Pavenham Houghton Conquest Dean
H.V. H.V. H.V.
0 50 40
50 ½0 2½
0 0 2
0½
—————— —————— ——————
100 100 10

Of these fifteen ten-hide townships, the last is selected as an instance of those slight discrepancies which creep in so easily and which account for many apparent exceptions to the rule. Passing to other multiples of the five-hide unit we have:

Oakley Thurleigh Blunham
H.V. H.V. H.V.
40 01 41
10 ½0 01
½0 ½0
01 100
30
½0
—————— —————— ——————
50 50 150
Marston Roxton Dunton
H.V. H.V. H.V.
102(less ½ virg.) 11 1081
8(plus ½ virg.) 04 13
51 11 1050
½ 1 0
3 83 ½0
½
————————— —————— ——————
15 0 200 20 0

I now give three illustrations of slight discrepancies:

Streatley Sutton Eaton Socon
H.V. H.V. H.V.
10 503 200
41 10 63
4⅓0 0 0
0 ½0 0½
0 0 91
0 0
20 2½
03 01
½0
0
10
—————— —————— ——————
93⅔ 9 401

In the first case there is a deficiency of 1⁄120, and in the second of 7⁄80, while in the third we find an excess of 1⁄160. No one can doubt that these were really ten-hide, ten-hide, and forty-hide townships. We have to allow, in the first place, for trivial slips, and in the second for possible errors in the baffling work of identification at the present day. One can hardly doubt that if a student with the requisite local knowledge set himself to reconstruct, according to Hundreds, the Bedfordshire Domesday, he would find, as in Cambridgeshire, that even where a township was not assessed in terms of the five-hide unit, it was combined in an adjacent one in such an assessment.

We will now cross the border into Huntingdonshire, and enter the great Hundred of Hurstingston. This, which may be described as a double Hundred, was assessed, Domesday implies, at 200 hides. Quartering this total, on the Cambridgeshire system, we obtain fifty hides, and this quarter was the assessment allotted to the borough of Huntingdon.[102] The total assessment of the Hundred was thus accounted for:

Hides
Huntingdon50
St. Ives (Slepe)20
Hartford15
Spaldwick15
Stukeley10
Abbots Ripton10
Upwood10
Warboys10
Calne6
Bluntisham20½[103]
Somersham8
Wistow[104]9
Holywell9
Houghton7
Wyton7
Broughton4
Catworth4[105]
———
200½