This is a modern-English version of Dr. Montessori's Own Handbook, originally written by Montessori, Maria. It has been thoroughly updated, including changes to sentence structure, words, spelling, and grammar—to ensure clarity for contemporary readers, while preserving the original spirit and nuance. If you click on a paragraph, you will see the original text that we modified, and you can toggle between the two versions.

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Dr. Maria Montessori

Dr. Maria Montessori


DR. MONTESSORI’S
OWN HANDBOOK

BY

BY

MARIA MONTESSORI

AUTHOR OF “THE MONTESSORI METHOD” AND
“PEDAGOGICAL ANTHROPOLOGY”

AUTHOR OF “THE MONTESSORI METHOD” AND
“PEDAGOGICAL ANTHROPOLOGY”

WITH FORTY-THREE ILLUSTRATIONS

WITH 43 ILLUSTRATIONS

Publisher's Logo

NEW YORK

NYC

FREDERICK A. STOKES COMPANY

FREDERICK A. STOKES COMPANY

PUBLISHERS

PUBLISHERS


Copyright, 1914, by
Frederick A. Stokes Company

Copyright, 1914, by
Frederick A. Stokes Co.


All rights reserved, including that of translation into foreign languages

All rights reserved, including the right to translate into other languages

May, 1914

May 1914


TO MY DEAR FRIEND

TO MY BEST FRIEND

DONNA MARIA MARAINI
MARCHIONESS GUERRIERI-GONZAGA

DONNA MARIA MARAINI
MARCHIONESS GUERRIERI-GONZAGA

WHO
DEVOTEDLY AND WITH SACRIFICE
HAS GENEROUSLY UPHELD
THIS WORK OF EDUCATION BROUGHT TO BIRTH IN
OUR BELOVED COUNTRY
BUT OFFERED
TO THE CHILDREN OF HUMANITY

WHO
DEDICATEDLY AND WITH SACRIFICE
HAS GENEROUSLY SUPPORTED
THIS EDUCATIONAL INITIATIVE BORN IN
OUR BELOVED COUNTRY
BUT OFFERED
TO ALL CHILDREN OF HUMANITY


NOTE BY THE AUTHOR

As a result of the widespread interest that has been taken in my method of child education, certain books have been issued, which may appear to the general reader to be authoritative expositions of the Montessori system. I wish to state definitely that the present work, the English translation of which has been authorised and approved by me, is the only authentic manual of the Montessori method, and that the only other authentic or authorised works of mine in the English language are “The Montessori Method,” and “Pedagogical Anthropology.”

As a result of the growing interest in my approach to child education, certain books have been published that may seem like reliable explanations of the Montessori system to the average reader. I want to make it clear that this work, the English translation of which I have authorized and approved, is the only genuine manual of the Montessori method. The only other authentic or authorized works of mine in English are “The Montessori Method” and “Pedagogical Anthropology.”

Signed: Maria Montessori

Signed: Maria Montessori


vii

PREFACE

If a preface is a light which should serve to illumine the contents of a volume, I choose, not words, but human figures to illustrate this little book intended to enter families where children are growing up. I therefore recall here, as an eloquent symbol, Helen Keller and Mrs. Anne Sullivan Macy, who are, by their example, both teachers to myself––and, before the world, living documents of the miracle in education.

If a preface is like a light that should help clarify the contents of a book, I choose not to use words, but instead, human stories to illustrate this little book meant for families with children. So, I want to highlight, as a powerful symbol, Helen Keller and Mrs. Anne Sullivan Macy, who are both my teachers through their example—and before the world, living proof of the miracle of education.

In fact, Helen Keller is a marvelous example of the phenomenon common to all human beings: the possibility of the liberation of the imprisoned spirit of man by the education of the senses. Here lies the basis of the method of education of which the book gives a succinct idea.

In fact, Helen Keller is a amazing example of the phenomenon that all people experience: the chance to free the trapped spirit of humanity through the education of the senses. This forms the foundation of the educational method that the book briefly explains.

If one only of the senses sufficed to make of Helen Keller a woman of exceptional culture and a writer, who better than she proves the potency of that method of education which builds on the senses? If Helen Keller attained through exquisite natural gifts to an elevated conception viii of the world, who better than she proves that in the inmost self of man lies the spirit ready to reveal itself?

If just one of the senses was enough to make Helen Keller a woman of remarkable culture and a writer, who better than she demonstrates the power of an education method that relies on the senses? If Helen Keller reached an elevated understanding of the world through her incredible natural gifts, who better than she shows that the true spirit within each person is ready to express itself? viii

Helen, clasp to your heart these little children, since they, above all others, will understand you. They are your younger brothers: when, with bandaged eyes and in silence, they touch with their little hands, profound impressions rise in their consciousness, and they exclaim with a new form of happiness: “I see with my hands.” They alone, then, can fully understand the drama of the mysterious privilege your soul has known. When, in darkness and in silence, their spirit left free to expand, their intellectual energy redoubled, they become able to read and write without having learnt, almost as it were by intuition, they, only they, can understand in part the ecstasy which God granted you on the luminous path of learning.

Helen, hold these little children close to your heart, because they, more than anyone else, will understand you. They are your younger siblings: when, with bandaged eyes and in silence, they touch with their small hands, deep impressions form in their minds, and they express a new kind of happiness: “I see with my hands.” They alone can truly grasp the depth of the mysterious gift your soul has experienced. When, in darkness and silence, their spirit is free to grow, their intellectual energy doubles, allowing them to read and write almost instinctively, only they can partially understand the joy that God bestowed upon you on the bright path of learning.

Maria Montessori.

Maria Montessori.


CONTENTS

PAGE
Introduction vii
Welcome Remarks 1
A "Kids' House" 9
The Approach 17

Didactic Material for the Education of the Senses

Didactic Material for the Education of the Senses

18

Didactic Material for the Preparation for Writing and Arithmetic

Didactic Material for Preparing for Writing and Math

19
Motor Skills Education 18
Sensory Learning 29
Language and Understanding of the World 69
Liberty 77
Writing 80

Exercises for the Management of the Instrument of Writing

Exercises for Managing the Writing Tool

86

Exercises for the Writing of Alphabetical Signs

Alphabetical Sign Writing Exercises

92
Reading Music 98
Math 102
Ethical Considerations 114

ILLUSTRATIONS

Dr. Maria Montessori Frontispiece

FIG.

FIG.

 

PAGE

PAGE

1. Cupboard with Apparatus 12
2. The Montessori Pædometer 13
3. Frames for Lacing and Buttoning 22
4. Child Buttoning On Frame 23
5. Cylinders Decreasing in Diameter only 30
6. Cylinders Decreasing in Diameter and Height 30
7. Cylinders Decreasing in Height only 30
8. Child using Case of Cylinders 31
9. The Tower 31
10. Child Playing with Tower 31
11. The Broad Stair 36
12. The Long Stair 36
13. Board with Rough and Smooth Surfaces 37
14. Board with Gummed Strips of Paper 37
15. Wood Tablets Differing in Weight 37
  Color Spools 42
16. Cabinet with Drawers to hold Geometrical Insets 44
17. Set of Six Circles 44
18. Set of Six Rectangles 45
19. Set of Six Triangles 45
20. Set of Six Polygons 46
21. Set of Six Irregular Figures 46
22. Set of Four Blanks and Two Irregular Figures 47
23. Frame to hold Geometrical Insets 48
24. Child Touching the Insets 49
25. Series of Cards with Geometrical Forms 54
26. Sound Boxes 55
27. Musical Bells 60
28. Sloping Boards to Display Set of Metal Insets 90
29. Single Sandpaper Letter 90
30. Groups of Sandpaper Letters 91
31. Box of Movable Letters 94
32. The Musical Staff 98
33. Didactic Material for Musical Reading 100
34. Didactic Material for Musical Reading 100
35. Didactic Material for Musical Reading 100
36. Didactic Material for Musical Reading 101
37. Didactic Material for Musical Reading 101
38. Didactic Material for Musical Reading 101
39. Dumb Keyboard 102
40. Diagram Illustrating Use of Numerical Rods 107
41. Counting Boxes 110
42. Arithmetic Frame 110

1

DR. MONTESSORI’S OWN HANDBOOK

Recent years have seen a remarkable improvement in the conditions of child life. In all civilized countries, but especially in England, statistics show a decrease in infant mortality.

Recent years have seen a significant improvement in the quality of life for children. In all developed countries, particularly in England, statistics indicate a drop in infant mortality.

Related to this decrease in mortality a corresponding improvement is to be seen in the physical development of children; they are physically finer and more vigorous. It has been the diffusion, the popularization of science, which has brought about such notable advantages. Mothers have learned to welcome the dictates of modern hygiene and to put them into practice in bringing up their children. Many new social institutions have sprung up and have been perfected with the object of assisting children and protecting them during the period of physical growth.

Related to this decrease in mortality, there's a noticeable improvement in children's physical development; they're stronger and healthier. It's the spread and popularization of science that has led to these significant benefits. Mothers have learned to embrace modern hygiene principles and apply them when raising their kids. Many new social institutions have emerged and improved with the goal of supporting and protecting children during their growth.

In this way what is practically a new race is coming into being, a race more highly developed, finer and more robust; a race which will be capable of offering resistance to insidious disease.

In this way, what is essentially a new race is emerging, a race that is more advanced, refined, and strong; a race that will be able to resist harmful diseases.

2

What has science done to effect this? Science has suggested for us certain very simple rules by which the child has been restored as nearly as possible to conditions of a natural life, and an order and a guiding law have been given to the functions of the body. For example, it is science which suggested maternal feeding, the abolition of swaddling clothes, baths, life in the open air, exercise, simple short clothing, quiet and plenty of sleep. Rules were also laid down for the measurement of food adapting it rationally to the physiological needs of the child’s life.

What has science done to make this happen? Science has proposed some very simple guidelines that help restore the child’s life to as close to natural conditions as possible, providing order and a guiding principle for the body's functions. For instance, it is science that recommended breastfeeding, getting rid of swaddling clothes, taking baths, spending time outdoors, exercising, wearing simple, short clothing, and ensuring plenty of quiet and sleep. There were also guidelines established for measuring food to appropriately meet the child's physiological needs.

Yet with all this, science made no contribution that was entirely new. Mothers had always nursed their children, children had always been clothed, they had breathed and eaten before.

Yet with all this, science made no contribution that was completely new. Mothers had always nursed their children, children had always worn clothes, and they had breathed and eaten before.

The point is, that the same physical acts which, performed blindly and without order, led to disease and death, when ordered rationally were the means of giving strength and life.

The point is that the same physical actions that, when done blindly and chaotically, resulted in illness and death, when organized logically, became the way to gain strength and life.


The great progress made may perhaps deceive us into thinking that everything possible has been done for children.

The significant progress we've made might lead us to mistakenly believe that we've done everything we can for children.

