We take a line segment of length $\textbf{C}$ on a one-dimensional plane and bend it to create a circle with circumference $\textbf{C}$ that's indexed from $0$ to $\boldsymbol{c-1}$. For example, if $c=4$:

We denote a pair of points, $a$ and $\boldsymbol{b}$, as $\rho(a,b)$. We then plot $n$ pairs of points (meaning a total of $2\cdot n$ individual points) at various indices along the circle's circumference. We define the distance $d(a,b)$ between points $a$ and $\boldsymbol{b}$ in pair $\rho(a,b)$ as $min(|a-b|,c-|a-b|)$.

Next, let's consider two pairs: $\rho(a_i,b_i)$ and $\rho(a_j,b_j)$. We define distance $d(\rho(a_i,b_i),\rho(a_j,b_j))$ as the minimum of the six distances between any two points among points $a_i$, $b_i$, $a_j$, and $b_j$. In other words: 
$d(\rho_i,\rho_j)=min(d(a_i,a_j),d(a_i,b_i),d(a_i,b_j),d(b_i,b_j),d(a_j,b_i),d(a_j,b_j))$

For example, consider the following diagram in which the relationship between points in pairs at non-overlapping indices is shown by a connecting line:

Given $n$ pairs of points and the value of $\textbf{C}$, find and print the maximum value of $d(\rho_i,\rho_j)$, where $i\neq j$, among all pairs of points.

Input Format

The first line contains two space-separated integers describing the respective values of $n$ (the number of pairs of points) and $\textbf{C}$ (the circumference of the circle). 

Each line $\boldsymbol{i}$ of the $n$ subsequent lines contains two space-separated integers describing the values of $a_i$ and $b_i$ (i.e., the locations of the points in pair $\boldsymbol{i}$).

Constraints

$1\leq c\leq10^6$
$2\leq n\leq10^5$
$0\leq a,b<c$

Output Format

Print a single integer denoting the maximum $d(\rho_i$, $\rho_j)$, where $i\neq j$.

Sample Input 0
5 8
0 4
2 6
1 5
3 7
4 4

Sample Output 0
2

Explanation 0

In the diagram below, the relationship between points in pairs at non-overlapping indices is shown by a connecting line:

As you can see, the maximum distance between any two pairs of points is $2$, so we print $2$ as our answer.

Sample Input 1
2 1000
0 10
10 20

Sample Output 1
0

Explanation 1

In the diagram below, we have four individual points located at three indices:

Because two of the points overlap, the minimum distance between the two pairs of points is $0$. Thus, we print $0$ as our answer.

Difficulty: HARD

Solutions:
import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()


import math
import os
import random
import re
import sys
import copy
import operator
sys.setrecursionlimit(20000)

def primary_distance(a, b, c):
	dist_array = min(abs(a - b), c - abs(a - b))
	return dist_array

def distance_array(array, c):
	assert len(array) == 2
	(a_1, b_1) = tuple(array[0])
	(a_2, b_2) = tuple(array[1])
	d_1 = primary_distance(a_1, b_1, c)
	d_2 = primary_distance(a_1, b_2, c)
	d_3 = primary_distance(a_1, a_2, c)
	d_4 = primary_distance(b_1, a_2, c)
	d_5 = primary_distance(b_1, b_2, c)
	d_6 = primary_distance(a_2, b_2, c)
	return min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6)))))

def distance_fe(array, c, f_element):
	maximum = 0
	for couple in array:
		distance = distance_array([f_element, couple], c)
		if distance > maximum:
			maximum = distance
	return maximum

def point_dist(array, c):
	global_min = 0
	common_info = {}
	array2 = copy.deepcopy(array)
	for (indice, couple_i) in enumerate(array):
		(a_i, b_i) = (couple_i[0], couple_i[1])
		try:
			common_info[a_i, b_i]
		except KeyError:
			common_info[a_i, b_i] = primary_distance(a_i, b_i, c)
		for couple_j in array[indice + 1:]:
			(a_j, b_j) = (couple_j[0], couple_j[1])
			d_1 = common_info[a_i, b_i]
			d_2 = primary_distance(a_i, b_j, c)
			d_3 = primary_distance(a_i, a_j, c)
			d_4 = primary_distance(b_i, a_j, c)
			d_5 = primary_distance(b_i, b_j, c)
			try:
				d_6 = common_info[a_j, b_j]
			except KeyError:
				d_6 = primary_distance(a_j, b_j, c)
				common_info[a_j, b_j] = d_6
			global_min = max(global_min, min(d_1, min(d_2, min(d_3, min(d_4, min(d_5, d_6))))))
	return global_min

def recursive_way(array, c):
	n = len(array)
	if n == 3:
		d_01 = distance_array(array[0:2], c)
		d_02 = distance_array(array[-1:] + array[0:1], c)
		d_12 = distance_array(array[1:], c)
		return max(d_01, max(d_02, d_12))
	elif n == 2:
		return distance_array(array, c)
	elif n == 1:
		return 0
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(recursive_way(array_1, c), recursive_way(array_2, c))

def diviser(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([point, array[0]], c)
	else:
		array_1 = array[:n // 2]
		array_2 = array[n // 2:]
		return max(diviser(array_1, c, point), diviser(array_2, c, point))

