Rice Lake Counting Scales - IQ6500 Installation and Operation Manual User Manual

Page 25

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22

The following table shows the values for IQ6500 spec numbers 04 through 22.

.

o

N

c

e

p

S

t

l

u

a

f

e

D

3

t

i

B

2

t

i

B

1

t

i

B

0

t

i

B

4

0

C

E

P

S

0

0

0

0

s

l

e

n

n

a

h

C

f

o

r

e

b

m

u

N

l

e

n

n

a

h

c

2

=

1

,

l

e

n

n

a

h

c

1

=

0

d

e

s

U

t

o

N

n

o

i

t

u

l

o

s

e

r

y

a

l

p

s

i

D

0

0

5

2

1

/

1

r

o

0

0

0

0

1

/

1

=

0

0

0

0

0

5

/

1

=

1

0

0

0

5

2

/

1

=

0

1

5

0

C

E

P

S

0

0

0

0

p

m

a

l

n

o

i

t

a

t

u

p

m

o

c

e

R

o

t

u

A

=

1

,

s

c

p

d

d

A

=

0

p

m

a

l

O

R

E

Z

t

e

N

=

1

,

s

s

o

r

G

=

0

t

r

a

t

s

e

l

a

c

S

l

a

u

n

a

M

=

1

,

o

t

u

A

=

0

e

g

n

a

r

t

r

a

t

S

%

2

+

=

1

,

y

n

A

=

0

6

0

C

E

P

S

0

0

0

0

n

o

i

t

c

u

d

e

r

e

r

a

T

o

N

=

1

,

s

e

Y

=

0

e

r

a

t

e

t

a

l

u

m

u

c

c

A

o

N

=

1

,

s

e

Y

=

0

e

r

a

t

n

i

O

R

E

Z

E

R

o

N

=

1

,

s

e

Y

=

0

e

r

a

t

n

i

g

n

i

k

c

a

r

t

o

r

e

Z

o

N

=

1

,

s

e

Y

=

0

7

0

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

e

r

a

t

l

a

t

i

g

i

D

o

N

=

1

,

s

e

Y

=

0

d

e

s

U

t

o

N

8

0

C

E

P

S

0

0

0

1

g

n

i

t

n

u

o

c

e

v

i

t

a

g

e

N

s

e

Y

=

1

,

o

N

=

0

n

o

i

t

u

l

o

s

e

r

e

l

p

m

a

S

x

0

2

=

1

,

x

0

1

=

0

e

t

u

p

m

o

c

e

r

o

t

u

A

o

N

=

1

,

s

e

Y

=

0

e

g

n

a

r

e

r

a

T

%

5

=

1

,

e

l

a

c

s

ll

u

F

=

0

9

0

C

E

P

S

1

0

0

0

d

e

s

U

t

o

N

e

t

a

d

p

u

y

r

o

m

e

m

t

w

t

i

n

U

s

e

Y

=

1

,

o

N

=

0

y

a

l

p

s

i

d

y

c

a

r

u

c

c

A

s

e

Y

=

1

,

o

N

=

0

0

1

C

E

P

S

0

0

0

1

s

t

i

n

u

t

h

g

i

e

W

b

l

=

0

1

,

g

k

=

1

0

,

y

l

n

o

s

t

i

n

u

d

e

t

a

r

b

il

a

C

=

0

0

t

h

g

i

e

w

e

v

i

t

a

g

e

n

k

n

a

l

B

t

e

N

=

1

,

s

s

o

r

G

=

0

t

h

g

i

e

w

e

v

i

t

a

g

e

n

d

e

y

a

l

p

s

i

D

o

N

=

1

,

s

e

Y

=

0

1

1

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

2

1

C

E

P

S

0

0

0

0

)

(

r

o

)