We have only to weigh the matter carefully, 3 however, to reflect: Are our children only those healthy little bodies which to-day are growing and developing so vigorously under our eyes? Is their destiny fulfilled in the production of beautiful human bodies?

We just need to think about this carefully, 3 and ask ourselves: Are our kids just those healthy little bodies that are growing and thriving right in front of us? Is their future only about producing attractive human bodies?

In that case there would be little difference between their lot and that of the animals which we raise that we may have good meat or beasts of burden.

In that case, there wouldn’t be much difference between their situation and that of the animals we raise for good meat or as work animals.

Man’s destiny is evidently other than this, and the care due to the child covers a field wider than that which is considered by physical hygiene. The mother who has given her child his bath and sent him in his perambulator to the park has not fulfilled the mission of the “mother of humanity.” The hen which gathers her chickens together, and the cat which licks her kittens and lavishes on them such tender care, differ in no wise from the human mother in the services they render.

Man's destiny is clearly different from this, and the attention given to the child encompasses a broader scope than just physical hygiene. The mother who bathes her child and takes him in his stroller to the park hasn’t completed the role of the “mother of humanity.” The hen that gathers her chicks and the cat that licks her kittens and shows them such loving care are no different from the human mother in the care they provide.

No, the human mother if reduced to such limits devotes herself in vain, feels that a higher aspiration has been stifled within her. She is yet the mother of man.

No, if a human mother is pushed to such extremes, she dedicates herself in vain, sensing that a greater aspiration has been suppressed within her. She is still the mother of humanity.

Children must grow not only in the body but in the spirit, and the mother longs to follow the 4 mysterious spiritual journey of the beloved one who to-morrow will be the intelligent, divine creation, man.

Children must grow not just physically but also spiritually, and the mother longs to accompany the 4 mysterious spiritual journey of her beloved child, who tomorrow will become an intelligent, divine being, a man.

Science evidently has not finished its progress. On the contrary, it has scarcely taken the first step in advance, for it has hitherto stopped at the welfare of the body. It must continue, however, to advance; on the same positive lines along which it has improved the health and saved the physical life of the children, it is bound in the future to benefit and to reenforce their inner life, which is the real human life. On the same positive lines science will proceed to direct the development of the intelligence, of character, and of those latent creative forces which lie hidden in the marvelous embryo of man’s spirit.

Science clearly hasn’t finished progressing. In fact, it has barely taken the first step forward, as it has only focused on physical well-being so far. It needs to keep moving forward; just like it has improved health and saved the physical lives of children, it must also work to enhance and strengthen their inner lives, which are the true human life. Following the same positive path, science will continue to guide the development of intelligence, character, and the hidden creative forces that are embedded in the incredible potential of the human spirit.


As the child’s body must draw nourishment and oxygen from its external environment, in order to accomplish a great physiological work, the work of growth, so also the spirit must take from its environment the nourishment which it needs to develop according to its own “laws of growth.” It cannot be denied that the phenomena of development are a great 5 work in themselves. The consolidation of the bones, the growth of the whole body, the completion of the minute construction of the brain, the formation of the teeth, all these are very real labors of the physiological organism, as is also the transformation which the organism undergoes during the period of puberty.

As a child’s body needs to get food and oxygen from its surroundings to do the important job of growing, the same way the spirit needs to pull from its environment the nourishment it requires to develop according to its own “laws of growth.” It’s clear that the processes of development are significant in their own right. The strengthening of bones, the growth of the body, the finishing touches on the brain’s detailed structure, the appearance of teeth—these are all genuine efforts of the physiological system, just like the changes the body goes through during puberty.

These exertions are very different from those put forth by mankind in so-called external work, that is to say, in “social production,” whether in the schools where man is taught, or in the world where, by the activity of his intelligence, he produces wealth and transforms his environment.

These efforts are very different from the ones made by people in what we call external work, meaning in "social production," whether in schools where people are educated or in the world where, through their intelligence, they create wealth and change their surroundings.

It is none the less true, however, that they are both “work.” In fact, the organism during these periods of greatest physiological work is least capable of performing external tasks, and sometimes the work of growth is of such extent and difficulty that the individual is overburdened, as with an excessive strain, and for this reason alone becomes exhausted or even dies.

It’s still true, though, that both are “work.” In fact, the organism during these times of intense physiological work is least able to handle outside tasks, and sometimes the effort of growth is so large and challenging that the individual becomes overwhelmed, like with too much stress, and for this reason alone can become exhausted or even die.

Man will always be able to avoid “external work” by making use of the labor of others, but there is no possibility of shirking that inner work. Together with birth and death it has been imposed 6 by nature itself, and each man must accomplish it for himself. This difficult, inevitable labor, this is the “work of the child.”

Man will always be able to avoid “external work” by relying on the efforts of others, but there’s no way to escape that inner work. Along with birth and death, it has been mandated by nature itself, and each person must carry it out for themselves. This challenging, unavoidable task is the “work of the child.”

When we say then that little children should rest, we are referring to one side only of the question of work. We mean that they should rest from that external visible work to which the little child through his weakness and incapacity cannot make any contribution useful either to himself or to others.

When we say that little kids should rest, we’re talking about just one part of the question of work. We mean that they should take a break from that external visible work that the little child, due to his weakness and inability, can’t contribute anything useful to either himself or others.

Our assertion, therefore, is not absolute; the child in reality is not resting, he is performing the mysterious inner work of his autoformation. He is working to make a man, and to accomplish this it is not enough that the child’s body should grow in actual size; the most intimate functions of the motor and nervous systems must also be established and the intelligence developed.

Our claim, then, isn’t absolute; the child isn’t just resting; he’s engaged in the mysterious inner process of his self-formation. He’s working to become an adult, and to achieve this, it’s not enough for the child’s body to simply grow in size; the essential functions of the motor and nervous systems need to be developed, and intelligence must be nurtured.

The functions to be established by the child fall into two groups: (1) the motor functions by which he is to secure his balance and learn to walk, and to coordinate his movements; (2) the sensory functions through which, receiving sensations from his environment, he lays the foundations of his intelligence by a continual exercise of observation, 7 comparison and judgment. In this way he gradually comes to be acquainted with his environment and to develop his intelligence.

The tasks that a child needs to develop can be divided into two main areas: (1) motor skills that help him maintain balance, learn to walk, and coordinate his movements; (2) sensory skills through which he receives sensations from his surroundings and builds the foundation of his understanding by constantly observing, comparing, and making judgments. This process helps him become familiar with his environment and grow his intelligence. 7

At the same time he is learning a language, and he is faced not only with the motor difficulties of articulation, sounds and words, but also with the difficulty of gaining an intelligent understanding of names and of the syntactical composition of the language.

At the same time, he is learning a language, and he is dealing not just with the physical challenges of pronunciation, sounds, and words, but also with the challenge of developing a clear understanding of names and the grammatical structure of the language.

If we think of an emigrant who goes to a new country ignorant of its products, ignorant of its natural appearance and social order, entirely ignorant of its language, we realize that there is an immense work of adaptation which he must perform before he can associate himself with the active life of the unknown people. No one will be able to do for him that work of adaptation. He himself must observe, understand, remember, form judgments, and learn the new language by laborious exercise and long experience.

If we consider an immigrant moving to a new country without any knowledge of its products, landscape, or social structure, and completely unaware of the language, we see that they have a huge task of adaptation ahead of them before they can engage with the daily life of the unfamiliar people. No one can do this adaptation for them. They must observe, understand, remember, form opinions, and learn the new language through hard work and extensive experience.

What is to be said then of the child? What of this emigrant who comes into a new world, who, weak as he is and before his organism is completely developed, must in a short time adapt himself to a world so complex? 8

What can we say about the child? What about this immigrant arriving in a new world, who, despite being so vulnerable and while still growing, must quickly adapt to such a complex environment? 8

Up to the present day the little child has not received rational aid in the accomplishment of this laborious task. As regards the psychical development of the child we find ourselves in a period parallel to that in which the physical life was left to the mercy of chance and instinct––the period in which infant mortality was a scourge.

Up to now, the little child has not received thoughtful support in tackling this difficult task. When it comes to the mental development of the child, we are in a time similar to when physical life was at the mercy of chance and instinct—a time when infant mortality was a serious problem.

It is by scientific and rational means also that we must facilitate that inner work of psychical adaptation to be accomplished within the child, a work which is by no means the same thing as “any external work or production whatsoever.”

It is through scientific and rational methods that we must support the child's inner process of psychological adjustment, a task that is definitely not the same as "any external work or production whatsoever."

This is the aim which underlies my method of infant education, and it is for this reason that certain principles which it enunciates, together with that part which deals with the technique of their practical application, are not of a general character, but have special reference to the particular case of the child from three to seven years of age, i.e., to the needs of a formative period of life.

This is the goal that guides my approach to early childhood education, and that’s why some of the principles I outline, along with the section that covers how to apply them in practice, aren’t general but specifically relate to the unique needs of children aged three to seven, i.e., the important developmental phase of their lives.

My method is scientific, both in its substance and in its aim. It makes for the attainment of a more advanced stage of progress, in directions no longer only material and physiological. It is 9 an endeavor to complete the course which hygiene has already taken, but in the treatment of the physical side alone.

My approach is scientific, both in what it involves and in what it aims to achieve. It leads to a higher level of progress, moving beyond just the material and physiological aspects. It is 9 an effort to finish the work that hygiene has already started, but focusing solely on the physical side.

If to-day we possessed statistics respecting the nervous debility, defects of speech, errors of perception and of reasoning, and lack of character in normal children, it would perhaps be interesting to compare them with statistics of the same nature, but compiled from the study of children who have had a number of years of rational education. In all probability we should find a striking resemblance between such statistics and those to-day available showing the decrease in mortality and the improvement in the physical development of children.

If we had statistics today about the nervous issues, speech defects, perceptual and reasoning errors, and character flaws in typical children, it might be interesting to compare them with similar statistics gathered from studying children who have experienced several years of quality education. We would likely find a striking similarity between those statistics and the current data showing decreases in mortality and improvements in children's physical development.


A “CHILDREN’S HOUSE”

The “Children’s House” is the environment which is offered to the child that he may be given the opportunity of developing his activities. This kind of school is not of a fixed type, but may vary according to the financial resources at disposal and to the opportunities afforded by the environment. It ought to be a real house; that is to say, a set of rooms with a garden of 10 which the children are the masters. A garden which contains shelters is ideal, because the children can play or sleep under them, and can also bring their tables out to work or dine. In this way they may live almost entirely in the open air, and are protected at the same time from rain and sun.

The “Children’s House” is the environment provided for children to develop their activities. This type of school isn’t fixed; it can vary based on available funding and the opportunities offered by the surroundings. It should feel like a real house; specifically, a collection of rooms with a garden where the children are in charge. An ideal garden has shelters, allowing children to play or rest under them, and they can also take their tables outside to work or eat. This way, they can spend most of their time outdoors while also being protected from rain and sun.

