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SCHEDULES

Schedule 2

SCHEDULE 3FORMULA FOR CALCULATING THE APPROPRIATE SUM FOR THE POINT TO POINT FIXED LINKS LICENCE

PART 1FORMULA

1.  In this Schedule—

(a)“the appropriate sum” means the amount in pounds sterling, which is payable for a Point to Point Fixed Links licence, calculated in accordance with the formula set out in paragraph 2; and

(b)Availability means the minimum percentage of time that the fixed link is capable of functioning as set out in the licensee’s licence.

2.  The formula iswhere—

“AS” means the appropriate sum;

“Avf” means the Availability Factor, being the number in Column 2 of the table set out in Part 5 as determined by the Availability (in per cent) as set out in Column 1 of that table;

“Bf” means the Band Factor, being the number in Column 2 of the table set out in Part 2 as determined by the range of frequency band (in GHz), if any, of a fixed link set out in Column 1 of that table in which the licensee’s band falls as declared by the licensee on application for a licence;

“Bwf” means the Bandwidth Factor, subject to paragraph 3, being the number corresponding to the bandwidth (in MHz) of a co-ordinated two-way fixed link (or a part thereof) as declared by the licensee on application for a licence;

MPL” means the Minimum Path Length, being the number corresponding to the applicable (depending on the amount of data that can be transmitted over the bandwidth (“the data rate”) or over the channel width for analogue systems) length of the path (in kilometres) specified in Columns 2 and 3 of tables 1 or 2 set out in Part 4 as determined by the range of frequency band (in GHz), if any, of a fixed link set out in Column 1 of those respective tables in which the licensee’s band falls as declared by the licensee on application for a licence;

PL” means the Path Length, being the number corresponding to the distance (in kilometres) between two fixed points of the link as declared by the licensee on application for a licence;

“Plf” means the Path Length Factor, being the number in Column 2 of the table set out in Part 3 as determined by the relationship between the PL and the MPL as set out in Column 1 of that table except for the Channel Islands and the Isle of Man, where Plf is 1; and

“Sp” means the Spectrum Price, being a fixed sum of £88 per 2 x 1 MHz bandwidth for each co-ordinated two-way fixed link.

3.  Where the number of the bandwidth (in MHz) of a co-ordinated two-way fixed link (or a part thereof) as set out in the licensee’s licence is less than 1.0, the number of the Bandwidth Factor shall be 1.0.

PART 2BAND FACTOR

Column 1: Range of frequency band (fb)(in GHz)Column 2: Band Factor
1.35 ≤ fb < 2.691.0
3.60 ≤ fb < 4.201.0
5.92 ≤ fb < 7.130.74
7.42 ≤ fb < 7.900.74
10.70 ≤ fb < 11.700.43
12.75 ≤ fb < 15.350.43
17.30 ≤ fb < 19.700.30
21.20 ≤ fb < 23.600.30
24.50 ≤ fb < 29.060.26
31.00 ≤ fb < 31.800.26
31.80 ≤ fb < 33.400.26
37.00 ≤ fb < 39.500.26
49.20 ≤ fb < 57.000.17

PART 3PATH LENGTH FACTOR

Column 1: Relationship between PL and MPLColumn 2: Path Length Factor
MPL ≤ PL1
MPL > PLSmaller of (MPL / PL)0.5 and 4

PART 4MINIMUM PATH LENGTH

Table 1

Column 1: Range of frequency band (fb)(in GHz)Column 2: MPL (km) where the data rate is < 2 MBit/s or, for analogue systems, where the channel width is < 2 MHzColumn 3: MPL (km) where the data rate is ≥ 2 MBit/s or, for analogue systems, where the channel width is ≥ 2 MHz
1.35 ≤ fb < 2.69030

Table 2

Column 1: Range of frequency band (fb)(in GHz)Column 2: MPL (km) where the data rate is < 140 MBit/s or, for analogue systems, where the channel width is < 140 MHzColumn 3: MPL (km) where the data rate is ≥ 140 MBit/s or, for analogue systems, where the channel width is ≥ 140 MHz
3.60 ≤ fb < 4.2024.516
5.92 ≤ fb < 7.1324.516
7.42 ≤ fb < 7.9015.59.5
10.70 ≤ fb < 11.70106
12.75 ≤ fb < 15.359.55.5
17.30 ≤ fb < 19.7042.5
21.20 ≤ fb < 23.6042
24.50 ≤ fb < 29.0632
31.00 ≤ fb < 31.8000
31.80 ≤ fb < 33.4021.5
37.00 ≤ fb < 39.5000
49.20 ≤ fb < 57.0000

PART 5AVAILABILITY FACTOR

Column 1: The percentage of AvailabilityColumn 2: Availability Factor
Availability ≤ 99.9%0.7
99.9% < Availability < 99.99%0.7 + (Availability x 100 – 99.9) x (0.3/0.09)
99.99% ≤ Availability1.0 + (Availability x 100 – 99.99) x (0.4/0.009)