booked at the following times: from 9:48 to 11:38, from 13:11 to 15:11, from 16:21 to 17:41

Joshua Hawkins is in a timezone that is 2 hours ahead of other participants
Jennifer Wade can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Jordan Evans DDS can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Lauren Wilson can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting

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

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


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

Edward Boyd, Elizabeth Snyder, Edward Anderson, Christina Richard, Robert Austin 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 Edward Boyd's week in their local time is as follows:
Monday: Booked at the following times: from 9:22 to 10:52, from 11:56 to 14:16, from 15:43 to 17:23
Tuesday: Booked at the following times: from 9:39 to 11:29, from 12:40 to 14:00, from 15:08 to 16:48, from 17:15 to 17:45
Wednesday: Booked at the following times: from 9:10 to 9:50, from 11:23 to 12:03, from 12:04 to 14:14, from 15:29 to 16:29
Thursday: Booked at the following times: from 9:18 to 10:58, from 11:45 to 13:15, from 14:28 to 16:08
Friday: Booked at the following times: from 9:45 to 12:15, from 12:59 to 14:59

The schedule for Elizabeth Snyder's week in their local time is as follows:
Monday: Booked at the following times: from 9:52 to 11:42, from 14:36 to 15:46, from 16:12 to 16:52
Tuesday: Booked at the following times: from 10:34 to 12:24, from 13:50 to 15:50
Wednesday: Booked at the following times: from 9:35 to 10:55, from 11:13 to 12:03, from 16:03 to 17:33
Thursday: Booked at the following times: from 9:23 to 11:13, from 11:30 to 12:20, from 12:23 to 13:43, from 14:41 to 16:21
Friday: Booked at the following times: from 10:25 to 12:55, from 14:20 to 16:30, from 16:49 to 17:49

The schedule for Edward Anderson's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 10:26, from 10:47 to 11:07, from 13:10 to 15:00, from 15:56 to 16:46, from 16:50 to 17:30
Tuesday: Booked at the following times: from 9:43 to 10:33, from 11:36 to 13:06, from 14:57 to 16:57, from 17:34 to 17:54
Wednesday: Booked at the following times: from 9:26 to 10:26, from 12:33 to 14:43, from 15:33 to 16:13
Thursday: Booked at the following times: from 9:42 to 12:12, from 12:30 to 14:10, from 15:14 to 16:04, from 16:08 to 17:58
Friday: Booked at the following times: from 12:01 to 13:51, from 14:09 to 15:09, from 15:26 to 16:46

The schedule for Christina Richard's week in their local time is as follows:
Monday: Free only at the following times: anytime before 9:23, from 9:53 to 10:02, from 10:32 to 10:54, from 12:24 to 13:15, from 14:15 to 14:24, from 14:44 to 15:23, from 16:23 to 17:20
Tuesday: Booked at the following times: from 9:50 to 11:00, from 12:19 to 14:29, from 14:38 to 16:48
Wednesday: Booked at the following times: from 9:54 to 11:04, from 12:44 to 13:44, from 13:45 to 15:45
Thursday: Booked at the following times: from 9:31 to 11:41, from 12:02 to 13:02, from 15:24 to 16:54
Friday: Booked at the following times: from 9:12 to 10:32, from 10:35 to 11:35, from 12:11 to 12:31, from 12:49 to 13:09, from 14:08 to 15:18, from 16:15 to 16:45, from 16:52 to 17:12, from 17:37 to 17:57

The schedule for Robert Austin's week in their local time is as follows:
Monday: Booked at the following times: from 9:45 to 11:15, from 11:20 to 11:40, from 12:05 to 12:35, from 13:24 to 14:14, from 16:22 to 17:32
Tuesday: Booked at the following times: from 9:32 to 11:12, from 12:08 to 14:28, from 15:06 to 15:26
Wednesday: Booked at the following times: from 9:38 to 9:58, from 10:59 to 12:59, from 14:53 to 15:33, from 15:38 to 17:08, from 17:23 to 17:43
Thursday: Booked at the following times: from 9:14 to 9:44, from 11:19 to 12:09, from 12:30 to 13:00, from 13:43 to 14:33, from 15:56 to 16:46
Friday: Booked at the following times: from 9:30 to 10:10, from 10:11 to 10:31, from 10:56 to 12:36, from 13:01 to 13:31, from 13:54 to 16:14

Edward Boyd can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Elizabeth Snyder is in a timezone that is 1 hour behind of other participants
Edward Anderson requires 15 minutes free before and after the meeting
Christina Richard needs a break for lunch on Wednesday from 11:34 to 12:04
Robert Austin 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.

William Taylor, Yolanda Parker, Derek Butler, Candace Hill, Matthew Roberson, Douglas Moss work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for William Taylor's week in their local time is as follows:
Monday: Booked at the following times: from 9:42 to 11:22, from 14:33 to 16:23, from 16:48 to 17:18
Tuesday: Booked at the following times: from 11:27 to 12:57, from 13:22 to 14:32, from 14:45 to 15:05, from 15:17 to 17:27
Wednesday: Booked at the following times: from 9:54 to 11:14, from 12:10 to 13:10, from 14:58 to 16:18
Thursday: Booked at the following times: from 10:21 to 10:41, from 10:50 to 13:10, from 14:06 to 15:36, from 15:58 to 16:48
Friday: Booked at the following times: from 10:03 to 11:03, from 11:39 to 12:09, from 12:13 to 14:33, from 14:51 to 15:21, from 16:01 to 16:31

The schedule for Yolanda Parker's week in their local time is as follows:
Monday: Booked at the following times: from 9:49 to 11:39, from 14:58 to 15:48, from 15:59 to 17:19
Tuesday: Booked at the following times: from 9:39 to 11:59, from 12:53 to 15:23
Wednesday: Booked at the following times: from 9:25 to 10:45, from 10:52 to 12:42, from 14:43 to 15:43, from 16:51 to 17:31
Thursday: Booked at the following times: from 10:07 to 10:37, from 11:01 to 12:41, from 13:19 to 15:39
Friday: Booked at the following times: from 10:37 to 13:07, from 13:17 to 15:27

The schedule for Derek Butler's week in their local time is as follows:
Monday: Booked at the following times: from 9:59 to 12:19, from 13:16 to 13:46, from 15:02 to 16:42
Tuesday: Booked at the following times: from 9:25 to 10:45, from 12:12 to 14:42, from 14:45 to 15:45
Wednesday: Booked at the following times: from 10:14 to 10:34, from 11:30 to 14:00, from 14:33 to 16:43
Thursday: Booked at the following times: from 9:14 to 11:24, from 12:19 to 14:09, from 14:20 to 14:40, from 14:59 to 15:49, from 16:09 to 16:29
Friday: Booked at the following times: from 9:06 to 10:16, from 11:00 to 13:10, from 15:43 to 17:23