The central and principal room of the building, often also the only room at the disposal of the children, is the room for “intellectual work.” To this central room can be added other smaller rooms according to the means and opportunities of the place: for example, a bathroom, a dining-room, a little parlor or common-room, a room for manual work, a gymnasium and rest-room.

The main room of the building, which is often the only room available for the children, is the space for “intellectual work.” Depending on the resources and opportunities of the location, other smaller rooms can be added to this central room: for instance, a bathroom, a dining room, a small parlor or common room, a room for hands-on activities, a gym, and a rest area.

The special characteristic of the equipment of these houses is that it is adapted for children and not adults. They contain not only didactic material specially fitted for the intellectual development of the child, but also a complete equipment for the management of the miniature family. The furniture is light so that the children can move it about, and it is painted in some light color so that the children can wash it with soap and water. There are low tables of various 11 sizes and shapes––square, rectangular and round, large and small. The rectangular shape is the most common as two or more children can work at it together. The seats are small wooden chairs, but there are also small wicker armchairs and sofas.

The unique feature of the equipment in these houses is that it’s designed for children, not adults. They include not only educational materials specifically intended for the child's cognitive growth but also all the essentials needed for managing a miniature family. The furniture is lightweight so that children can easily move it around, and it's painted in light colors so that the kids can clean it with soap and water. There are low tables in various sizes and shapes—square, rectangular, and round, large and small. The rectangular tables are the most common as two or more children can work at them together. The seating consists of small wooden chairs, as well as small wicker armchairs and sofas.


Fig. 1.––Cupboard with Apparatus.

Fig. 1.––Cupboard with Equipment.

In the working-room there are two indispensable pieces of furniture. One of these is a very long cupboard with large doors. (Fig. 1.) It is very low so that a small child can set on the top of it small objects such as mats, flowers, etc. Inside this cupboard is kept the didactic material which is the common property of all the children.

In the workroom, there are two essential pieces of furniture. One of these is a long cupboard with big doors. (Fig. 1.) It’s low enough for a small child to sit on top of it and place small items like mats, flowers, etc. Inside this cupboard, the teaching materials that belong to all the children are stored.

The other is a chest of drawers containing two or three columns of little drawers, each of which has a bright handle (or a handle of some color to contrast with the background), and a small card with a name upon it. Every child has his own drawer, in which to put things belonging to him.

The other is a dresser with two or three columns of small drawers, each with a shiny handle (or a handle in a color that contrasts with the background) and a small card with a name on it. Every child has their own drawer to keep their belongings.

Round the walls of the room are fixed blackboards at a low level, so that the children can write or draw on them, and pleasing, artistic pictures, which are changed from time to time as circumstances direct. The pictures represent 12 children, families, landscapes, flowers and fruit, and more often Biblical and historical incidents. Ornamental plants and flowering plants ought always to be placed in the room where the children are at work.

Round the walls of the room are mounted blackboards at a low level, so that the kids can write or draw on them, along with nice, artistic pictures that are changed from time to time as needed. The pictures depict children, families, landscapes, flowers, fruit, and more often biblical and historical events. Decorative plants and flowering plants should always be in the room where the kids are working.

Another part of the working-room’s equipment is seen in the pieces of carpet of various colors––red, blue, pink, green and brown. The children spread these rugs upon the floor, sit upon them and work there with the didactic material. A room of this kind is larger than the customary class-rooms, not only because the little tables and separate chairs take up more space, but also because a large part of the floor must be free for the children to spread their rugs and work upon them.

Another part of the workspace’s setup includes pieces of carpet in different colors—red, blue, pink, green, and brown. The children lay these rugs on the floor, sit on them, and work with the educational materials there. A room like this is bigger than the usual classrooms, not just because the small tables and individual chairs take up more room, but also because a significant portion of the floor needs to be clear for the children to spread their rugs and work on them.

In the sitting-room, or “club-room,” a kind of parlor in which the children amuse themselves by conversation, games, or music, etc., the furnishings should be especially tasteful. Little tables of different sizes, little armchairs and sofas should be placed here and there. Many brackets of all kinds and sizes, upon which may be put statuettes, artistic vases or framed photographs, should adorn the walls; and, above all, each child should have a little flower-pot, in which he may 13 sow the seed of some indoor plant, to tend and cultivate it as it grows. On the tables of this sitting-room should be placed large albums of colored pictures, and also games of patience, or various geometric solids, with which the children can play at pleasure, constructing figures, etc. A piano, or, better, other musical instruments, possibly harps of small dimensions, made especially for children, completes the equipment. In this “club-room” the teacher may sometimes entertain the children with stories, which will attract a circle of interested listeners.

In the sitting room, or “club room,” which is like a parlor where the kids can enjoy conversations, games, or music, the decor should be especially nice. There should be small tables of various sizes, along with little armchairs and sofas scattered around. The walls should be decorated with all sorts of brackets that hold statuettes, artistic vases, or framed photos, and most importantly, each child should have a small flower pot where they can plant a seed of some indoor plant to take care of as it grows. On the tables in this sitting room, there should be large albums filled with colored pictures, as well as patience games or different geometric shapes for the kids to play with, allowing them to build figures, etc. A piano, or preferably other musical instruments like small harps made just for kids, rounds out the setup. In this “club room,” the teacher can occasionally share stories that will draw in a circle of interested listeners.

The furniture of the dining-room consists, in addition to the tables, of low cupboards accessible to all the children, who can themselves put in their place and take away the crockery, spoons, knives and forks, table-cloth and napkins. The plates are always of china, and the tumblers and water-bottles of glass. Knives are always included in the table equipment.

The dining room furniture includes, besides the tables, low cabinets that all the kids can reach, so they can put away and take out dishes, spoons, forks, knives, tablecloths, and napkins themselves. The plates are always made of china, and the glasses and water bottles are made of glass. Knives are always part of the table setting.

The Dressing-room. Here each child has his own little cupboard or shelf. In the middle of the room there are very simple washstands, consisting of tables, on each of which stand a small basin, soap and nail-brush. Against the 14 wall stand little sinks with water-taps. Here the children may draw and pour away their water. There is no limit to the equipment of the “Children’s Houses” because the children themselves do everything. They sweep the rooms, dust and wash the furniture, polish the brasses, lay and clear away the table, wash up, sweep and roll up the rugs, wash a few little clothes, and cook eggs. As regards their personal toilet, the children know how to dress and undress themselves. They hang their clothes on little hooks, placed very low so as to be within reach of a little child, or else they fold up such articles of clothing, as their little serving-aprons, of which they take great care, and lay them inside a cupboard kept for the household linen.

The Dressing-room. Here each child has their own little cupboard or shelf. In the middle of the room, there are simple washstands, each with a small basin, soap, and nail brush. Against the 14 wall, there are little sinks with water taps. Here, the children can draw and pour out their water. There are no limits to the supplies in the “Children’s Houses” because the children do everything themselves. They sweep the rooms, dust and wash the furniture, polish the brass, set and clear the table, do the dishes, sweep and roll up the rugs, wash a few small clothes, and cook eggs. When it comes to their personal hygiene, the children know how to dress and undress themselves. They hang their clothes on little hooks that are placed low enough for a child to reach, or they fold their little serving aprons, which they take great care of, and put them inside a cupboard designated for household linens.


In short, where the manufacture of toys has been brought to such a point of complication and perfection that children have at their disposal entire dolls’ houses, complete wardrobes for the dressing and undressing of dolls, kitchens where they can pretend to cook, toy animals as nearly lifelike as possible, this method seeks to give all 15 this to the child in reality––making him an actor in a living scene.

In short, the production of toys has become so advanced and detailed that children now have access to whole dolls' houses, complete wardrobes for dressing and undressing dolls, kitchens to play pretend cooking, and toy animals that are almost lifelike. This approach aims to provide all of this to the child in real life—making them an actor in a living scene. 15



Fig 2.––The Montessori Paedometer.

Fig 2.––The Montessori Pedometer.

My pedometer forms part of the equipment of a “Children’s House.” After various modifications I have now reduced this instrument to a very practical form. (Fig. 2.)

My pedometer is part of the gear for a “Children’s House.” After several adjustments, I've now streamlined this device into a very practical design. (Fig. 2.)

The purpose of the pedometer, as its name shows, is to measure the children. It consists of a wide rectangular board, forming the base, from the center of which rise two wooden posts held together at the top by a narrow flat piece of metal. To each post is connected a horizontal metal rod––the indicator––which runs up and down by means of a casing, also of metal. This metal casing is made in one piece with the indicator, to the end of which is fixed an india-rubber ball. On one side, that is to say, behind one of the two tall vertical wooden posts, there is a small seat, also of wood. The two tall wooden posts are graduated. The post to which the seat is fixed is graduated from the surface of the seat to the top, whilst the other is graduated from the wooden board at the base to the top, i.e. to a height of 1.5 16 meters. On the side containing the seat the height of the child seated is measured, on the other side the child’s full stature. The practical value of this instrument lies in the possibility of measuring two children at the same time, and in the fact that the children themselves cooperate in taking the measurements. In fact, they learn to take off their shoes and to place themselves in the correct position on the pedometer. They find no difficulty in raising and lowering the metal indicators, which are held so firmly in place by means of the metal casing that they cannot deviate from their horizontal position even when used by inexpert hands. Moreover they run extremely easily, so that very little strength is required to move them. The little india-rubber balls prevent the children from hurting themselves should they inadvertently knock their heads against the metal indicator.

The pedometer's purpose, as its name suggests, is to measure children. It has a wide rectangular base, with two wooden posts rising from the center, connected at the top by a narrow flat metal piece. Each post has a horizontal metal rod—the indicator—that moves up and down through a metal casing that is attached to the indicator. At the end of the indicator, there's an india-rubber ball. On one side, behind one of the tall wooden posts, there’s a small wooden seat. The two wooden posts are marked with measurements. The post with the seat is marked from the seat's surface to the top, while the other one is marked from the base board to the top, which is 1.5 meters. On the side with the seat, the child’s seated height is measured, and on the opposite side, the child's full height is measured. This tool is practically useful because it allows two children to be measured at the same time, and they assist in taking their own measurements. They learn to take off their shoes and position themselves correctly on the pedometer. They find it easy to raise and lower the metal indicators, which are securely held by the metal casing so they don’t move from their horizontal position, even if handled by inexperienced users. Additionally, they operate very smoothly, requiring little effort to adjust. The small india-rubber balls ensure that children don’t hurt themselves if they accidentally bump their heads against the metal indicator.

The children are very fond of the pedometer. “Shall we measure ourselves?” is one of the proposals which they make most willingly and with the greatest likelihood of finding many of their companions to join them. They also take great care of the pedometer, dusting it, and polishing 17 its metal parts. All the surfaces of the pedometer are so smooth and well polished that they invite the care that is taken of them, and by their appearance when finished fully repay the trouble taken.

