The Quick Count and Election Observation
The Quick Count and Election Observation
The Quick Count and Election Observation
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THE QUICK COUNT AND ELECTION OBSERVATION<br />
Strategies for Managing Information Flows from the Field<br />
Most groups plan to report quick count data to data collection centers by telephone,<br />
if at all possible. <strong>The</strong> sample size determines the total number of calls<br />
that will flow through the data reporting system on election day. <strong>The</strong> configuration<br />
<strong>and</strong> capacity of the telephone system has to be designed to manage the<br />
volume of information that is likely to come via telephone lines. More importantly,<br />
the telephone system has to be able to manage the peak volume of data<br />
flows. <strong>The</strong> following example illustrates how the volume of data is calculated.<br />
A quick count observation in one country uses a sample of 600 polling<br />
stations, <strong>and</strong> each telephone call takes, on average, about four minutes<br />
to transmit the observer information. This means that the volume<br />
of information to be transmitted is 600 x 4, or 2400, telephone lineminutes.<br />
In an ideal world, it might be possible to design a<br />
communications system so that each data point in the sample would<br />
have its own dedicated telephone number (in this example, 600 telephone<br />
lines). This is not necessary; it is not very efficient, <strong>and</strong> it is very<br />
expensive. An alternative strategy is to (1) estimate what the peak volume<br />
of calls will be <strong>and</strong> then (2) design a communications system that<br />
has the capacity to manage the volume of information at that estimated<br />
peak load, in countries where this is possible.<br />
<strong>The</strong> telephone system<br />
has to be able to manage<br />
the peak volume<br />
of data flows.<br />
105<br />
Generally, the most efficient telephone system to use is what is called a “cascading”<br />
telephone number system. Here, observers are provided with one<br />
phone number to call, but that phone number will automatically transfer <strong>and</strong><br />
re-route observer calls to the next available free line. Cascading telephone<br />
number systems may have as many as twenty lines dedicated to a single number.<br />
This system is most efficient because it decreases the likelihood that callers<br />
will get a “busy” signal when they call the number.<br />
“One-number/one-line” systems are more common but far less efficient. First,<br />
they require more available numbers. Second, observers need to be provided<br />
with a list of alternative numbers to call in case the first telephone number<br />
they are assigned turns out to be “busy.” <strong>The</strong> onus is upon the observer to<br />
find an open line from the list of numbers. Unless the data center telephone<br />
numbers are carefully assigned to each observer, observers may face the problem<br />
of having to repeatedly call the same number until that particular line is<br />
open. This wastes valuable time. In “single-number/single-line” telephone systems,<br />
the more efficient practice is to have no more than fifteen observers<br />
assigned to the same data center telephone line <strong>and</strong> to provide each observer<br />
with a list of up to five alternative telephone numbers to call. If this strategy<br />
is followed, then it is important to rotate the order of the alternative numbers<br />
provided to each of the fifteen observers. Observers tend to use the first number<br />
at the top of the list of telephone numbers they are given, so rotating the<br />
numbers on these lists decreases the likelihood that each observer will be call-<br />
Generally, the most efficient<br />
telephone system<br />
to use is what is called<br />
a “cascading” telephone<br />
number system.