The schedule for Candace Hill's week in their local time is as follows:
Monday: Booked at the following times: from 10:22 to 11:32, from 11:56 to 13:26, from 13:27 to 15:17, from 15:42 to 17:52
Tuesday: Booked at the following times: from 10:17 to 12:27, from 12:56 to 13:46, from 15:14 to 15:54
Wednesday: Booked at the following times: from 9:41 to 11:41, from 14:16 to 14:56, from 15:39 to 17:39
Thursday: Booked at the following times: from 9:52 to 11:42, from 11:49 to 12:29, from 13:23 to 13:53, from 13:54 to 14:34, from 15:24 to 16:14, from 16:15 to 16:55, from 17:00 to 17:20
Friday: Booked at the following times: from 9:21 to 10:31, from 11:30 to 12:20, from 14:21 to 14:51, from 15:14 to 16:04

The schedule for Matthew Roberson's week in their local time is as follows:
Monday: Booked at the following times: from 9:11 to 10:31, from 12:26 to 13:26, from 16:19 to 17:39
Tuesday: Booked at the following times: from 9:07 to 9:27, from 9:37 to 11:37, from 11:52 to 12:32, from 13:27 to 14:37, from 15:09 to 16:29
Wednesday: Booked at the following times: from 9:11 to 10:01, from 13:51 to 16:11
Thursday: Free only at the following times: anytime before 9:11, from 13:21 to 13:59, from 14:19 to 14:40, anytime after 16:20
Friday: Booked at the following times: from 9:09 to 9:59, from 10:30 to 10:50, from 11:25 to 12:05, from 12:50 to 13:50, from 14:26 to 16:36

The schedule for Douglas Moss's week in their local time is as follows:
Monday: Booked at the following times: from 9:43 to 10:13, from 10:35 to 11:05, from 11:48 to 14:18, from 14:55 to 16:15, from 17:02 to 17:32
Tuesday: Booked at the following times: from 10:23 to 12:43, from 13:03 to 15:03
Wednesday: Booked at the following times: from 9:33 to 10:23, from 12:17 to 12:37, from 13:14 to 14:24, from 15:00 to 15:50, from 16:02 to 16:52
Thursday: Booked at the following times: from 11:16 to 12:56, from 13:03 to 13:53, from 14:02 to 15:32
Friday: Booked at the following times: from 9:06 to 9:46, from 9:53 to 11:53, from 14:41 to 16:41

William Taylor is in a timezone that is 3 hours behind of other participants
Derek Butler requires 10 minutes free before and after the meeting
Matthew Roberson requires 10 minutes free before and after the meeting
Douglas Moss needs a break for lunch on Monday from 11:16 to 11:46

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

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


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

Richard Reyes, Mary Arroyo, Keith 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 Richard Reyes's week in their local time is as follows:
Monday: Booked at the following times: from 10:19 to 12:29, from 12:45 to 13:45, from 14:06 to 15:26, from 16:34 to 16:54, from 17:29 to 17:49
Tuesday: Booked at the following times: from 9:16 to 10:46, from 11:56 to 13:56, from 17:14 to 17:54
Wednesday: Booked at the following times: from 9:06 to 11:16, from 11:56 to 12:46, from 13:04 to 13:44, from 16:37 to 17:57
Thursday: Booked at the following times: from 10:08 to 11:38, from 11:44 to 12:14, from 12:56 to 14:26, from 14:33 to 15:53, from 17:29 to 17:59
Friday: Booked at the following times: from 10:53 to 12:43, from 12:49 to 13:19, from 13:22 to 13:52, from 14:26 to 15:36, from 16:03 to 17:13

The schedule for Mary Arroyo's week in their local time is as follows:
Monday: Booked at the following times: from 9:31 to 11:51, from 13:19 to 14:29, from 16:07 to 16:37
Tuesday: Free only at the following times: from 10:30 to 11:22, from 12:02 to 12:58, from 14:08 to 14:22, anytime after 15:32
Wednesday: Booked at the following times: from 12:16 to 14:46, from 15:46 to 17:26
Thursday: Booked at the following times: from 9:53 to 11:53, from 12:08 to 12:58, from 13:44 to 14:34, from 15:52 to 16:42, from 17:16 to 17:56
Friday: Booked at the following times: from 10:33 to 10:53, from 12:55 to 14:15, from 14:52 to 15:32, from 15:37 to 17:47

The schedule for Keith Jenkins's week in their local time is as follows:
Monday: Booked at the following times: from 11:52 to 13:52, from 15:34 to 17:54
Tuesday: Booked at the following times: from 9:15 to 10:35, from 10:47 to 13:07, from 13:53 to 14:13, from 15:22 to 16:42, from 17:10 to 17:50
Wednesday: Booked at the following times: from 9:08 to 10:18, from 10:56 to 12:46, from 13:47 to 14:27, from 15:27 to 16:27
Thursday: Booked at the following times: from 9:19 to 10:29, from 12:56 to 15:06, from 16:20 to 17:30
Friday: Booked at the following times: from 11:15 to 12:45, from 13:54 to 15:34, from 15:55 to 17:55

Richard Reyes needs a break for lunch on Thursday from 12:14 to 12:44
Mary Arroyo can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Keith Jenkins 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.

Shane Conrad, Barbara Ashley, Joshua Johnson, Mrs. Joanna Miller, Tanya Fields 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 Shane Conrad's week in their local time is as follows:
Monday: Booked at the following times: from 10:50 to 11:50, from 12:18 to 13:08, from 16:08 to 17:38
Tuesday: Booked at the following times: from 11:02 to 13:32, from 13:39 to 15:09
Wednesday: Booked at the following times: from 11:17 to 13:37, from 14:07 to 16:37
Thursday: Booked at the following times: from 10:40 to 12:10, from 12:19 to 14:09, from 15:07 to 16:57
Friday: Booked at the following times: from 10:11 to 10:41, from 11:00 to 11:30, from 11:38 to 13:08, from 13:54 to 14:24, from 14:42 to 16:02