The kids really love the pedometer. "Should we measure ourselves?" is one of the suggestions they make most enthusiastically, and they're likely to find many of their friends wanting to join in. They also take great care of the pedometer, dusting it and polishing its metal parts. All the surfaces of the pedometer are so smooth and shiny that they invite the attention they receive, and when it's all done, the results are definitely worth the effort.

The pedometer represents the scientific part of the method, because it has reference to the anthropological and psychological study made of the children, each of whom has his own biographical record. This biographical record follows the history of the child’s development according to the observations which it is possible to make by the application of my method. This subject is dealt with at length in my other books. A series of cinematograph pictures has been taken of the pedometer at a moment when the children are being measured. They are seen coming of their own accord, even the very smallest, to take their places at the instrument.

The pedometer represents the scientific aspect of the method since it relates to the anthropological and psychological study conducted on the children, each of whom has their own biographical record. This biographical record tracks the child's development based on the observations that can be made using my method. This topic is discussed in depth in my other books. A series of movie clips has been filmed of the pedometer at a time when the children are being measured. You can see them coming on their own, even the very youngest, to take their spots at the instrument.


THE METHOD

The technique of my method as it follows the guidance of the natural physiological and psychical development of the child, may be divided into three parts: 18

The technique of my method, which adheres to the natural physical and mental development of the child, can be broken down into three parts: 18

  • Motor education.
  • Sensory education.
  • Language.

The care and management of the environment itself afford the principal means of motor education, while sensory education and the education of language are provided for by my didactic material.

The care and management of the environment itself provide the main way to educate through movement, while sensory education and language education are supplied through my teaching materials.

The didactic material for the education of the senses consists of:

The teaching materials for the education of the senses include:

  • (a)  Three sets of solid insets.
  • (b)  Three sets of solids in graduated sizes, comprising:
    1. Pink cubes.
    2. Brown prisms.
    3. Rods: (a) colored green; (b) colored alternately red and blue.
  • (c)  Various geometric solids (prism, pyramid, sphere, cylinder, cone, etc.).
  • (d)  Rectangular tablets with rough and smooth surfaces.
  • (e)  A collection of various stuffs.
  • (f)  Small wooden tablets of different weights.
  • (g)  Two boxes, each containing sixty-four colored tablets.
  • 19 (h)  A chest of drawers containing plane insets.
  • (i)  Three series of cards on which are pasted geometrical forms in paper.
  • (k)  A collection of cylindrical closed boxes (sounds).
  • (l)  A double series of musical bells, wooden boards on which are painted the lines used in music, small wooden discs for the notes.

Didactic Material for the Preparation for Writing and Arithmetic

  • (m)  Two sloping desks and various iron insets.
  • (n)  Cards on which are pasted sandpaper letters.
  • (o)  Two alphabets of colored cardboard and of different sizes.
  • (p)  A series of cards on which are pasted sandpaper figures (1, 2, 3, etc.).
  • (q)  A series of large cards bearing the same figures in smooth paper for the enumeration of numbers above ten.
  • (r)  Two boxes with small sticks for counting.
  • (s)  The volume of drawings belonging specially to the method, and colored pencils.
  • 20 (t)  The frames for lacing, buttoning, etc., which are used for the education of the movements of the hand.

MOTOR EDUCATION

The education of the movements is very complex, as it must correspond to all the coordinated movements which the child has to establish in his physiological organism. The child, if left without guidance, is disorderly in his movements, and these disorderly movements are the special characteristic of the little child. In fact, he “never keeps still,” and “touches everything.” This is what forms the child’s so-called “unruliness” and “naughtiness.”

The education of movements is quite complex because it needs to align with all the coordinated actions that the child must develop in their body. Without guidance, a child is often chaotic in their movements, and this chaotic behavior is the special characteristic of little children. In fact, they “never stay still” and “touch everything.” This is what leads to what we call the child’s “unruliness” and “naughtiness.”

The adult would deal with him by checking these movements, with the monotonous and useless repetition “keep still.” As a matter of fact, in these movements the little one is seeking the very exercise which will organize and coordinate the movements useful to man. We must, therefore, desist from the useless attempt to reduce the child to a state of immobility. We should rather give “order” to his movements, leading them to those actions towards which his efforts are 21 actually tending. This is the aim of muscular education at this age. Once a direction is given to them, the child’s movements are made towards a definite end, so that he himself grows quiet and contented, and becomes an active worker, a being calm and full of joy. This education of the movements is one of the principal factors in producing that outward appearance of “discipline” to be found in the “Children’s Houses.” I have already spoken at length on this subject in my other books.

The adult would handle him by monitoring his movements, with the repetitive and pointless command to “stay still.” In reality, these movements are the child’s way of finding the exact exercise needed to organize and coordinate skills essential for humans. Therefore, we should stop the futile effort to force the child into stillness. Instead, we should guide his movements, directing them toward the actions he is naturally trying to achieve. This is the goal of physical education at this age. Once they are given direction, the child's movements focus on a specific purpose, allowing him to become calm and content while transforming into an active participant—someone serene and joyful. This training of movements is one of the key elements in creating that appearance of “discipline” seen in the “Children’s Houses.” I have already discussed this topic in detail in my other books. 21

Muscular education has reference to:

Muscular education refers to:

  • The primary movements of everyday life (walking, rising, sitting, handling objects).
  • The care of the person.
  • Management of the household.
  • Gardening.
  • Manual work.
  • Gymnastic exercises.
  • Rhythmic movements.

Fig. 3.––Frames for Lacing and Buttoning.

Fig. 3.––Frames for Lacing and Buttoning.

In the care of the person the first step is that of dressing and undressing. For this end there is in my didactic material a collection of frames to which are attached pieces of stuff, leather, etc. These can be buttoned, hooked, tied together––in 22 fact, joined in all the different ways which our civilization has invented for fastening our clothing, shoes, etc. (Fig. 3.) The teacher, sitting by the child’s side, performs the necessary movements of the fingers very slowly and deliberately, separating the movements themselves into their different parts, and letting them be seen clearly and minutely.

In taking care of a person, the first step is getting dressed and undressed. To help with this, I have a set of frames in my teaching materials that are attached to various fabrics, leather, and so on. These can be buttoned, hooked, and tied together—in fact, all the different ways our society has come up with for fastening our clothes, shoes, etc. (Fig. 3.) The teacher, sitting next to the child, performs the necessary finger movements very slowly and carefully, breaking down the movements into their individual parts and making them clear and detailed.

For example, one of the first actions will be the adjustment of the two pieces of stuff in such a way that the edges to be fastened together touch one another from top to bottom. Then, if it is a buttoning-frame, the teacher will show the child the different stages of the action. She will take hold of the button, set it opposite the buttonhole, make it enter the buttonhole completely, and adjust it carefully in its place above. In the same way, to teach a child to tie a bow, she will separate the stage in which he ties the ribbons together from that in which he makes the bows.

For example, one of the first steps will be to adjust the two pieces of fabric so that the edges being joined touch from top to bottom. Then, if it’s a button frame, the teacher will show the child the different steps of the process. She will grasp the button, position it in front of the buttonhole, push it completely through the buttonhole, and carefully secure it in place. Similarly, to teach a child how to tie a bow, she will separate the step where he ties the ribbons together from the step where he forms the bows.

In the cinematograph film there is a picture which shows an entire lesson in the tying of the bows with the ribbons. These lessons are not necessary for all the children, as they learn from one another, and of their own accord come with 23 great patience to analyze the movements, performing them separately very slowly and carefully. The child can sit in a comfortable position and hold his frame on the table. (Fig. 4.) As he fastens and unfastens the same frame many times over with great interest, he acquires an unusual deftness of hand, and becomes possessed with the desire to fasten real clothes whenever he has the opportunity. We see the smallest children wanting to dress themselves and their companions. They go in search of amusement of this kind, and defend themselves with all their might against the adult who would try to help them.

In the film, there’s a clip that shows an entire lesson on how to tie bows with ribbons. These lessons aren’t necessary for all kids, as they learn from each other and naturally come together with great patience to analyze the motions, performing them slowly and carefully one step at a time. The child can sit in a comfy position and rest their frame on the table. (Fig. 4.) As they fasten and unfasten the same frame repeatedly with enthusiasm, they develop remarkable hand skills and feel eager to fasten actual clothes whenever they can. We notice even the youngest children wanting to dress themselves and their friends. They actively seek out this kind of fun and fiercely resist any adult trying to help them.


Fig. 4.––Child Buttoning On Frame. (Photo Taken At Mr. Hawker’s School At Runton.)

Fig. 4.––Child Buttoning on Frame. (Photo taken at Mr. Hawker’s School at Runton.)

In the same way for the teaching of the other and larger movements, such as washing, setting the table, etc., the directress must at the beginning intervene, teaching the child with few or no words at all, but with very precise actions. She teaches all the movements: how to sit, to rise from one’s seat, to take up and lay down objects, and to offer them gracefully to others. In the same way she teaches the children to set the plates one upon the other and lay them on the table without making any noise.

In the same way for teaching other and larger tasks, like washing dishes or setting the table, the teacher should initially step in, showing the child with minimal or no words, but through very clear actions. She demonstrates all the movements: how to sit, how to get up from a chair, how to pick up and put down objects, and how to offer them politely to others. Similarly, she shows the children how to stack plates on top of each other and place them on the table quietly.

The children learn easily and show an interest 24 and surprising care in the performance of these actions. In classes where there are many children it is necessary to arrange for the children to take turns in the various household duties, such as housework, serving at table, and washing dishes. The children readily respect such a system of turns. There is no need to ask them to do this work, for they come spontaneously––even little ones of two and a half years old––to offer to do their share, and it is frequently most touching to watch their efforts to imitate, to remember, and, finally, to conquer their difficulty. Professor Jacoby, of New York, was once much moved as he watched a child, who was little more than two years old and not at all intelligent in appearance, standing perplexed, because he could not remember whether the fork should be set at the right hand or the left. He remained a long while meditating and evidently using all the powers of his mind. The other children older than he watched him with admiration, marveling, like ourselves, at the life developing under our eyes.

The children learn quickly and show a genuine interest 24 and surprising care in doing these tasks. In classes with many children, it's important to set up a system for them to take turns with various household chores, like cleaning, serving meals, and washing dishes. The children easily adapt to this turn-taking system. There’s no need to ask them to help; they often come forward on their own—even the little ones who are just two and a half—to offer their assistance. It's often really touching to see their efforts to imitate, remember, and eventually master these tasks. Professor Jacoby from New York was deeply moved when he observed a child who was just over two years old and didn’t seem very bright standing there, confused because he couldn’t remember whether the fork should be placed on the right or the left. He took his time thinking hard and clearly used all his mental energy. The older children watched him in admiration, fascinated like us by the development happening right before our eyes.