+

(

n

o

t

n

i

r

P

s

e

Y

=

1

,

o

N

=

0

d

e

s

U

t

o

N

e

p

y

t

r

e

t

n

i

r

P

,

0

0

0

2

P

S

=

1

,

0

0

3

M

T

=

0

5

9

2

-

M

T

,

I

I

0

9

2

M

T

d

e

s

U

t

o

N

3

1

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

l

e

c

n

a

c

y

a

l

p

s

i

D

l

a

u

n

a

M

=

1

,

o

t

u

A

=

0

4

1

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

g

n

i

s

u

y

r

o

t

n

e

v

n

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y

a

l

p

s

i

D

y

e

k

S

S

O

R

G

/

T

E

N

s

e

Y

=

1

,

o

N

=

0

5

1

C

E

P

S

0

0

0

1

t

n

i

o

p

t

e

s

l

a

r

e

n

e

G

s

e

Y

=

1

,

o

N

=

0

L

T

T

t

n

i

o

p

t

e

S

s

e

Y

=

1

,

o

N

=

0

t

u

p

n

i

2

3

2

S

R

s

e

Y

=

1

,

o

N

=

0

e

p

y

t

r

e

b

m

u

n

t

r

a

P

,

c

i

r

e

m

u

N

=

0

c

i

r

e

m

u

n

a

h

p

l

A

=

1

6

1

C

E

P

S

0

0

0

0

t

n

i

o

p

t

e

s

m

e

t

I

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Y

=

1

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N

=

0

e

p

y

t

t

n

i

o

p

t

e

S

y

t

i

t

n

a

u

Q

r

e

d

n

U

-

r

e

v

O

=

0

0

1

,

t

h

g

i

e

W

r

e

d

n

U

-

r

e

v

O

=

0

1

0

,

t

h

g

i

e

W

=

1

0

0

,

y

t

i

t

n

a

u

Q

=

0

0

0

7

1

C

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P

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7

5

3

.

6

v

e

R

0

0

0

0

t

u

p

t

u

o

r

e

t

u

p

m

o

C

t

u

p

t

u

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N

=

0

0

t

u

p

t

u

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u

o

u

n

i

t

n

o

C

=

1

0

y

l

n

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t

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r

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n

o

t

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p

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O

=

0

1

r

e

d

a

e

h

h

t

i

w

t

u

p

n

I

s

e

Y

=

1

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o

N

=

0

n

o

i

t

c

e

n

n

o

c

r

e

d

a

e

r

n

e

P

s

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Y

=

1

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o

N

=

0

7

1

C

E

P

S

9

5

3

.

6

v

e

R

0

0

0

0

t

u

p

t

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r

e

t

u

p

m

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C

r

e

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c

a

r

a

h

c

e

s

a

e

l

e

r

r

e

p

a

p

h

t

i

w

5

9

2

-

M

T

r

o

I

I

0

9

2

-

M

T

=

0

0

t

a

m

r

o

f

c

e

d

n

o

C

s

u

o

u

n

i

t

n

o

C

=

1

0

r

e

t

c

a

r

a

h

c

e

s

a

e

l

e

r

r

e

p

a

p

o

n

h

t

i

w

0

0

0

2

P

S

=

0

1

r

e

d

a

e

h

h

t

i

w

t

u

p

n

I

s

e

Y

=

1

,

o

N

=

0

n

o

i

t

c

e

n

n

o

c

r

e

d

a

e

r

n

e

P

s

e

Y

=

1

,

o

N

=

0

8

1

C

E

P

S

0

0

0

0

r

e

t

n

i

r

p

o

r

g

e

ll

A

s

e

Y

=

1

,

o

N

=

0

d

e

s

U

t

o

N

h

t

i

w

s

e

d

o

c

r

a

b

t

n

i

r

P

s

r

e

d

a

e

h

s

e

Y

=

1

,

o

N

=

0

d

e

t

a

v

i

t

c

a

r

e

t

n

i

r

p

y

n

A

s

e

Y

=

1

,

o

N

=

0

9

1

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

t

e

s

f

f

o

l

a

m

r

o

n

=

0

)

V

m

5

.

0

2

o

t

5

.

8

1

(

e

g

n

a

r

h

g

i

h

=

1

)

V

m

5

2

o

t

2

2

(

s

g

n

i

t

t

e

s

d

r

a

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b

D

/

A

1

e

l

a

c

S

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

l

a

m

r

o

n

=

0

0

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

h

g

i

h

=

1

0

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

d

e

m

=

0

1

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

w

o

l

=

1

1

0

2

C

E

P

S

0

0

0

0

d

e

s

U

t

o

N

t

e

s

f

f

o

l

a

m

r

o

n

=

0

)

V

m

5

.

0

2

o

t

5

.

8

1

(

e

g

n

a

r

h

g

i

h

=

1

)

V

m

5

2

o

t

2

2

(

s

g

n

i

t

t

e

s

d

r

a

o

b

D

/

A

2

e

l

a

c

S

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

l

a

m

r

o

n

=

0

0

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

h

g

i

h

=

1

0

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

d

e

m

=

0

1

e

t

a

r

n

o

i

t

a

r

g

e

t

n

i

w

o

l

=

1

1

1

2

C

E

P

S

)

d

e

g

n

a

h

c

e

b

t

o

n

n

a

c

(

m

u

s

k

c

e

h

C

2

2

C

E

P

S

)

d

e

g

n

a

h

c

e

b

t

o

n

n

a

c

(

m

u

s

C

C

B

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