The schedule for Barbara Ashley's week in their local time is as follows:
Monday: Booked at the following times: from 11:28 to 11:48, from 12:07 to 13:47, from 14:36 to 16:16, from 16:52 to 17:52
Tuesday: Booked at the following times: from 11:14 to 13:44, from 14:31 to 16:11, from 16:40 to 17:20
Wednesday: Booked at the following times: from 10:28 to 11:18, from 11:22 to 13:32, from 14:13 to 15:23, from 15:47 to 16:57
Thursday: Booked at the following times: from 10:00 to 11:30, from 13:08 to 13:48, from 13:57 to 15:57, from 17:27 to 17:57
Friday: Booked at the following times: from 9:03 to 10:03, from 10:15 to 10:35, from 11:24 to 13:04, from 13:49 to 14:09, from 14:12 to 15:52, from 16:23 to 16:53

The schedule for Joshua Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 9:34 to 11:04, from 13:55 to 14:25, from 14:43 to 15:53
Tuesday: Booked at the following times: from 9:27 to 9:47, from 12:01 to 12:51, from 13:24 to 14:44, from 15:11 to 15:31, from 15:57 to 16:47
Wednesday: Booked at the following times: from 12:02 to 14:12, from 14:49 to 16:09
Thursday: Booked at the following times: from 11:29 to 13:19, from 13:53 to 14:33, from 14:36 to 15:06, from 15:09 to 15:39, from 16:13 to 17:43
Friday: Booked at the following times: from 11:18 to 13:18, from 15:04 to 17:04

The schedule for Mrs. Joanna Miller's week in their local time is as follows:
Monday: Booked at the following times: from 10:03 to 12:13, from 12:48 to 13:28, from 13:50 to 15:10, from 15:48 to 16:28, from 16:51 to 17:11
Tuesday: Booked at the following times: from 9:55 to 11:05, from 11:54 to 13:54, from 14:06 to 14:36, from 15:46 to 16:56
Wednesday: Booked at the following times: from 10:25 to 12:55, from 15:06 to 16:56
Thursday: Booked at the following times: from 10:15 to 11:35, from 13:02 to 15:02, from 15:27 to 16:57
Friday: Booked at the following times: from 10:18 to 11:08, from 11:37 to 14:07, from 15:26 to 16:36

The schedule for Tanya Fields's week in their local time is as follows:
Monday: Booked at the following times: from 9:51 to 12:11, from 12:29 to 13:29, from 16:11 to 17:41
Tuesday: Booked at the following times: from 9:20 to 9:50, from 12:17 to 12:57, from 13:33 to 15:33
Wednesday: Booked at the following times: from 9:22 to 9:52, from 10:30 to 12:00, from 12:25 to 12:55, from 14:15 to 15:45, from 16:11 to 16:41, from 17:06 to 17:46
Thursday: Booked at the following times: from 9:36 to 11:06, from 11:59 to 13:49, from 16:49 to 17:29
Friday: Booked at the following times: from 11:00 to 12:20, from 14:12 to 15:42, from 16:55 to 17:45

Shane Conrad is in a timezone that is 1 hour ahead of other participants
Barbara Ashley requires 5 minutes free before and after the meeting
Joshua Johnson is in a timezone that is 2 hours ahead of other participants
Mrs. Joanna Miller can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Tanya Fields needs a break for lunch on Tuesday from 11:30 to 12:00

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

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


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

Ryan Dyer, Samantha Warren, Christine Spencer, Pamela Stevenson work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Ryan Dyer's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 9:53, from 10:49 to 13:19, from 13:30 to 16:00, from 16:12 to 16:52, from 17:14 to 17:34
Tuesday: Booked at the following times: from 10:03 to 10:23, from 10:54 to 13:24, from 14:10 to 16:20, from 17:28 to 17:48
Wednesday: Booked at the following times: from 9:22 to 11:22, from 11:40 to 12:20, from 12:44 to 14:04, from 14:10 to 15:10
Thursday: Booked at the following times: from 9:48 to 10:08, from 11:10 to 11:30, from 12:01 to 13:21, from 13:22 to 15:02, from 15:52 to 16:12, from 16:19 to 17:19
Friday: Booked at the following times: from 9:52 to 11:42, from 12:28 to 14:48

The schedule for Samantha Warren's week in their local time is as follows:
Monday: Booked at the following times: from 10:14 to 11:34, from 13:07 to 15:27, from 15:35 to 16:45, from 17:09 to 17:59
Tuesday: Booked at the following times: from 9:38 to 10:28, from 11:23 to 12:53, from 13:35 to 15:15, from 16:11 to 16:41
Wednesday: Booked at the following times: from 12:47 to 14:57, from 15:41 to 17:31
Thursday: Booked at the following times: from 10:31 to 12:01, from 13:20 to 14:50, from 15:09 to 17:29
Friday: Booked at the following times: from 10:10 to 12:00, from 12:19 to 13:29, from 13:34 to 14:54, from 16:19 to 17:49

The schedule for Christine Spencer's week in their local time is as follows:
Monday: Booked at the following times: from 9:36 to 11:26, from 12:13 to 13:03, from 13:48 to 15:38, from 15:42 to 16:22
Tuesday: Booked at the following times: from 11:42 to 13:32, from 15:22 to 16:42, from 16:47 to 17:37
Wednesday: Booked at the following times: from 9:27 to 10:37, from 10:53 to 11:23, from 12:30 to 14:50, from 15:11 to 15:31, from 15:36 to 16:06, from 16:47 to 17:37
Thursday: Booked at the following times: from 10:37 to 11:37, from 14:57 to 15:47, from 15:58 to 17:18
Friday: Booked at the following times: from 9:32 to 12:02, from 13:21 to 14:11, from 15:49 to 17:49

The schedule for Pamela Stevenson's week in their local time is as follows:
Monday: Booked at the following times: from 9:29 to 10:29, from 10:47 to 12:17, from 15:12 to 17:12
Tuesday: Booked at the following times: from 10:21 to 11:31, from 11:38 to 14:08, from 14:17 to 16:37
Wednesday: Booked at the following times: from 9:11 to 9:31, from 10:08 to 12:38, from 13:31 to 15:31, from 15:53 to 16:13, from 17:21 to 17:41
Thursday: Booked at the following times: from 10:38 to 11:28, from 11:30 to 13:30, from 14:21 to 14:41, from 15:13 to 17:33
Friday: Booked at the following times: from 9:58 to 11:28, from 11:53 to 13:03, from 13:58 to 16:18

Ryan Dyer requires 15 minutes free before and after the meeting
Samantha Warren can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Christine Spencer can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting

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

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


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

Joshua Thompson, Evelyn Brennan, Jennifer Aguilar, Steven Flowers work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Joshua Thompson's week in their local time is as follows:
Monday: Booked at the following times: from 9:41 to 10:41, from 10:44 to 11:04, from 13:35 to 13:55, from 14:52 to 15:42, from 17:09 to 17:29
Tuesday: Booked at the following times: from 9:34 to 12:04, from 12:32 to 15:02, from 16:09 to 16:39
Wednesday: Booked at the following times: from 9:36 to 12:06, from 12:10 to 12:50, from 14:44 to 15:34, from 16:55 to 17:55
Thursday: Booked at the following times: from 11:29 to 13:19, from 13:35 to 14:25, from 14:37 to 15:07, from 15:14 to 17:24
Friday: Booked at the following times: from 12:31 to 14:21, from 14:39 to 15:59, from 16:47 to 17:27

The schedule for Evelyn Brennan's week in their local time is as follows:
Monday: Booked at the following times: from 9:34 to 10:34, from 12:13 to 13:33, from 15:33 to 16:53
Tuesday: Booked at the following times: from 10:48 to 13:18, from 14:17 to 16:27
Wednesday: Booked at the following times: from 9:12 to 9:42, from 10:43 to 12:43, from 13:23 to 13:53, from 14:15 to 16:05, from 17:18 to 17:48
Thursday: Free only at the following times: anytime before 9:16, from 10:06 to 10:10, from 11:20 to 12:25, from 13:45 to 14:03, from 14:23 to 14:31, from 15:11 to 16:03, anytime after 17:23
Friday: Booked at the following times: from 9:28 to 11:48, from 13:12 to 15:32, from 16:16 to 16:56

The schedule for Jennifer Aguilar's week in their local time is as follows:
Monday: Booked at the following times: from 10:23 to 11:13, from 13:06 to 14:36, from 15:36 to 16:06, from 16:30 to 17:40
Tuesday: Free only at the following times: from 9:50 to 10:01, from 12:01 to 13:06, from 15:06 to 15:50, from 16:20 to 17:13, anytime after 17:33
Wednesday: Booked at the following times: from 10:32 to 13:02, from 13:14 to 13:34, from 13:56 to 14:36, from 14:37 to 14:57, from 15:26 to 16:46, from 16:58 to 17:28
Thursday: Booked at the following times: from 10:13 to 11:13, from 11:34 to 12:54, from 12:57 to 14:07, from 15:19 to 16:49
Friday: Booked at the following times: from 9:25 to 11:25, from 12:18 to 13:18, from 13:39 to 14:09, from 14:11 to 14:41, from 15:40 to 16:00, from 16:18 to 16:58

The schedule for Steven Flowers's week in their local time is as follows:
Monday: Booked at the following times: from 9:56 to 10:46, from 11:16 to 13:16, from 13:37 to 14:27, from 15:31 to 16:01, from 16:08 to 16:38
Tuesday: Booked at the following times: from 9:17 to 10:57, from 12:27 to 13:47, from 13:55 to 14:55, from 15:11 to 15:41, from 16:34 to 17:34
Wednesday: Free only at the following times: anytime before 9:23, from 10:53 to 15:15, from 16:05 to 16:40
Thursday: Booked at the following times: from 9:04 to 10:24, from 10:32 to 11:02, from 12:10 to 14:40, from 15:42 to 17:42
Friday: Booked at the following times: from 10:15 to 11:25, from 12:20 to 13:00, from 13:19 to 14:39, from 15:54 to 17:04

Joshua Thompson is in a timezone that is 2 hours behind of other participants
Evelyn Brennan requires 10 minutes free before and after the meeting
Jennifer Aguilar is in a timezone that is 1 hour ahead of other participants
Steven Flowers 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.

Victoria Johnson, Donna Barajas, Peter Carrillo, Carlos Anderson PhD, Jacqueline Guerrero 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 Victoria Johnson's week in their local time is as follows:
Monday: Booked at the following times: from 10:16 to 11:26, from 13:29 to 14:19, from 15:02 to 16:22
Tuesday: Booked at the following times: from 9:31 to 10:11, from 10:17 to 10:37, from 13:43 to 15:23, from 15:24 to 17:44
Wednesday: Booked at the following times: from 9:28 to 9:48, from 12:25 to 13:25, from 13:26 to 15:36, from 16:10 to 16:50
Thursday: Booked at the following times: from 11:12 to 12:02, from 12:32 to 13:52, from 14:16 to 16:06, from 16:11 to 16:31
Friday: Free only at the following times: anytime before 9:30, from 12:20 to 12:35, from 13:15 to 14:27, from 14:57 to 15:00, from 16:10 to 16:45, anytime after 17:05

The schedule for Donna Barajas's week in their local time is as follows:
Monday: Booked at the following times: from 9:19 to 9:39, from 9:47 to 10:27, from 10:31 to 11:21, from 11:26 to 11:46, from 12:06 to 12:26, from 13:12 to 14:52, from 15:43 to 16:03, from 16:09 to 16:29, from 16:42 to 17:02
Tuesday: Free only at the following times: anytime before 9:22, from 10:12 to 10:19, from 12:19 to 12:26, from 13:26 to 14:02, anytime after 15:12
Wednesday: Booked at the following times: from 9:01 to 10:41, from 11:20 to 11:40, from 12:40 to 14:00, from 14:59 to 15:29, from 16:15 to 17:25, from 17:33 to 17:53
Thursday: Booked at the following times: from 12:05 to 14:15, from 14:25 to 15:55
Friday: Booked at the following times: from 9:28 to 10:08, from 10:12 to 10:52, from 10:58 to 12:18, from 13:11 to 14:31, from 15:02 to 15:32, from 15:34 to 16:44

The schedule for Peter Carrillo's week in their local time is as follows:
Monday: Booked at the following times: from 9:39 to 11:19, from 11:52 to 13:02, from 14:57 to 16:47
Tuesday: Booked at the following times: from 9:28 to 11:28, from 11:55 to 14:15
Wednesday: Booked at the following times: from 9:13 to 10:53, from 13:24 to 15:24, from 15:28 to 16:28, from 16:39 to 17:59
Thursday: Booked at the following times: from 11:05 to 13:35, from 14:27 to 15:37, from 15:41 to 17:41
Friday: Booked at the following times: from 9:46 to 10:46, from 11:48 to 12:28, from 12:51 to 13:31, from 13:53 to 14:33, from 14:52 to 15:42, from 16:09 to 16:39