The instructions of the teacher consist then merely in a hint, a touch––enough to give a start 25 to the child. The rest develops of itself. The children learn from one another and throw themselves into the work with enthusiasm and delight. This atmosphere of quiet activity develops a fellow-feeling, an attitude of mutual aid, and, most wonderful of all, an intelligent interest on the part of the older children in the progress of their little companions. It is enough just to set a child in these peaceful surroundings for him to feel perfectly at home. In the cinematograph pictures the actual work in a “Children’s House” may be seen. The children are moving about, each one fulfilling his own task, whilst the teacher is in a corner watching. Pictures were taken also of the children engaged in the care of the house, that is, in the care both of their persons and of their surroundings. They can be seen washing their faces, polishing their shoes, washing the furniture, polishing the metal indicators of the pedometer, brushing the carpets, etc. In the work of laying the table the children are seen quite by themselves, dividing the work among themselves, carrying the plates, spoons, knives and forks, etc., and, finally, sitting down at the tables where the little waitresses serve the hot soup.

The teacher's instructions consist mainly of just a hint, a nudge—enough to get the child started. The rest unfolds naturally. The kids learn from each other and dive into their activities with excitement and joy. This environment of calm engagement fosters a sense of community, an attitude of helping one another, and, most impressively, older kids show genuine interest in the progress of their younger peers. Just putting a child in this peaceful setting makes them feel right at home. In the film clips, you can see the actual activities in a “Children’s House.” The children are busy, each handling their own tasks while the teacher watches from a corner. There are also clips of the kids taking care of the house, including attending to both themselves and their surroundings. You can see them washing their faces, shining their shoes, cleaning the furniture, polishing the metal parts of the pedometer, vacuuming the rugs, and more. When it comes to setting the table, the children work independently, dividing up the tasks, carrying plates, spoons, knives, and forks, and finally sitting at the tables where the little waitresses serve hot soup.

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Again, gardening and manual work are a great pleasure to our children. Gardening is already well known as a feature of infant education, and it is recognized by all that plants and animals attract the children’s care and attention. The ideal of the “Children’s Houses” in this respect is to imitate the best in the present usage of those schools which owe their inspiration more or less to Mrs. Latter.

Again, gardening and hands-on work are a great joy for our kids. Gardening is already recognized as an important part of early childhood education, and everyone acknowledges that plants and animals capture children's interest and attention. The goal of the “Children’s Houses” in this regard is to replicate the best practices from current schools that are inspired, in large part, by Mrs. Latter.

For manual instruction we have chosen clay work, consisting of the construction of little tiles, vases and bricks. These may be made with the help of simple instruments, such as molds. The completion of the work should be the aim always kept in view, and, finally, all the little objects made by the children should be glazed and baked in the furnace. The children themselves learn to line a wall with shining white or colored tiles wrought in various designs, or, with the help of mortar and a trowel, to cover the floor with little bricks. They also dig out foundations and then use their bricks to build division walls, or entire little houses for the chickens.

For hands-on learning, we've chosen clay work, which involves making small tiles, vases, and bricks. These can be created using simple tools, like molds. The goal should always be to finish the project, and finally, all the small items made by the kids should be glazed and baked in the oven. The kids will learn to line a wall with shiny white or colored tiles crafted in various designs, or, with the help of mortar and a trowel, to cover the floor with small bricks. They also dig foundations and then use their bricks to build partition walls or entire little houses for the chickens.

Among the gymnastic exercises that which must be considered the most important is that of 27 the “line.” A line is described in chalk or paint upon a large space of floor. Instead of one line, there may also be two concentric lines, elliptical in form. The children are taught to walk upon these lines like tight-rope walkers, placing their feet one in front of the other. To keep their balance they make efforts exactly similar to those of real tight-rope walkers, except that they have no danger with which to reckon, as the lines are only drawn upon the floor. The teacher herself performs the exercise, showing clearly how she sets her feet, and the children imitate her without any necessity for her to speak. At first it is only certain children who follow her, and when she has shown them how to do it, she withdraws, leaving the phenomenon to develop of itself.

Among the gymnastic exercises, the most important one is the “line.” A line is drawn in chalk or paint on a large area of the floor. Instead of a single line, there can also be two concentric, elliptical lines. The children are taught to walk on these lines like tightrope walkers, placing their feet one in front of the other. To maintain their balance, they make efforts similar to those of real tightrope walkers, except that they don't have to worry about danger since the lines are only drawn on the floor. The teacher herself demonstrates the exercise, clearly showing how she positions her feet, and the children imitate her without her needing to say anything. At first, only certain children follow her, and once she has shown them how to do it, she steps back, allowing the phenomenon to develop on its own.

The children for the most part continue to walk, adapting their feet with great care to the movement they have seen, and making efforts to keep their balance so as not to fall. Gradually the other children draw near and watch and also make an attempt. Very little time elapses before the whole of the two ellipses or the one line is covered with children balancing themselves, and continuing to walk round, watching their feet 28 with an expression of deep attention on their faces.

The kids mostly keep walking, carefully adjusting their feet to match the movement they've observed, trying hard to maintain their balance so they don’t fall. Gradually, the other kids come closer to watch and also give it a try. It doesn’t take long before the entire space of the two ellipses or the one line is filled with kids balancing themselves, continuing to walk around while keeping a close eye on their feet, their faces showing intense focus. 28

Music may then be used. It should be a very simple march, the rhythm of which is not obvious at first, but which accompanies and enlivens the spontaneous efforts of the children.

Music can be used. It should be a very simple march, with a rhythm that isn't obvious at first but supports and energizes the children's spontaneous efforts.

When they have learned in this way to master their balance the children have brought the act of walking to a remarkable standard of perfection, and have acquired, in addition to security and composure in their natural gait, an unusually graceful carriage of the body. The exercise on the line can afterwards be made more complicated in various ways. The first application is that of calling forth rhythmic exercise by the sound of a march upon the piano. When the same march is repeated during several days, the children end by feeling the rhythm and by following it with movements of their arms and feet. They also accompany the exercises on the line with songs.

When the children have learned to balance this way, they have taken their walking skills to an impressive level of perfection. They have gained not only stability and confidence in their natural stride but also an unusually graceful way of holding their bodies. The exercises on the line can later be made more complex in different ways. The first application involves using the sound of a march played on the piano to encourage rhythmic movement. When the same march is repeated over several days, the children eventually start to feel the rhythm and follow it with movements of their arms and feet. They also sing along during the exercises on the line.

Little by little the music is understood by the children. They finish, as in Miss George’s school at Washington, by singing over their daily work with the didactic material. The “Children’s 29 House,” then, resembles a hive of bees humming as they work.

Little by little, the children start to understand the music. They end up, like in Miss George’s school in Washington, singing about their daily work using the teaching material. The “Children’s 29 House” resembles a hive of bees buzzing while they work.

As to the little gymnasium, of which I speak in my book on the “Method,” one piece of apparatus is particularly practical. This is the “fence,” from which the children hang by their arms, freeing their legs from the heavy weight of the body and strengthening the arms. This fence has also the advantage of being useful in a garden for the purpose of dividing one part from another, as, for example, the flower-beds from the garden walks, and it does not detract in any way from the appearance of the garden.

As for the small gymnasium I mention in my book on the “Method,” there’s one piece of equipment that’s especially useful. This is the “fence,” where kids can hang by their arms, taking the weight off their legs and strengthening their arms. This fence is also great for use in a garden to separate different areas, like keeping the flower beds apart from the garden paths, and it doesn’t ruin the look of the garden at all.


SENSORY EDUCATION


Fig. 5.––Cylinders Decreasing in Diameter only.

Fig. 5.––Cylinders Decreasing in Diameter Only.


Fig. 6.––Cylinders Decreasing in Diameter and Height.

Fig. 6.––Cylinders Decreasing in Diameter and Height.


Fig. 7.––Cylinders Decreasing in Height only.

Fig. 7.––Cylinders Only Getting Shorter.

My didactic material offers to the child the means for what may be called “sensory education.”

My teaching materials provide the child with the tools for what can be referred to as “sensory education.”

In the box of material the first three objects which are likely to attract the attention of a little child from two and a half to three years old are three solid pieces of wood, in each of which is inserted a row of ten small cylinders, or sometimes discs, all furnished with a button for a 30 handle. In the first case there is a row of cylinders of the same height, but with a diameter which decreases from thick to thin. (Fig. 5.) In the second there are cylinders which decrease in all dimensions, and so are either larger or smaller, but always of the same shape. (Fig. 6.)

In the box of materials, the first three objects that are likely to catch the attention of a young child between two and a half to three years old are three solid pieces of wood, each with a row of ten small cylinders or sometimes discs, all equipped with a button for a handle. In the first case, there’s a row of cylinders that are all the same height but decrease in diameter from thick to thin. (Fig. 5.) In the second, there are cylinders that get smaller in every dimension, so they are either larger or smaller, but always have the same shape. (Fig. 6.)

Lastly, in the third case, the cylinders have the same diameter but vary in height, so that, as the size decreases, the cylinder gradually becomes a little disc in form. (Fig. 7.)

Lastly, in the third case, the cylinders have the same diameter but differ in height, so that, as the size decreases, the cylinder gradually turns into a small disc in shape. (Fig. 7.)

The first cylinders vary in two dimensions (the section); the second in all three dimensions; the third in one dimension (height). The order which I have given refers to the degree of ease with which the child performs the exercises.

The first cylinders differ in two dimensions (the section); the second in all three dimensions; the third in one dimension (height). The order I’ve provided relates to how easy it is for the child to complete the exercises.

The exercise consists in taking out the cylinders, mixing them and putting them back in the right place. It is performed by the child as he sits in a comfortable position at a little table. He exercises his hands in the delicate act of taking hold of the button with the tips of one or two fingers, and in the little movements of the hand and arm as he mixes the cylinders, without letting them fall and without making too much noise and puts them back again each in its own place.

The activity involves taking the cylinders out, mixing them up, and then putting them back in the correct spot. The child does this while sitting comfortably at a small table. He practices using his hands to carefully grasp the button with the tips of one or two fingers, and makes small movements with his hand and arm as he mixes the cylinders, without dropping them and without making too much noise, before returning each one to its designated place.

31

In these exercises the teacher may, in the first instance, intervene, merely taking out the cylinders, mixing them carefully on the table and then showing the child that he is to put them back, but without performing the action herself. Such intervention, however, is almost always found to be unnecessary, for the children see their companions at work, and thus are encouraged to imitate them.

In these exercises, the teacher can initially step in, simply taking out the cylinders, mixing them carefully on the table, and then showing the child that they need to put them back, but without doing it themselves. However, this kind of intervention is usually unnecessary because the children see their classmates working and are encouraged to imitate them.

They like to do it alone; in fact, sometimes almost in private for fear of inopportune help. (Fig. 8.)

They prefer to do it alone; in fact, sometimes almost in private to avoid unwanted assistance. (Fig. 8.)


