import numpy as np


def inputs(func=lambda x: x, sep=None, maxsplit=-1):
	return map(func, input().split(sep=sep, maxsplit=maxsplit))

def input_row(n : int, type=np.int, *args, **kwargs):
	return np.fromiter(inputs(type, *args, **kwargs), dtype=type)

def input_2d(nrows : int, ncols : int, type=np.int, *args, **kwargs):
	data = np.zeros((nrows, ncols), dtype=type)
	for i in range(nrows):
		data[i, :] = input_row(ncols, type, *args, **kwargs)
	return data

from typing import List

class IntAddition (object):
	'''整数の加法'''
	def operate(self, x, y):
		return x + y
	@property
	def identity(self):
		return 0
	def cancel(self, x, y):
		return x - y
	def invert(self, x):
		return -x
	def accumulate(self, x, count):
		return x * count

class UnionFindNode (object):
	__slots__ = [
		'parent_index',
		'size',
		'difference_from_parent'
	]
	
	def __init__(self, index : int, potential_identity):
		self.parent_index = index
		self.size = 1
		self.difference_from_parent = potential_identity

class UnionFind (object):
	'''重み付きUnion-Find木'''
	def __init__(
			self,
			num_nodes=0,
			potential_abelian=IntAddition()):
		self.nodes : List[UnionFindNode] = []
		self.op = potential_abelian
		
		self.extend(num_nodes)
	
	def append(self):
		self.nodes.append(
			UnionFindNode(len(self.nodes), self.op.identity)
		)
		
	def extend(self, num_nodes):
		self.nodes.extend(
			UnionFindNode(i, self.op.identity)
			for i in range(num_nodes)
		)
	
	def root(self, index : int):
		x = self.nodes[index]
		
		while x.parent_index != index:
			parent = self.nodes[x.parent_index]
			x.difference_from_parent = self.op.operate(
				x.difference_from_parent,
				parent.difference_from_parent
			)
			index = x.parent_index = parent.parent_index
			x = self.nodes[index]
		
		return index
	
	def difference_from_root_to(self, index : int):
		x = self.nodes[index]
		potential = x.difference_from_parent
		
		while x.parent_index != index:
			parent = self.nodes[x.parent_index]
			potential = self.op.operate(
				potential,
				parent.difference_from_parent
			)
			index = x.parent_index
			x = self.nodes[index]
		
		return potential
		
	def size(self, index : int):
		return self.nodes[self.root(index)].size
	
	def difference(self, x, y):
		if not self.issame(x, y):
			raise RuntimeError('x と y は同じ集合に属していません。')
		return self.op.cancel(
			self.difference_from_root_to(y),
			self.difference_from_root_to(x)
		)
	
	def unite(self, x, y, difference=None) -> bool:
		if difference is None:
			difference = self.op.identity
		
		x, px = self.root(x), self.difference_from_root_to(x)
		y, py = self.root(y), self.difference_from_root_to(y)
		if x == y:
			return difference == self.op.cancel(py, px)
		
		difference = self.op.cancel(difference, py)
		difference = self.op.operate(difference, px)
		
		if self.size(x) < self.size(y):
			x, y = y, x
			difference = self.op.invert(difference)
		
		x_node = self.nodes[x]
		y_node = self.nodes[y]
		x_node.size += y_node.size
		y_node.parent_index = x
		y_node.difference_from_parent = difference
		
		return True
	
	def issame(self, x, y):
		return self.root(x) == self.root(y)



N, M = inputs(int)
uf = UnionFind(num_nodes=N)

valid = True
for i in range(M):
	L, R, D = inputs(int)
	L -= 1
	R -= 1
	
	valid = valid and uf.unite(L, R, D)

print('Yes' if valid else 'No')


### FIXED CODE ###

import numpy as np


def inputs(func=lambda x: x, sep=None, maxsplit=-1):
	return map(func, input().split(sep=sep, maxsplit=maxsplit))

def input_row(n : int, type=np.int, *args, **kwargs):
	return np.fromiter(inputs(type, *args, **kwargs), dtype=type)

def input_2d(nrows : int, ncols : int, type=np.int, *args, **kwargs):
	data = np.zeros((nrows, ncols), dtype=type)
	for i in range(nrows):
		data[i, :] = input_row(ncols, type, *args, **kwargs)
	return data

from itertools import repeat

class IntAddition (object):
	'''整数の加法'''
	def operate(self, x, y):
		return x + y
	@property
	def identity(self):
		return 0
	def cancel(self, x, y):
		return x - y
	def invert(self, x):
		return -x
	def accumulate(self, x, count):
		return x * count

class UnionFind (object):
	'''重み付きUnion-Find木'''
	def __init__(
			self,
			num_nodes=0,
			abelian_operator=IntAddition()):
		self.parent = []
		self.potential = []
		self.op = abelian_operator
		
		self.extend(num_nodes)
	
	def append(self):
		self.parent.append(-1)
		self.potential.append(self.op.identity)
	
	def extend(self, num_nodes):
		self.parent.extend(repeat(-1, num_nodes))
		self.potential.extend(repeat(self.op.identity, num_nodes))
	
	def root(self, x):
		parent = self.parent[x]
		if 0 <= parent:
			self.parent[x] = self.root(parent)
			self.potential[x] = self.op.operate(
				self.potential[x], self.potential[parent]
			)
			x = self.parent[x]
		return x
	
	def difference_from_root_to(self, x):
		self.root(x)
		return self.potential[x]
		
	def size(self, x):
		return -self.parent[self.root(x)]
	
	def difference(self, x, y):
		if not self.issame(x, y):
			raise RuntimeError('x と y は同じ集合に属していません。')
		return self.op.cancel(
			self.difference_from_root_to(y),
			self.difference_from_root_to(x)
		)
	
	def unite(self, x, y, difference=None):
		if difference is None:
			difference = self.op.identity
		
		x, px = self.root(x), self.potential[x]
		y, py = self.root(y), self.potential[y]
		difference = self.op.cancel(difference, py)
		difference = self.op.operate(difference, px)
		if x == y:
			return difference == 0
		
		if self.size(x) < self.size(y):
			x, y = y, x
			difference = self.op.invert(difference)
		self.parent[x] += self.parent[y]
		self.parent[y] = x
		self.potential[y] = difference
		
		return True
	
	def issame(self, x, y):
		return self.root(x) == self.root(y)



N, M = inputs(int)
uf = UnionFind(num_nodes=N)

valid = True
for i in range(M):
	L, R, D = inputs(int)
	L -= 1
	R -= 1
	
	if not uf.unite(L, R, D):
		valid = False

print('Yes' if valid else 'No')