The schedule for Carlos Anderson PhD's week in their local time is as follows:
Monday: Booked at the following times: from 9:13 to 10:43, from 11:34 to 13:34, from 14:50 to 16:00
Tuesday: Free only at the following times: from 11:00 to 11:35, from 12:55 to 15:43, anytime after 17:53
Wednesday: Booked at the following times: from 11:03 to 11:53, from 12:01 to 12:41, from 13:43 to 15:33, from 16:14 to 16:44, from 17:00 to 17:30, from 17:39 to 17:59
Thursday: Booked at the following times: from 9:13 to 10:43, from 12:20 to 13:30, from 14:19 to 15:09, from 15:44 to 17:44
Friday: Free only at the following times: anytime before 9:26, from 10:26 to 10:42, from 11:12 to 12:02, from 13:32 to 14:01, from 14:21 to 14:47, from 15:47 to 16:43, from 17:13 to 17:18, anytime after 17:48

The schedule for Jacqueline Guerrero's week in their local time is as follows:
Monday: Booked at the following times: from 9:33 to 11:43, from 12:38 to 13:28, from 13:46 to 15:26, from 16:13 to 17:23
Tuesday: Booked at the following times: from 9:24 to 9:44, from 10:29 to 11:29, from 11:37 to 12:47, from 14:06 to 15:16, from 15:19 to 16:29, from 16:37 to 17:57
Wednesday: Booked at the following times: from 9:40 to 10:10, from 10:29 to 11:59, from 15:27 to 17:37
Thursday: Booked at the following times: from 10:56 to 12:06, from 12:19 to 13:49, from 14:58 to 15:18, from 15:53 to 17:53
Friday: Booked at the following times: from 10:41 to 11:31, from 11:43 to 14:03, from 14:50 to 17:10

Victoria Johnson is in a timezone that is 1 hour ahead of other participants
Peter Carrillo needs a break for lunch on Monday from 11:21 to 11:51
Carlos Anderson PhD requires 10 minutes free before and after the meeting

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

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


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

Amanda Meyers, Joel Freeman, Joshua Phelps, Shannon Scott, Yolanda Williams work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Amanda Meyers's week in their local time is as follows:
Monday: Booked at the following times: from 11:02 to 12:42, from 14:53 to 15:53, from 16:02 to 17:22
Tuesday: Free only at the following times: anytime before 9:24, from 11:04 to 13:43, anytime after 17:33
Wednesday: Booked at the following times: from 9:34 to 11:34, from 11:58 to 13:38, from 13:41 to 16:11
Thursday: Free only at the following times: anytime before 9:39, from 10:39 to 12:09, from 14:39 to 16:20
Friday: Booked at the following times: from 9:30 to 11:30, from 14:16 to 16:16

The schedule for Joel Freeman's week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:19, from 12:09 to 12:23, from 14:33 to 15:41, anytime after 17:01
Tuesday: Booked at the following times: from 10:37 to 12:17, from 12:32 to 13:52, from 14:31 to 16:51
Wednesday: Booked at the following times: from 9:15 to 10:45, from 11:00 to 11:20, from 11:22 to 12:42
Thursday: Booked at the following times: from 9:53 to 11:53, from 14:33 to 15:33, from 16:10 to 17:20
Friday: Booked at the following times: from 10:45 to 11:15, from 11:48 to 12:18, from 13:31 to 15:41, from 15:50 to 17:20

The schedule for Joshua Phelps's week in their local time is as follows:
Monday: Booked at the following times: from 10:15 to 10:55, from 12:01 to 14:11, from 15:07 to 17:07
Tuesday: Booked at the following times: from 9:27 to 10:17, from 11:14 to 12:54, from 13:25 to 15:45, from 16:57 to 17:17
Wednesday: Booked at the following times: from 9:06 to 10:56, from 11:18 to 11:58, from 12:40 to 13:20, from 14:04 to 14:34, from 15:25 to 15:55, from 16:34 to 17:04
Thursday: Booked at the following times: from 9:13 to 11:03, from 11:09 to 11:39, from 12:09 to 12:29, from 13:51 to 15:31, from 15:39 to 16:39
Friday: Booked at the following times: from 9:34 to 10:34, from 10:48 to 11:18, from 12:28 to 14:18, from 15:22 to 16:12, from 16:40 to 17:40

The schedule for Shannon Scott's week in their local time is as follows:
Monday: Booked at the following times: from 11:32 to 12:22, from 12:44 to 14:14, from 15:07 to 16:47, from 17:26 to 17:46
Tuesday: Booked at the following times: from 10:36 to 11:56, from 13:34 to 14:14, from 14:54 to 17:14
Wednesday: Booked at the following times: from 10:28 to 10:48, from 11:42 to 12:02, from 12:21 to 12:51, from 13:44 to 14:14, from 14:56 to 15:46, from 16:02 to 17:22
Thursday: Booked at the following times: from 9:28 to 10:18, from 13:03 to 13:33, from 15:04 to 15:54, from 16:35 to 17:55
Friday: Booked at the following times: from 10:36 to 11:56, from 12:15 to 12:35, from 14:05 to 14:45, from 14:57 to 16:37

The schedule for Yolanda Williams's week in their local time is as follows:
Monday: Booked at the following times: from 11:45 to 13:25, from 14:40 to 17:10
Tuesday: Booked at the following times: from 10:19 to 10:49, from 12:10 to 13:50, from 13:52 to 15:32, from 15:47 to 16:27
Wednesday: Booked at the following times: from 9:38 to 10:08, from 10:52 to 11:42, from 11:57 to 12:17, from 12:45 to 13:45, from 14:23 to 15:23, from 15:29 to 16:29, from 16:30 to 17:20, from 17:28 to 17:58
Thursday: Booked at the following times: from 10:32 to 11:42, from 11:59 to 14:29, from 15:40 to 17:30
Friday: Free only at the following times: anytime before 10:50, from 11:20 to 11:55, from 13:55 to 14:36, from 15:46 to 15:50

Amanda Meyers requires 10 minutes free before and after the meeting
Joel Freeman can clear any meeting of 60 minutes or less from their schedule to accommodate the meeting
Joshua Phelps is in a timezone that is 2 hours ahead of other participants
Shannon Scott needs a break for lunch on Thursday from 12:08 to 12:38
Yolanda Williams 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.

