inconsistencies	in	letters	sizes,	spacing,	and	so	on. 	The	letters	may	look	as though	they	have	been	drawn	instead	of	written. 	Any	mistakes	will	have	been carefully	corrected	or	redrawn,	and	if	there	are	multiple	forged	signatures,	they will	look	nearly	identical	(whereas	in	reality	a	person's	signature	will	never	look identical). 	 Disguised	handwriting	will	often	contain	inconsistencies	in	slant,	letter	size,	and so	on. 	There	may	be	unnatural	starts	and	stops,	and	excessive	ornamentation. 	It may	have	been	written	with	the	opposite	hand. 	 	 PHOTOGRAPHS 	 Many	of	the	tips	I	have	given	you	thus	far	are	also	applicable	when	attempting	to make	deductions	from	photographs. 	If	it	is	a	photograph	of	someone's	house,	the information	from	chapter	eight	(Around	the	House)	will	certainly	come	in handy. 	However,	there	is	a	distinct	difference	in	being	able	to	navigate	through space	for	deductions	and	simply	looking	at	a	photo. 	For	example,	you	may	not know	where	the	house	in	the	photo	is	located. 	It	may	be	of	use	to	be	aware	of	the signs	that	tell	you	the	location	of	a	house,	or	the	kind	of	person	that	inhabits	it. 	If you	are	looking	at	a	photo	of	a	person,	you	don't	get	to	see	as	much	body language	or	listen	to	them	speak,	but	you	may	be	able	to	tell	some	of	the	traits they	possess,	for	example. 	 Remember	that	people	can	be	clever	whilst	taking	photographs,	and	intentionally leave	 certain	things	out. 	Objects	and	people	can	be	posed	for	photographs. 	A person	can	take	a	picture	of	their	face	from	above	to	make	it	look	more aesthetically	pleasing,	and	this	concept	applies	to	photos	of	anything. 	A	person can	rearrange	things	in	their	room	before	taking	a	picture	of	it,	because	they	may be	embarrassed	about	a	certain	photo	on	their	desk,	or	want	to	impress	you	with cleanliness	habits	they	don't	have. 	 There	are	thirteen	types	of	electrical	outlets	(types	A	through	M)	around	the world. 	Of	course,	many	countries	use	the	same	electrical	outlets,	so	be	sure	to pair	electrical	outlets	with	other	evidence. 	For	example,	there	are	only	two