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That is to say,the same mentioned amount of letters as numbers and in addition it can be read.

With the necessary advantage to have reduced the same regarding the reading of our example in English in FIFTEEN SYLLABLES,leaving its pronuntiation composed by only two:TEL-FAI

This was the way to follow.Now the only thing left was to form thousands of combinations and among them to choose the most ideal ones to begin to walk with the formation of roots.

And although,of those roots obtained,at first,we ignore that the meaning is not less certain that with the mentioned domination of the system,the pupils will be able to form on their own the names of the natiosns of the world,rivers,seas,oceans,islands,lakes,mountains,colours(with their thousands of tints)and something else and all of this in less than an hour as the reader will be able to experience once the handling of the Table is learnt.
Therefore it is advisable to learn this Table well before going ahead.
As well,prior to the study of the Table,we see the result obtained after so many years of research:

One single meaning per word
One single sound for each letter
Not a single letter without sound
Not a single sound between vowels
Not a single kind of article
Not a single word has more than two syllables,having most of them one
The verb is root at the same time and never varies
There is no letter duplication
There is no possibility of spelling errors
An alphabet of only SEVENTEEN LETTERS(The five mos t international vowels and 12 consonants)(The H,(zero)has the function of “wild card”)
Each word has a numerical value which avoids its phonetic deformation,its confusion,transformation or loss.
It´s a language with a numerical base and therefore universal so that its apprenticeship is equal for everybody.
It is ideal for computers and integrable,due to its reduction to the minimun structure,for physically disabled people.
Its reduced alphabet,given its structure and base,is not an obstacle for endless and rich combinations,just as with seven musical notes master pieces are created.
It is logical,ration and neutral.
In Usik there are no consonants with a difficult pronunciation:C,CH,LL,Ñ,P,Q,R,V,W,X,Y,Z

Combined value	Isolated value	Invariable value	Isolated value	Value combined
A	B	C	D	E

1=B	1=BA		10=A		100=BI		100=B
2=S	2=SE		20=E		200=SI		200=S
3=D	3=DAI		30=AI		300=DI		300=D
4=F	4=FO		40=O		400=FI		400=F
5=G	5=GU		50=U		500=GI		500=G
6=K	6=KEU		60=EU		600=KI		600=K
7=L	7=LEI		70=EI		700=LI		700=L
8=M	8=MAE		80=AE		800=MI		800=M
9=T	9=TOU		90=OU		900=TI		900=T
0=H		00=I		000=N		000000=J

H =Has no numerical value and only adopts such value which it substitutes in each case and which we call “Wild Card”.
We know the value of the H all the time as the number which it substitutes is the same as the one one before

Under this heading we see the basic value of the numbers.They take this value when they are linked to others

However,the first number does not indicate us a value of 5 but 50
The second,on the other hand,indicates us the value of 9.Therefore,the first will be substitued by its value(50=U) and the second one by its own(9=T),resulting in

This is very simple to discern and indicates us the same reading of a number.For instance,when we see number 36 written,we do not read 3 and 6,but 30 and 6.That is to say,the first number represents value thirty and the second value six.Later this six is the one that will take its basic equivalent down in column A.
Another example.42,formed by a forty and a two.The value 40=O and the 2=S,resulting in 42=OS

That is why in Usik we do not look at the value of the number itself,but the value which it represents within the number.
More easly said:In a number formed by two numbers the first will always represent the TENS(Column C)and the second the combined units(ColumnA)

For the same reason in a number formed by three numbers the first will represent the combined hundreds(Column E)The second the TENS(Invariable,Column C),and the third number the combined units(Column A)

Under this heading we see the way the numbers are written and read when they are on their own,that is to say,without being combined with another.

Example:Number 1 is read and written BA
Number 2 is read and written SE
Number 3 is read and written DAI
And so on.

Here we see the writing and pronunciation equivalent to the numbers 10,20,30,40,50,60,70,80,90

That is to say,number 10 is read and written A
Number 20=E
And so on
All these numbers (the Tens)always remain invariable.Or what is the same,that they always have the value which is noted down and will be read and written the way it is indicated in column C.

As we can see column C is the same as A but without consonants.
Therefore,if we leave the consonants out of column B,the TENS are left.

The first thing we see is that they contain the same consonants as column A to which the letter I is added,equivalent to two zeros.

The I is always lost when the HUNDREDS are combined (column E),except in the following THREE CASES

1.-The I remains in all combinations of THREE NUMBERS,when the one in the MIDDLE is a ZERO.

2.-It also remains in all the combinations of three numbers when the first two are the SAME and the last one a ZERO

3.-And it will ALWAYS remain,in combinations of three numbers when the last two are ZEROS

In all the other combinations of three numbers which are not included in the mentioned characteristics,the numbers of column D,lose their vowel,that is the “I”

Let us more carefully study these THREE CASES,noted down and in which the I remains
With clear examples

This combination includes all the characteristics noted down in Case 1,that is to say,it is formed by three numbers and the one in the MIDDLE is a ZERO.Later the I of the hundred will be remained when we pronounced and write mentioned unit

The BI of the HUNDRED and the S of the 2(S and not SE because the 2 is not on its own,but is part of the unit)and thus still having the value of 2(SE)it loses the vowel.

As we see this number includes all the conditions mentioned for case 2,that is to say,it has TWO EQUAL NUMBERS at the beginning and ends in a ZERO
Thus the I of the HUNDRED will be remained

Point Three has no problem at all,since all the HUNDREDS(when they are not combined)include all the requirements,that is to say,one number accompanied by two zeros.The reading of the numbers of this case corresponds to the one of column D.

As we have said in All the combinations which do not include the requirements of the mentioned cases,the HUNDREDS lose the “I”
And will become part of the value given in column E

Let us have a look at the combination 342,for instance.
We see that there is no ZERO in the middle(Case 1)
The first 2 numbers are not the same and does not end in zero,either(case 2)
The combinations does not end in TWO ZEROS,either,so then we will automatically know that the value THRE HUNDRED is going to lose its I

That is to say,the D of the THREE HUNDRED(COMBINED),the 0 of the FORTY(INVARIABLE) and the S of the Two(COMBINED)

Others examples:
122=BES
332=DAIS(has thee first two numbers the same but does not end in a zero)
264=SEUF
329=DET
920=TE
932=TAIS
And so on

1.-When a number BEGINS combination with two three or mor zeros,will conserve the corresponding vowel(column B) since in this case mentioned NUMBER is consideered ISOLATED

Exmple:The equivalent letter to three ZEROS is the N,so that in order to form the number 1000(we see that 1 begins the combination and which has three zeros)we shall take the value of the 1,which we know is BA and we shall add to it the letter corresponding to the three zeros which is the N,resulting in

When the first and second number begin THOUSAND do that in a combination in which mentioned numbers are not followed by a ZERO,they will always lose the N.
They also lose although the second number of the two that begin the thousand is a zero

Example:50342=UDOS
The N is not neccesary and besides the number cannot be confused,given that the value U is always 50 and DOS=342
We see that before 342 are the tens(and we know that these are invariables)

Nevertheless when the number that begins thousands is a SINGLE ONE,followed by a ZERO,it will be mandatory that it has the N

When in a number formed by SIX NUMBERS the 3rd and the 4th are zeros,it will also contain the N

(Such large numbers like the mentioned one,of course,are not included in the formation of words,only being useful in numerical sense)
We already said that when are no zeros in a number,the different numbers are substituted by its numerical value.