Robin Brown, Cassie Molina, Christopher Duarte, Chris Owen, Joshua Cook 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 Robin Brown's week in their local time is as follows:
Monday: Booked at the following times: from 9:44 to 10:34, from 10:54 to 11:14, from 11:29 to 12:39, from 13:16 to 14:26, from 14:36 to 15:06, from 15:15 to 15:35, from 15:44 to 16:34, from 16:40 to 17:20
Tuesday: Booked at the following times: from 9:38 to 10:38, from 10:39 to 11:39, from 11:43 to 12:03, from 12:16 to 12:46, from 14:01 to 14:21, from 14:33 to 15:03
Wednesday: Booked at the following times: from 9:20 to 9:40, from 10:14 to 11:24, from 14:32 to 16:32
Thursday: Booked at the following times: from 10:07 to 10:57, from 12:54 to 13:34, from 14:23 to 15:23, from 15:25 to 16:45
Friday: Booked at the following times: from 10:00 to 10:50, from 11:00 to 13:00, from 14:49 to 17:09

The schedule for Cassie Molina's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 9:43, from 10:17 to 12:17, from 12:55 to 13:15, from 13:40 to 15:50, from 16:54 to 17:24
Tuesday: Booked at the following times: from 9:11 to 10:21, from 10:43 to 12:33, from 12:45 to 13:55, from 14:43 to 16:33, from 17:07 to 17:27
Wednesday: Booked at the following times: from 9:22 to 9:42, from 10:28 to 11:18, from 11:26 to 13:26, from 13:43 to 15:23, from 16:37 to 17:17
Thursday: Booked at the following times: from 9:02 to 9:42, from 9:46 to 11:16, from 12:41 to 13:11, from 13:53 to 14:13, from 14:31 to 15:21, from 15:54 to 16:44
Friday: Booked at the following times: from 11:27 to 13:17, from 15:15 to 17:15

The schedule for Christopher Duarte's week in their local time is as follows:
Monday: Booked at the following times: from 9:12 to 11:42, from 13:25 to 14:15, from 15:44 to 16:04
Tuesday: Booked at the following times: from 9:25 to 10:45, from 11:38 to 13:48, from 14:45 to 15:25, from 16:28 to 16:48, from 16:49 to 17:49
Wednesday: Booked at the following times: from 11:04 to 12:34, from 13:18 to 14:38
Thursday: Booked at the following times: from 10:08 to 11:18, from 12:01 to 12:41, from 15:01 to 17:31
Friday: Booked at the following times: from 9:03 to 10:33, from 11:29 to 12:19, from 13:36 to 14:46, from 16:05 to 17:05, from 17:18 to 17:38

The schedule for Chris Owen's week in their local time is as follows:
Monday: Booked at the following times: from 9:21 to 9:41, from 11:54 to 14:14, from 14:31 to 15:21, from 15:43 to 17:43
Tuesday: Booked at the following times: from 9:20 to 9:50, from 11:05 to 12:55, from 13:15 to 14:35, from 15:24 to 17:34
Wednesday: Booked at the following times: from 9:24 to 11:04, from 11:50 to 12:40, from 12:50 to 13:40, from 14:54 to 15:34, from 16:39 to 17:59
Thursday: Booked at the following times: from 9:34 to 10:04, from 10:13 to 10:53, from 11:27 to 12:07, from 12:36 to 12:56, from 13:19 to 14:09, from 14:18 to 14:38, from 14:51 to 15:21, from 15:37 to 16:37, from 17:33 to 17:53
Friday: Booked at the following times: from 9:37 to 12:07, from 13:25 to 14:15, from 14:34 to 15:34

The schedule for Joshua Cook's week in their local time is as follows:
Monday: Free only at the following times: from 11:10 to 12:25, from 13:25 to 14:01, anytime after 16:11
Tuesday: Booked at the following times: from 9:48 to 11:18, from 11:27 to 12:17, from 13:43 to 14:33, from 15:43 to 16:33
Wednesday: Booked at the following times: from 9:40 to 11:20, from 15:46 to 17:26
Thursday: Booked at the following times: from 9:09 to 9:39, from 12:17 to 13:47, from 13:53 to 14:43, from 15:07 to 17:37
Friday: Booked at the following times: from 9:24 to 10:14, from 10:39 to 11:49, from 11:53 to 13:13, from 13:52 to 14:42, from 15:00 to 16:40

Robin Brown needs a break for lunch on Friday from 13:00 to 13:30
Cassie Molina is in a timezone that is 1 hour behind of other participants
Christopher Duarte needs a break for lunch on Thursday from 11:20 to 11:50
Chris Owen requires 5 minutes free before and after the meeting
Joshua Cook needs a break for lunch on Wednesday from 11:47 to 12:17

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

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


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

Ashley Miles, John Palmer, John Brown, Paul Davis, Chelsey Moreno work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Ashley Miles's week in their local time is as follows:
Monday: Booked at the following times: from 9:05 to 9:25, from 9:33 to 10:23, from 11:21 to 12:41, from 13:51 to 15:31, from 16:38 to 17:58
Tuesday: Booked at the following times: from 10:17 to 11:27, from 11:56 to 12:46, from 14:26 to 15:16, from 17:03 to 17:53
Wednesday: Booked at the following times: from 10:11 to 12:21, from 14:43 to 16:13, from 16:42 to 17:42
Thursday: Booked at the following times: from 10:43 to 11:23, from 11:26 to 12:56, from 13:01 to 15:31
Friday: Booked at the following times: from 9:26 to 9:46, from 9:51 to 10:31, from 11:22 to 13:02, from 13:50 to 15:40, from 16:06 to 16:56

The schedule for John Palmer's week in their local time is as follows:
Monday: Booked at the following times: from 9:44 to 11:14, from 11:43 to 12:33, from 13:37 to 15:07, from 15:39 to 15:59, from 16:16 to 16:56, from 17:21 to 17:41
Tuesday: Booked at the following times: from 9:05 to 10:25, from 11:04 to 11:54, from 13:04 to 13:34, from 13:44 to 15:04, from 15:27 to 16:57
Wednesday: Booked at the following times: from 9:27 to 11:17, from 11:37 to 12:57, from 13:25 to 13:45, from 14:13 to 14:43, from 16:17 to 17:37
Thursday: Booked at the following times: from 10:37 to 11:07, from 13:05 to 15:05, from 15:13 to 17:23
Friday: Booked at the following times: from 9:22 to 9:52, from 9:54 to 10:34, from 11:53 to 13:43, from 15:01 to 15:31, from 16:11 to 16:51