Fig. 8.––Child using Case of Cylinders.

Fig. 8.––Child using Cylinder Case.

But how is the child to find the right place for each of the little cylinders which lie mixed upon the table? He first makes trials; it often happens that he places a cylinder which is too large for the empty hole over which he puts it. Then, changing its place, he tries others until the cylinder goes in. Again, the contrary may happen; that is to say, the cylinder may slip too easily into a hole too big for it. In that case it has taken a place which does not belong to it at all, but to a larger cylinder. In this way one cylinder at the end will be left out without a place, and it will not be possible to find 32 one that fits. Here the child cannot help seeing his mistake in concrete form. He is perplexed, his little mind is faced with a problem which interests him intensely. Before, all the cylinders fitted, now there is one that will not fit. The little one stops, frowning, deep in thought. He begins to feel the little buttons and finds that some cylinders have too much room. He thinks that perhaps they are out of their right place and tries to place them correctly. He repeats the process again and again, and finally he succeeds. Then it is that he breaks into a smile of triumph. The exercise arouses the intelligence of the child; he wants to repeat it right from the beginning and, having learned by experience, he makes another attempt. Little children from three to three and a half years old have repeated the exercise up to forty times without losing their interest in it.

But how is the child supposed to find the right spot for each of the small cylinders that are mixed up on the table? He first tries different placements; often, he puts a cylinder that’s too big for the empty hole he’s aiming for. Then, he moves it around and tries different ones until the cylinder fits. Conversely, sometimes the cylinder might slip too easily into a hole that’s too big for it. In that case, it’s occupying a spot that doesn’t belong to it but to a larger cylinder. This way, one cylinder will end up left out without a place, and it won't be possible to find one that fits. 32 Here, the child can’t help but see his mistake in a concrete way. He’s puzzled, and his little mind is faced with a problem that interests him greatly. Before, all the cylinders fit, but now there’s one that doesn’t. The little one pauses, frowning and deep in thought. He starts feeling the small buttons and notices that some cylinders have too much space. He thinks they might be out of their proper place and tries to arrange them correctly. He repeats this process over and over, and eventually he succeeds. That’s when he breaks into a triumphant smile. The exercise stimulates the child’s intelligence; he wants to start over from the beginning and, having learned from experience, makes another attempt. Little kids between three and three and a half years old have repeated the exercise up to forty times without losing interest in it.

If the second set of cylinders and then the third are presented, the change of shape strikes the child and reawakens his interest.

If the second set of cylinders and then the third are shown, the change in shape captures the child's attention and reignites their interest.

The material which I have described serves to educate the eye to distinguish difference in dimension, for the child ends by being able to recognize at a glance the larger or the smaller hole 33 which exactly fits the cylinder which he holds in his hand. The educative process is based on this: that the control of the error lies in the material itself, and the child has concrete evidence of it.

The materials I’ve described are designed to help train the eye to notice differences in size, so that the child can quickly identify the larger or smaller hole 33 that fits the cylinder they are holding. The learning process works on this principle: the child can see and understand their mistakes through the material itself, providing clear evidence of their learning.

The desire of the child to attain an end which he knows, leads him to correct himself. It is not a teacher who makes him notice his mistake and shows him how to correct it, but it is a complex work of the child’s own intelligence which leads to such a result.

The child's desire to achieve a goal he understands drives him to self-correct. It's not a teacher pointing out his mistakes and showing him how to fix them; rather, it's a complex process of the child's own intelligence that brings about this result.

Hence at this point there begins the process of auto-education.

Hence at this point, the process of self-education begins.

The aim is not an external one, that is to say, it is not the object that the child should learn how to place the cylinders, and that he should know how to perform an exercise.

The goal isn't about something outside, meaning it's not about the child learning to arrange the cylinders or that he should know how to do an exercise.

The aim is an inner one, namely, that the child train himself to observe; that he be led to make comparisons between objects, to form judgments, to reason and to decide; and it is in the indefinite repetition of this exercise of attention and of intelligence that a real development ensues.

The goal is an internal one: to help the child learn to observe; to encourage him to compare objects, form judgments, reason, and make decisions. It is through the continuous repetition of this exercise in attention and intelligence that true growth occurs.



Fig. 9.––The Tower.

Fig. 9. –– The Tower.

The series of objects to follow after the cylinders 34 consists of three sets of geometrical solid forms:

The series of objects that come after the cylinders 34 includes three sets of geometric solid shapes:

(1) Ten wooden cubes colored pink. The sides of the cubes diminish from ten centimeters to one centimeter. (Fig. 9.)

(1) Ten pink wooden cubes. The sides of the cubes decrease in size from ten centimeters to one centimeter. (Fig. 9.)

With these cubes the child builds a tower, first laying on the ground (upon a carpet) the largest cube, and then placing on the top of it all the others in their order of size to the very smallest. (Fig. 10.) As soon as he has built the tower, the child, with a blow of his hand, knocks it down, so that the cubes are scattered on the carpet, and then he builds it up again.

With these cubes, the child builds a tower, starting by placing the largest cube on the floor (on a carpet) and then stacking all the smaller cubes on top in order of size, down to the smallest. (Fig. 10.) Once the tower is built, the child knocks it down with a hit of his hand, scattering the cubes across the carpet, and then he rebuilds it.


Fig. 10.––Child Playing with Tower. (Photo taken at Mr. Hawker’s School at Runton.)

Fig. 10.––Child Playing with Tower. (Photo taken at Mr. Hawker's School in Runton.)


Fig. 11.––The Broad Stair.

Fig. 11.––The Wide Staircase.


Fig. 12.––The Long Stair.

Fig. 12.––The Long Stair.

(2) Ten wooden prisms, colored brown. The length of the prisms is twenty centimeters, and the square section diminishes from ten centimeters a side to the smallest, one centimeter a side. (Fig. 11.)

(2) Ten wooden prisms, brown in color. Each prism is twenty centimeters long, and the square cross-section decreases from ten centimeters per side to the smallest at one centimeter per side. (Fig. 11.)

The child scatters the ten pieces over a light-colored carpet, and then beginning sometimes with the thickest, sometimes with the thinnest, he places them in their right order of gradation upon a table.

The child spreads the ten pieces across a light-colored carpet, and then, starting sometimes with the thickest and sometimes with the thinnest, he arranges them in the correct order of gradation on a table.

(3) Ten rods, colored green, or alternately red and blue, all of which have the same square 35 section of four centimeters a side, but vary by ten centimeters in length from ten centimeters to one meter. (Fig. 12.)

(3) Ten rods, either green, or alternating between red and blue, all with the same square 35 section of four centimeters per side, but varying in length by ten centimeters from ten centimeters to one meter. (Fig. 12.)

The child scatters the ten rods on a large carpet and mixes them at random, and, by comparing rod with rod, he arranges them according to their order of length, so that they take the form of a set of organ pipes.

The child spreads the ten rods out on a big carpet and mixes them up randomly. Then, by comparing each rod, he organizes them by length, so they look like a set of organ pipes.

As usual, the teacher, by doing the exercises herself, first shows the child how the pieces of each set should be arranged, but it will often happen that the child learns, not directly from her, but by watching his companions. She will, however, always continue to watch the children, never losing sight of their efforts, and any correction of hers will be directed more towards preventing rough or disorderly use of the material than towards any error which the child may make in placing the rods in their order of gradation. The reason is that the mistakes which the child makes, by placing, for example, a small cube beneath one that is larger, are caused by his own lack of education, and it is the repetition of the exercise which, by refining his powers of observation, will lead him sooner or later to correct 36 himself. Sometimes it happens that a child working with the long rods makes the most glaring mistakes. As the aim of the exercise, however, is not that the rods be arranged in the right order of gradation, but that the child should practise by himself, there is no need to intervene.

As usual, the teacher shows the child how to arrange each set of pieces by doing the exercises herself, but often the child learns, not directly from her, but by watching other kids. She will always keep an eye on the children, never losing track of their efforts, and any corrections she makes will focus more on preventing rough or careless use of the materials rather than correcting any mistakes the child makes in arranging the rods by size. The reason is that the child's errors, like placing a smaller cube under a larger one, are due to their lack of experience, and it’s the repetition of the exercise that, by improving their observation skills, will eventually lead them to correct themselves. Sometimes a child working with the long rods makes obvious mistakes. However, since the goal of the exercise is not to arrange the rods correctly but for the child to practice independently, there’s no need to step in.

One day the child will arrange all the rods in their right order, and then, full of joy, he will call the teacher to come and admire them. The object of the exercise will thus be achieved.

One day the child will organize all the rods in their correct order, and then, filled with joy, he will call the teacher to come and admire them. The goal of the exercise will thus be accomplished.

These three sets, the cubes, the prisms, and the rods, cause the child to move about and to handle and carry objects which are difficult for him to grasp with his little hand. Again, by their use, he repeats the training of the eye to the recognition of differences of size between similar objects. The exercise would seem easier, from the sensory point of view, than the other with the cylinders described above.

These three sets, the cubes, the prisms, and the rods, encourage the child to move around and handle objects that are hard for him to grasp with his small hand. Additionally, by using them, he practices the training of the eye to recognize size differences between similar objects. This activity might seem easier, from a sensory perspective, than the one with the cylinders described above.

As a matter of fact, it is more difficult, as there is no control of the error in the material itself. It is the child’s eye alone which can furnish the control.

As a matter of fact, it is more difficult, as there is no control of the error in the material itself. It is the child’s perspective alone that can provide the control.

Hence the difference between the objects should strike the eye at once; for that reason larger 37 objects are used, and the necessary visual power presupposes a previous preparation (provided for in the exercise with the solid insets).

Hence the difference between the objects should be immediately noticeable; for that reason, larger 37 objects are used, and the required visual strength assumes prior preparation (which is addressed in the exercise with the solid insets).



Fig. 13.––Board with Rough and Smooth Surfaces.

Fig. 13.––Board with Rough and Smooth Surfaces.

During the same period the child can be doing other exercises. Among the material is to be found a small rectangular board, the surface of which is divided into two parts––rough and smooth. (Fig. 13.) The child knows already how to wash his hands with cold water and soap; he then dries them and dips the tips of his fingers for a few seconds in tepid water. Graduated exercises for the thermic sense may also have their place here, as has been explained in my book on the “Method.”

During this time, the child can engage in other activities. Included in the materials is a small rectangular board, which has a surface divided into two sections—rough and smooth. (Fig. 13.) The child already knows how to wash their hands with cold water and soap; they then dry them and dip the tips of their fingers in warm water for a few seconds. Gradual exercises for the sense of temperature can also be included here, as explained in my book on the “Method.”

After this, the child is taught to pass the soft cushioned tips of his fingers as lightly as possible over the two separate surfaces, that he may appreciate their difference. The delicate movement backwards and forwards of the suspended hand, as it is brought into light contact with the surface, is an excellent exercise in control. The little hand, which has just been cleansed and given its tepid bath, gains much in grace and beauty, and the whole exercise is the first step in the education 38 of the “tactile sense,” which holds such an important place in my method.