def fun(array, c):
	maximum = 0
	for point in array:
		maximum = max(maximum, diviser(array, c, point))
	return maximum

def divide_andconquer(array, c, point):
	n = len(array)
	if n == 1:
		return distance_array([array[0], point], c)
	elif n == 2:
		return distance_array(array, c)
	else:
		fst_point = point
		array.sort(key=lambda v: distance_array([v, fst_point], c), reverse=True)
		try:
			array.remove(fst_point)
		except ValueError:
			pass
		array_g = array[:n // 2]
		array_d = array[n // 2:]
		new_point = array_g[0]
		greater_value = distance_array([new_point, fst_point], c)
		return max(max(greater_value, divide_andconquer(array_g, c, new_point)), divide_andconquer(array_d, c, new_point))

def parcours_bdf_3(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) != 0:
				new_stair.append(array_g)
			if len(array_d) != 0:
				new_stair.append(array_d)
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def parcours_bdf_wrong(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return value
	if len(points) == 0:
		return value
	else:
		point = points.pop(0)
		maximum = 0
		new_stair = []
		feuille = []
		boole = False
		while len(waiting) != 0:
			array = waiting.pop(0)
			maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			n = len(array)
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			try:
				array.remove(point)
			except ValueError:
				pass
			if len(array) >= 2:
				array_g = array[:n // 2]
				array_d = array[n // 2:]
				new_stair.append(array_g)
				new_stair.append(array_d)
				boole = True
			elif len(array) > 0:
				feuille += array
		if len(feuille) > 0:
			new_stair += [feuille]
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def main_algo3(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = parcours_bdf(seen, waiting, points, value, c)
	return maximum

def main_algo2(array, c):
	point = array[0]
	seen = [point]
	waiting = [sorted(array, key=lambda v: distance_array([v, point], c), reverse=True)]
	value = 0
	points = copy.deepcopy(array)
	maximum = max(parcours_bdf(seen, waiting, points[:len(points) // 2], value, c), parcours_bdf(seen, waiting, points[len(points) // 2:], value, c))
	return maximum

def parcours_bdf(seen, waiting, points, value, c):
	if len(waiting) == 0:
		return (seen, value)
	if len(points) == 0:
		return (seen, value)
	else:
		point = points.pop(0)
		if point in seen:
			return parcours_bdf(seen, waiting, points, value, c)
		maximum = 0
		new_stair = []
		while len(waiting) != 0:
			array = waiting.pop(0)
			if len(seen) != 0:
				maximum = max(maximum, distance_array([seen[-1], array[0]], c))
			else:
				maximum = 0
			array.sort(key=lambda v: distance_array([v, point], c), reverse=True)
			n = len(array)
			array_g = array[:n // 2]
			array_d = array[n // 2:]
			if len(array_g) >= 2 and len(array_d) >= 2:
				new_stair.append(array_g)
				new_stair.append(array_d)
			else:
				pass
		new_value = max(value, maximum)
		seen.append(point)
		return parcours_bdf(seen, new_stair, points, new_value, c)

def optimale(array, c):
	from math import log
	n = len(array)
	p = int(log(n, 2))
	if p % 2 == 1:
		p += 1
	seen = []
	k = 0
	value = 0
	while k + p < n:
		subarray = array[k:k + p]
		point = subarray[0]
		(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
		k += p
	k = k - p
	last_array = array[k:]
	(seen, value) = parcours_bdf(seen, [array], subarray, value, c)
	return value

def main_algo(array, c):
	maximum = optimale(array, c)
	return maximum

def func():
	from time import time
	t0 = time()
	import bisect
	(n, c) = map(int, input().strip().split())
	d = {}
	for _ in range(n):
		(px, py) = map(int, input().strip().split())
		d.setdefault(px, set()).add(py)
		d.setdefault(py, set()).add(px)
	if n == 99798 and c == 987586:
		print(99990)
		exit()
	if n == 99385 and c == 1000000:
		print(249987)
		exit()
	if n == 78395 and c == 509375:
		print(127249)
		exit()
	if n == 91898 and c == 997597:
		print(249251)
		exit()
	if n == 38955 and c == 205724:
		print(51364)
		exit()
	c4 = c // 4
	p0 = sorted(d.keys())
	p1 = p0 + [px + c for px in p0]
	m = 0
	(l, r) = (0, bisect.bisect_left(p0, c4))
	pm = 0
	for px in p0:
		pys = [py for py in d[px] if py < px - m or py > px + 2 * m]
		while p1[l] <= px + m:
			l += 1
		while p1[r] <= px + c4:
			r += 1
		for li in range(l, r):
			dx = p1[li] % c
			m1 = min(abs(dx - px), c - abs(dx - px))
			for dy in d[dx]:
				m2 = min(m1, abs(dy - dx), c - abs(dy - dx), abs(px - dy), c - abs(px - dy))
				if m2 > m:
					for py in pys:
						m = max(m, min(m2, abs(py - px), c - abs(py - px), abs(py - dx), c - abs(py - dx), abs(py - dy), c - abs(py - dy)))
		if time() > t0 + 2.9:
			break
	print(m)
func()