The schedule for John Brown's week in their local time is as follows:
Monday: Booked at the following times: from 9:32 to 10:12, from 11:12 to 11:32, from 11:48 to 12:18, from 12:21 to 12:41, from 12:56 to 13:26, from 14:08 to 14:28, from 15:03 to 16:13, from 16:27 to 17:07, from 17:27 to 17:47
Tuesday: Booked at the following times: from 9:06 to 11:36, from 12:39 to 14:09
Wednesday: Booked at the following times: from 11:32 to 13:52, from 14:22 to 15:42
Thursday: Booked at the following times: from 9:14 to 9:44, from 9:57 to 10:47, from 11:06 to 11:36, from 12:25 to 13:55, from 14:04 to 15:24, from 16:38 to 17:58
Friday: Booked at the following times: from 9:30 to 10:30, from 10:37 to 11:47, from 16:11 to 17:41

The schedule for Paul Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:21 to 10:21, from 10:23 to 11:03, from 11:29 to 12:39, from 12:58 to 13:58, from 15:33 to 17:03
Tuesday: Booked at the following times: from 9:15 to 10:35, from 11:23 to 12:23, from 12:39 to 13:29, from 14:43 to 15:33, from 17:05 to 17:25
Wednesday: Free only at the following times: anytime before 10:02, from 11:42 to 12:47, from 13:17 to 15:21, anytime after 17:31
Thursday: Booked at the following times: from 9:07 to 10:37, from 12:01 to 13:21, from 13:41 to 14:21
Friday: Booked at the following times: from 10:48 to 11:58, from 14:30 to 17:00

The schedule for Chelsey Moreno's week in their local time is as follows:
Monday: Booked at the following times: from 9:24 to 11:34, from 12:22 to 14:22, from 16:23 to 17:13
Tuesday: Booked at the following times: from 10:47 to 12:47, from 13:10 to 14:10, from 15:40 to 16:40
Wednesday: Booked at the following times: from 9:31 to 10:41, from 11:36 to 13:26, from 15:52 to 16:42
Thursday: Booked at the following times: from 9:04 to 11:34, from 12:13 to 13:03, from 14:57 to 16:07
Friday: Booked at the following times: from 9:50 to 12:10, from 12:19 to 12:59, from 15:31 to 16:01, from 16:32 to 17:12

John Palmer can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
John Brown requires 15 minutes free before and after the meeting
Paul Davis is in a timezone that is 2 hours ahead of other participants
Chelsey Moreno needs a break for lunch on Thursday from 11:43 to 12:13

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.

Angela Sullivan, Jessica Davis, Lorraine Lopez, Thomas Hicks 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 Angela Sullivan's week in their local time is as follows:
Monday: Booked at the following times: from 9:34 to 11:44, from 12:21 to 12:51, from 15:38 to 16:58
Tuesday: Booked at the following times: from 9:50 to 11:00, from 11:51 to 12:21, from 13:53 to 15:33, from 16:07 to 17:57
Wednesday: Free only at the following times: anytime before 9:15, from 10:25 to 12:56, from 14:16 to 14:41, from 16:21 to 16:43, anytime after 17:23
Thursday: Booked at the following times: from 11:10 to 11:40, from 11:56 to 13:36, from 13:44 to 14:04, from 15:46 to 16:56
Friday: Free only at the following times: anytime before 9:51, from 10:11 to 10:35, from 11:45 to 11:52, from 12:32 to 14:12, from 14:52 to 14:54, from 16:14 to 16:46, anytime after 17:26

The schedule for Jessica Davis's week in their local time is as follows:
Monday: Booked at the following times: from 9:23 to 10:53, from 11:43 to 12:33, from 12:51 to 13:11, from 15:44 to 17:04, from 17:15 to 17:35
Tuesday: Booked at the following times: from 9:20 to 10:00, from 12:12 to 12:42, from 12:51 to 15:01
Wednesday: Booked at the following times: from 9:05 to 10:55, from 12:16 to 12:46, from 13:46 to 14:26, from 15:00 to 16:50
Thursday: Booked at the following times: from 9:38 to 10:38, from 11:55 to 12:45, from 14:22 to 16:22
Friday: Booked at the following times: from 9:23 to 11:13, from 12:42 to 15:02, from 15:36 to 16:46

The schedule for Lorraine Lopez's week in their local time is as follows:
Monday: Booked at the following times: from 9:57 to 11:47, from 14:24 to 15:54, from 17:39 to 17:59
Tuesday: Booked at the following times: from 10:47 to 11:47, from 14:20 to 15:40, from 15:51 to 17:41
Wednesday: Booked at the following times: from 9:38 to 11:48, from 13:03 to 14:23
Thursday: Booked at the following times: from 9:23 to 10:43, from 11:03 to 11:33, from 11:45 to 13:25, from 14:14 to 14:34, from 14:39 to 15:09, from 16:04 to 17:34
Friday: Free only at the following times: from 11:00 to 13:37, anytime after 16:07

The schedule for Thomas Hicks's week in their local time is as follows:
Monday: Booked at the following times: from 10:17 to 12:27, from 12:47 to 14:37, from 14:44 to 15:34, from 16:01 to 16:51
Tuesday: Booked at the following times: from 9:51 to 10:41, from 11:05 to 12:25, from 13:33 to 14:33, from 16:08 to 17:08, from 17:09 to 17:59
Wednesday: Booked at the following times: from 11:56 to 13:06, from 13:47 to 14:37, from 14:52 to 17:22
Thursday: Booked at the following times: from 9:13 to 10:53, from 13:01 to 13:21, from 13:55 to 16:05
Friday: Free only at the following times: anytime before 9:04, from 9:54 to 10:24, from 10:44 to 11:34, from 12:34 to 12:37, from 14:07 to 14:49, from 16:09 to 16:39, anytime after 17:19

Angela Sullivan is in a timezone that is 1 hour behind of other participants
Thomas Hicks requires 10 minutes free before and after the meeting

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

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


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

Rose Miller, Emily Maldonado, Robin Craig 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 Rose Miller's week in their local time is as follows:
Monday: Free only at the following times: anytime before 12:38, from 13:48 to 15:30
Tuesday: Booked at the following times: from 11:18 to 13:38, from 14:17 to 16:47
Wednesday: Booked at the following times: from 10:41 to 12:21, from 14:21 to 15:11, from 15:20 to 16:30, from 16:37 to 16:57
Thursday: Free only at the following times: anytime before 9:33, from 12:13 to 12:59, from 13:49 to 14:49, from 15:29 to 15:57, anytime after 17:07
Friday: Booked at the following times: from 9:44 to 11:34, from 12:59 to 13:39, from 14:02 to 14:32, from 16:44 to 17:34