After this, the child is taught to gently glide the soft, cushioned tips of their fingers as lightly as possible over the two different surfaces, so they can appreciate how they feel different. The delicate movement of the suspended hand moving back and forth as it makes light contact with the surface is a great exercise for developing control. The little hand, which has just been cleaned and given a warm bath, gains a lot in grace and beauty, and the whole exercise is the first step in teaching the 38 “tactile sense,” which plays such an important role in my method.

When initiating the child into the education of the sense of touch, the teacher must always take an active part the first time; not only must she show the child “how it is done,” her interference is a little more definite still, for she takes hold of his hand and guides it to touch the surfaces with the finger-tips in the lightest possible way. She will make no explanations; her words will be rather to encourage the child with his hand to perceive the different sensations.

When introducing the child to the education of touch, the teacher should always be actively involved the first time; not only should she demonstrate “how it’s done,” but her involvement is even more hands-on, as she guides the child’s hand to lightly touch the surfaces with their fingertips. She won’t give explanations; instead, her words will focus on encouraging the child to explore different sensations with their hand.

When he has perceived them, it is then that he repeats the act by himself in the delicate way which he has been taught.

When he notices them, that's when he performs the action by himself in the gentle manner he's been taught.


Fig. 14.––Board with Gummed Strips of Paper.

Fig. 14.––Board with Adhesive Paper Strips.

After the board with the two contrasting surfaces, the child is offered another board on which are gummed strips of paper which are rough or smooth in different degrees. (Fig. 14.)

After the board with the two different surfaces, the child is given another board that has gummed strips of paper that vary in roughness or smoothness. (Fig. 14.)

Graduated series of sandpaper cards are also given. The child perfects himself by exercises in touching these surfaces, not only refining his capacity for perceiving tactile differences which are always growing more similar, but also perfecting 39 the movement of which he is ever gaining greater mastery.

Graduated sets of sandpaper cards are also provided. The child improves by practicing with these surfaces, not only sharpening his ability to notice subtle tactile differences that become increasingly similar but also enhancing the control of his movements that he is continually mastering. 39

Following these is a series of stuffs of every kind: velvets, satins, silks, woolens, cottons, coarse and fine linens. There are two similar pieces of each kind of stuff, and they are of bright and vivid colors.

Following these is a collection of all kinds of fabrics: velvets, satins, silks, wools, cottons, coarse and fine linens. There are two matching pieces of each type of fabric, and they are in bright and vivid colors.

The child is now taught a new movement. Where before he had to touch, he must now feel the stuffs, which, according to the degree of fineness or coarseness from coarse cotton to fine silk, are felt with movements correspondingly decisive or delicate. The child whose hand is already practised finds the greatest pleasure in feeling the stuffs, and, almost instinctively, in order to enhance his appreciation of the tactile sensation he closes his eyes. Then, to spare himself the exertion, he blindfolds himself with a clean handkerchief, and as he feels the stuffs, he arranges the similar pieces in pairs, one upon the other, then, taking off the handkerchief, he ascertains for himself whether he has made any mistake.

The child is now learning a new movement. Instead of just touching, he must now feel the materials, which range from coarse cotton to fine silk, and he experiences them with movements that are either strong or gentle based on their texture. The child who has already practiced finds a lot of joy in feeling the materials, and almost instinctively, to enhance his sense of touch, he closes his eyes. Then, to make it easier on himself, he blindfolds himself with a clean handkerchief, and as he feels the materials, he sorts the similar pieces into pairs, stacking one on top of the other. Afterward, he removes the blindfold to check if he made any mistakes.

This exercise in touching and feeling is peculiarly attractive to the child, and induces him to 40 seek similar experiences in his surroundings. A little one, attracted by the pretty stuff of a visitor’s dress, will be seen to go and wash his hands, then to come and touch the stuff of the garment again and again with infinite delicacy, his face meanwhile expressing his pleasure and interest.

This activity of touching and feeling is particularly appealing to children and encourages them to 40 look for similar experiences in their environment. A small child, drawn in by the beautiful material of a visitor’s dress, will go and wash their hands, then return to gently touch the fabric again and again, with their face showing delight and curiosity.


A little later we shall see the children interest themselves in a much more difficult exercise.

A little later, we will see the children engage in a much more challenging activity.


Fig. 15.––Wood Tablets Differing in Weight.

Fig. 15.––Wood Tablets with Different Weights.

There are some little rectangular tablets which form part of the material. (Fig. 15.) The tablets, though of identical size, are made of wood of varying qualities, so that they differ in weight and, through the property of the wood, in color also.

There are some small rectangular tablets that are part of the material. (Fig. 15.) The tablets, while the same size, are made of wood with different qualities, which makes them vary in weight and, due to the type of wood, in color as well.

The child has to take a tablet and rest it delicately on the inner surfaces of his four fingers, spreading them well out. This will be another opportunity of teaching delicate movements.

The child needs to take a tablet and gently rest it on the inner surfaces of his four fingers, spreading them out wide. This will be another chance to teach subtle movements.

The hand must move up and down as though to weigh the object, but the movement must be as imperceptible as possible. These little movements should diminish as the capacity and attention for perceiving the weight of the object becomes more acute and the exercise will be perfectly 41 performed when the child comes to perceive the weight almost without any movement of the hands. It is only by the repetition of the attempts that such a result can be obtained.

The hand should move up and down as if to gauge the object's weight, but the movement should be barely noticeable. These small movements should lessen as the ability to perceive the object's weight sharpens, and the exercise will be effectively completed when the child learns to sense the weight with almost no hand movement at all. This outcome can only be achieved through repeated practice. 41

Once the children are initiated into it by the teacher, they blindfold their eyes and repeat by themselves these exercises of the baric sense. For example, they lay the heavier wooden tablets on the right and the lighter on the left.

Once the teacher introduces the exercises to the children, they blindfold themselves and practice the baric sense exercises on their own. For instance, they place the heavier wooden tablets on the right and the lighter ones on the left.

When the child takes off the handkerchief, he can see by the color of the pieces of wood if he has made a mistake.

When the child removes the handkerchief, he can tell by the color of the pieces of wood if he made a mistake.


A long time before this difficult exercise, and during the period when the child is working with the three sorts of geometrical solids and with the rough and smooth tablets, he can be exercising himself with a material which is very attractive to him.

A long time before this challenging activity, and while the child is engaging with the three types of geometric solids and the rough and smooth tablets, he can be working with some material that's really appealing to him.

This is the set of tablets covered with bright silk of shaded colors. The set consists of two separate boxes each containing sixty-four colors; that is, eight different tints, each of which has eight shades carefully graded. The first exercise for the child is that of pairing the colors; 42 that is, he selects from a mixed heap of colors the two tablets which are alike, and lays them out, one beside the other. The teacher naturally does not offer the child all the one hundred and twenty-eight tablets in a heap, but chooses only a few of the brighter colors, for example, red, blue and yellow, and prepares and mixes up three or four pairs. Then, taking one tablet––perhaps the red one––she indicates to the child that he is to choose its counterpart from the heap. This done, the teacher lays the pair together on the table. Then she takes perhaps the blue and the child selects the tablet to form another pair. The teacher then mixes the tablets again for the child to repeat the exercise by himself, i.e., to select the two red tablets, the two blue, the two yellow, etc., and to place the two members of each pair next to one another.

This is the set of tablets covered with bright silk in various shades. The set includes two separate boxes, each containing sixty-four colors; that is, eight different tints, with each having eight carefully graded shades. The first exercise for the child is pairing the colors; 42 which means the child selects from a mixed pile of colors the two tablets that are the same and places them side by side. The teacher doesn't offer the child all one hundred and twenty-eight tablets at once, but only a few of the brighter colors, like red, blue, and yellow, and prepares and mixes up three or four pairs. Then, taking one tablet—maybe the red one—she shows the child that he needs to pick its matching tablet from the pile. Once he does that, the teacher places the pair together on the table. Next, she takes the blue tablet, and the child picks the corresponding tablet to create another pair. The teacher then mixes the tablets again for the child to repeat the exercise independently, i.e., selecting the two red tablets, the two blue, the two yellow, etc., and placing the two members of each pair next to each other.

Then the couples will be increased to four or five, and little children of three years old end by pairing of their own accord ten or a dozen couples of mixed tablets.

Then the couples will increase to four or five, and little children as young as three years old will end up pairing off on their own, creating ten or a dozen mixed couples.


COLOR SPOOLS

Color spools

When the child has given his eye sufficient practise in recognizing the identity of the pairs of colors, he is offered the shades of one color 43 only, and he exercises himself in the perception of the slightest differences of shade in every color. Take, for example, the blue series. There are eight tablets in graduated shades. The teacher places them one beside another, beginning with the darkest, with the sole object of making the child understand “what is to be done.”

When the child has practiced enough in recognizing the identity of color pairs, he is introduced to shades of just one color 43 and works on noticing the slightest differences in shade within that color. For instance, with the blue series, there are eight tablets in varying shades. The teacher arranges them side by side, starting with the darkest, with the aim of helping the child understand “what to do.”

She then leaves him alone to the interesting attempts which he spontaneously makes. It often happens that the child makes a mistake. If he has understood the idea and makes a mistake, it is a sign that he has not yet reached the stage of perceiving the differences between the graduations of one color. It is practise which perfects in the child that capacity for distinguishing the fine differences, and so we leave him alone to his attempts!

She then leaves him alone to his interesting attempts. Often, the child makes a mistake. If he gets the idea but still makes a mistake, it shows that he hasn't yet reached the stage of recognizing the differences between shades of color. It's practice that hones the child's ability to distinguish those subtle differences, so we let him be with his attempts!

There are two suggestions that we can make to help him. The first is that he should always select the darkest color from the pile. This suggestion greatly facilitates his choice by giving it a constant direction.

There are two suggestions we can make to help him. The first is that he should always pick the darkest color from the pile. This suggestion makes his choice much easier by providing a clear direction.

Secondly, we can lead him to observe from time to time any two colors that stand next to each other in order to compare them directly and apart 44 from the others. In this way the child does not place a tablet without a particular and careful comparison with its neighbor.

Secondly, we can help him notice, from time to time, any two colors that are next to each other so he can compare them directly and separately from the others. This way, the child doesn’t place a tablet without a specific and careful comparison with its neighbor. 44

Finally, the child himself will love to mix the sixty-four colors and then to arrange them in eight rows of pretty shades of color with really surprising skill. In this exercise also the child’s hand is educated to perform fine and delicate movements and his mind is afforded special training in attention. He must not take hold of the tablets anyhow, he must avoid touching the colored silk, and must handle the tablets instead by the pieces of wood at the top and bottom. To arrange the tablets next to one another in a straight line at exactly the same level, so that the series looks like a beautiful shaded ribbon, is an act which demands a manual skill only obtained after considerable practise.