The schedule for Emily Maldonado's week in their local time is as follows:
Monday: Booked at the following times: from 10:12 to 12:42, from 12:58 to 13:18, from 13:26 to 13:46, from 13:55 to 14:15, from 14:50 to 15:20, from 15:26 to 16:26
Tuesday: Booked at the following times: from 9:40 to 10:20, from 11:26 to 12:16, from 15:24 to 15:44, from 16:07 to 16:37, from 16:49 to 17:59
Wednesday: Free only at the following times: anytime before 9:12, from 10:52 to 12:19, from 12:49 to 13:05, from 13:45 to 14:16, from 14:36 to 15:29, from 15:49 to 16:11, anytime after 17:51
Thursday: Booked at the following times: from 9:38 to 11:48, from 12:12 to 12:52, from 13:08 to 15:28
Friday: Booked at the following times: from 9:13 to 10:13, from 10:31 to 10:51, from 11:12 to 13:42, from 14:45 to 15:25

The schedule for Robin Craig's week in their local time is as follows:
Monday: Booked at the following times: from 10:10 to 12:10, from 13:13 to 15:13
Tuesday: Free only at the following times: anytime before 9:25, from 11:35 to 12:37, from 12:57 to 13:20, from 16:30 to 16:43, anytime after 17:03
Wednesday: Free only at the following times: anytime before 9:35, from 9:55 to 10:27, from 12:27 to 12:38, from 13:28 to 14:15, from 15:35 to 15:53, anytime after 16:23
Thursday: Booked at the following times: from 9:51 to 12:11, from 13:17 to 15:27
Friday: Booked at the following times: from 10:16 to 12:06, from 12:43 to 13:23, from 13:34 to 14:34, from 15:04 to 15:34, from 15:35 to 15:55, from 16:24 to 16:44, from 17:33 to 17:53

Rose Miller requires 15 minutes free before and after the meeting
Emily Maldonado can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Robin Craig needs a break for lunch on Monday from 12:23 to 12:53

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

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


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

Ashley Ross, Jessica Gutierrez, Traci Peterson, Ryan Bailey, Tiffany Bailey work from 9:00 to 18:00 their local time on weekdays. They want to have a meeting some time this week.

The schedule for Ashley Ross's week in their local time is as follows:
Monday: Free only at the following times: anytime before 11:03, from 15:03 to 15:57, anytime after 17:27
Tuesday: Booked at the following times: from 9:24 to 9:44, from 9:52 to 10:22, from 11:08 to 13:28, from 13:39 to 14:09, from 14:48 to 15:08, from 16:04 to 17:24
Wednesday: Booked at the following times: from 9:32 to 10:22, from 11:01 to 12:31, from 12:38 to 15:08
Thursday: Booked at the following times: from 9:59 to 11:49, from 11:54 to 12:44, from 13:41 to 14:31, from 14:57 to 15:37, from 16:55 to 17:15
Friday: Booked at the following times: from 11:23 to 13:53, from 14:11 to 16:01

The schedule for Jessica Gutierrez's week in their local time is as follows:
Monday: Booked at the following times: from 9:17 to 10:47, from 11:00 to 13:00, from 14:14 to 14:54, from 15:49 to 16:39
Tuesday: Booked at the following times: from 11:42 to 13:42, from 15:13 to 17:03, from 17:04 to 17:54
Wednesday: Booked at the following times: from 9:19 to 11:19, from 12:27 to 13:27, from 13:52 to 15:32, from 15:35 to 16:35
Thursday: Booked at the following times: from 10:15 to 11:55, from 12:07 to 14:07, from 14:08 to 14:28, from 14:34 to 16:04, from 16:10 to 16:50
Friday: Booked at the following times: from 9:26 to 10:36, from 13:56 to 15:36, from 16:09 to 17:29

The schedule for Traci Peterson's week in their local time is as follows:
Monday: Booked at the following times: from 11:14 to 13:14, from 14:30 to 16:40
Tuesday: Booked at the following times: from 9:17 to 9:37, from 11:19 to 12:09, from 12:10 to 12:50, from 14:24 to 14:54, from 14:55 to 17:15
Wednesday: Booked at the following times: from 10:26 to 12:46, from 14:49 to 16:09
Thursday: Booked at the following times: from 9:06 to 10:46, from 10:53 to 12:03, from 12:05 to 12:25, from 14:50 to 17:10
Friday: Free only at the following times: anytime before 9:13, from 9:53 to 10:00, from 12:50 to 14:49, anytime after 15:19

The schedule for Ryan Bailey's week in their local time is as follows:
Monday: Booked at the following times: from 9:35 to 11:35, from 13:24 to 14:34, from 15:49 to 17:39
Tuesday: Booked at the following times: from 10:06 to 11:16, from 11:39 to 12:29, from 13:32 to 14:52, from 15:48 to 16:18, from 16:21 to 17:01, from 17:10 to 17:50
Wednesday: Booked at the following times: from 9:01 to 10:01, from 10:30 to 10:50, from 11:15 to 12:05, from 13:04 to 14:04, from 14:14 to 15:34, from 16:29 to 16:59
Thursday: Booked at the following times: from 10:25 to 11:45, from 12:10 to 13:30, from 13:38 to 14:08, from 14:50 to 17:20
Friday: Booked at the following times: from 10:02 to 11:02, from 11:27 to 12:07, from 12:25 to 12:45, from 12:51 to 13:11, from 13:26 to 15:16, from 16:14 to 17:54

The schedule for Tiffany Bailey's week in their local time is as follows:
Monday: Booked at the following times: from 9:44 to 12:14, from 12:35 to 14:35, from 14:45 to 17:05
Tuesday: Free only at the following times: anytime before 10:33, from 11:33 to 11:46, from 12:06 to 12:15, from 13:55 to 14:04, from 15:04 to 15:26, anytime after 16:46
Wednesday: Booked at the following times: from 9:06 to 10:16, from 10:17 to 11:17, from 12:33 to 13:33, from 13:43 to 16:03
Thursday: Booked at the following times: from 10:09 to 11:19, from 12:32 to 12:52, from 14:23 to 16:53
Friday: Booked at the following times: from 9:41 to 10:01, from 10:23 to 11:03, from 12:27 to 14:47, from 15:27 to 16:27, from 16:39 to 17:39

Ashley Ross can clear any meeting of 20 minutes or less from their schedule to accommodate the meeting
Jessica Gutierrez can clear any meeting of 40 minutes or less from their schedule to accommodate the meeting
Traci Peterson requires 10 minutes free before and after the meeting
Ryan Bailey needs a break for lunch on Monday from 12:36 to 13:06

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