Finally, the child will enjoy mixing the sixty-four colors and then arranging them in eight rows of lovely shades with impressive skill. This activity also helps the child's hand develop fine and delicate movements, while training their mind to focus. They need to hold the tablets correctly, avoiding contact with the colored silk, and instead handle the tablets by the wooden pieces at the top and bottom. Arranging the tablets next to each other in a straight line at the same level, so that the series resembles a beautiful shaded ribbon, is a task that requires a level of manual skill that comes only after a lot of practice.


These exercises of the chromatic sense lead, in the case of the older children, to the development of the “color memory.” A child having looked carefully at a color, is then invited to look for its companion in a mixed group of colors, without, 45 of course, keeping the color he has observed under his eye to guide him. It is, therefore, by his memory that he recognizes the color, which he no longer compares with a reality but with an image impressed upon his mind.

These exercises for the sense of color help older children develop their “color memory.” After carefully observing a particular color, a child is asked to find its match from a mixed group of colors, without being able to keep the observed color in sight for reference. Therefore, the child relies on their memory to recognize the color, comparing it not to the physical color but to a mental image stored in their mind. 45

The children are very fond of this exercise in “color memory”; it makes a lively digression for them, as they run with the image of a color in their minds and look for its corresponding reality in their surroundings. It is a real triumph for them to identify the idea with the corresponding reality and to hold in their hands the proof of the mental power they have acquired.

The kids really enjoy this game of “color memory”; it’s a fun break for them as they picture a color in their minds and search for the real thing around them. It’s a big win for them to match the idea with the actual color and to hold in their hands the proof of the mental skills they’ve developed.


Another interesting piece of material is a little cabinet containing six drawers placed one above another. When they are opened they display six square wooden “frames” in each. (Fig. 16.)

Another interesting item is a small cabinet with six drawers stacked vertically. When opened, each drawer reveals a square wooden "frame." (Fig. 16.)


Fig. 16.––Cabinet with Drawers to hold Geometrical Insets.

Fig. 16.––Cabinet with drawers for storing geometrical inserts.

Almost all the frames have a large geometrical figure inserted in the center, each colored blue and provided with a small button for a handle. Each drawer is lined with blue paper, and when the geometrical figure is removed, the bottom is seen to reproduce exactly the same form.

Almost all the frames have a large geometric shape in the center, each colored blue and equipped with a small button for a handle. Each drawer is lined with blue paper, and when the geometric shape is taken out, the bottom shows the exact same shape.

46

The geometrical figures are arranged in the drawers according to analogy of form.

The geometric shapes are organized in the drawers by their similar forms.

(1) In one drawer there are six circles decreasing in diameter. (Fig. 17.)

(1) In one drawer, there are six circles that get smaller in size. (Fig. 17.)


Fig. 17.––Set of Six Circles.

Fig. 17.––Set of 6 Circles.

(2) In another there is a square, together with five rectangles in which the length is always equal to the side of the square while the breadth gradually decreases. (Fig. 18.)

(2) In another, there's a square, along with five rectangles where the length always matches the side of the square, while the width progressively gets smaller. (Fig. 18.)


Fig. 18.––Set of Six Rectangles.

Fig. 18.––Set of Six Rectangles.

(3) Another drawer contains six triangles, which vary either according to their sides or according to their angles (the equilateral, isosceles, scalene, right angled, obtuse angled, and acute angled). (Fig. 19.)

(3) Another drawer holds six triangles, which differ either by their sides or by their angles (the equilateral, isosceles, scalene, right-angled, obtuse-angled, and acute-angled). (Fig. 19.)


Fig. 19.––Set of Six Triangles.

Fig. 19.––Set of 6 Triangles.

(4) In another drawer there are six regular polygons containing from five to ten sides, i.e., the pentagon, hexagon, heptagon, octagon, nonagon, and decagon. (Fig. 20.)

(4) In another drawer, there are six regular polygons with five to ten sides, i.e., the pentagon, hexagon, heptagon, octagon, nonagon, and decagon. (Fig. 20.)


Fig. 20.––Set of Six Polygons.

Fig. 20.––Set of Six Shapes.

(5) Another drawer contains various figures: an oval, an ellipse, a rhombus, and a trapezoid. (Fig. 21.)

(5) Another drawer has different shapes: an oval, an ellipse, a rhombus, and a trapezoid. (Fig. 21.)


Fig. 21.––Set of Six Irregular Figures.

Fig. 21.––Collection of Six Irregular Shapes.

(6) Finally, there are four plain wooden tablets, i.e., without any geometrical inset, which should have no button fixed to them; also two other irregular geometrical figures. (Fig. 22.)

(6) Finally, there are four simple wooden tablets, i.e., without any geometric inlays, which shouldn't have any buttons attached to them; also two other irregular geometric shapes. (Fig. 22.)


Fig. 22.––Set of Four Blanks and Two Irregular Figures.

Fig. 22.––Collection of Four Blanks and Two Irregular Shapes.

Connected with this material there is a wooden 47 frame furnished with a kind of rack which opens like a lid, and serves, when shut, to keep firmly in place six of the insets which may be arranged on the bottom of the frame itself, entirely covering it. (Fig. 23.)

Connected with this material, there is a wooden 47 frame equipped with a rack that opens like a lid and, when closed, securely holds six insets that can be arranged on the bottom of the frame itself, completely covering it. (Fig. 23.)


Fig. 23.––Frame to hold Geometrical Insets.

Fig. 23.––Frame for Holding Geometrical Insets.

This frame is used for the preparation of the first presentation to the child of the plane geometrical forms.

This frame is used to introduce the child to basic geometric shapes.

The teacher may select according to her own judgment certain forms from among the whole series at her disposal.

The teacher can choose, based on her own judgment, specific forms from the entire series available to her.

At first it is advisable to show the child only a few figures which differ very widely from one another in form. The next step is to present a larger number of figures, and after this to present consecutively figures more and more similar in form.

At first, it's best to show the child just a few shapes that are very different from each other in design. The next step is to introduce a larger variety of shapes, and then to gradually present shapes that are increasingly similar in design.

The first figures to be arranged in the frame will be, for example, the circle and the equilateral triangle, or the circle, the triangle and the square. The spaces which are left should be covered with the tablets of plain wood. Gradually the frame is completely filled with figures; first, with very dissimilar figures, as, for example, a square, a very narrow rectangle, a triangle, a circle, an 48 ellipse and a hexagon, or with other figures in combination.

The first shapes to be arranged in the frame will be, for instance, the circle and the equilateral triangle, or the circle, the triangle, and the square. The empty spaces should be filled with plain wooden tablets. Gradually, the frame gets completely filled with shapes; initially, with very different shapes, like a square, a narrow rectangle, a triangle, a circle, an 48 ellipse, and a hexagon, or with other shapes in combination.

Afterwards the teacher’s object will be to arrange figures similar to one another in the frame, as, for example, the set of six rectangles, six triangles, six circles, varying in size, etc.

After that, the teacher's goal will be to arrange figures that are similar to each other in the frame, such as a set of six rectangles, six triangles, six circles, varying in size, and so on.

This exercise resembles that of the cylinders. The insets are held by the buttons and taken from their places. They are then mixed on the table and the child is invited to put them back in their places. Here also the control of the error is in the material, for the figure cannot be inserted perfectly except when it is put in its own place. Hence a series of “experiments,” of “attempts” which end in victory. The child is led to compare the various forms; to realize in a concrete way the differences between them when an inset wrongly placed will not go into the aperture. In this way he educates his eye to the recognition of forms.

This exercise is similar to the cylinders. The shapes are held by buttons and removed from their spots. Then, they’re mixed up on the table, and the child is asked to put them back in their places. Here too, the way to check mistakes is in the material, because the shape can only be inserted correctly when it’s put in its correct spot. This leads to a series of “experiments” and “attempts” that result in success. The child is encouraged to compare the different shapes and to understand the differences in a tangible way when a piece doesn’t fit into the opening if it’s placed incorrectly. In this way, they develop their eye for recognition of forms.


Fig. 24.––Child Touching the Insets. (Montessori School, Runton.)

Fig. 24.––Child Interacting with the Insets. (Montessori School, Runton.)

The new movement of the hand which the child must coordinate is of particular importance. He is taught to touch the outline of the geometrical figures with the soft tips of the index and middle finger of the right hand, or of the left as well, if 49 one believes in ambidexterity. (Fig. 24.) The child is made to touch the outline, not only of the inset, but also of the corresponding aperture, and, only after having touched them, is he to put back the inset into its place.

The new hand movement that the child needs to coordinate is especially important. They are taught to trace the outline of geometrical shapes with the soft tips of their index and middle fingers of the right hand, or the left as well, if 49 one believes in being able to use both hands equally well. (Fig. 24.) The child is instructed to touch the outline, not just of the inset, but also of the matching opening, and only after completing the tracing should they put the inset back in its place.

The recognition of the form is rendered much easier in this way. Children who evidently do not recognize the identities of form by the eye and who make absurd attempts to place the most diverse figures one within the other, do recognize the forms after having touched their outlines, and arrange them very quickly in their right places.

The recognition of the shape is made much easier this way. Children who clearly do not recognize the identities of shapes by just looking and who try to absurdly fit completely different figures into one another, the shapes after touching their outlines and quickly arrange them in the correct spots.

The child’s hand during this exercise of touching the outlines of the geometrical figures has a concrete guide in the object. This is especially true when he touches the frames, for his two fingers have only to follow the edge of the frame, which acts as an obstacle and is a very clear guide. The teacher must always intervene at the start to teach accurately this movement, which will have such an importance in the future. She must, therefore, show the child how to touch, not only by performing the movement herself slowly and clearly, but also by guiding the child’s hand itself during his first attempts, so 50 that he is sure to touch all the details––angles and sides. When his hand has learned to perform these movements with precision and accuracy, he will be really capable of following the outline of a geometrical figure, and through many repetitions of the exercise he will come to coordinate the movement necessary for the exact delineation of its form.

The child’s hand during this exercise of tracing the outlines of geometric shapes has a clear guide in the object. This is especially true when they trace the frames, as their two fingers just have to follow the edge of the frame, which serves as a barrier and a very obvious guide. The teacher must always step in at the beginning to teach this movement accurately, as it will be important in the future. She must, therefore, show the child how to touch, not just by demonstrating the movement herself slowly and clearly, but also by guiding the child’s hand during their first attempts, so 50 that they are sure to touch all the details—angles and sides. Once their hand has learned to perform these movements with precision and accuracy, they will be really capable of following the outline of a geometric figure, and through many repetitions of the exercise, they will come to coordinate the movement necessary for the exact delineation of its form.

This exercise could be called an indirect but very real preparation for drawing. It is certainly the preparation of the hand to trace an enclosed form. The little hand which touches, feels, and knows how to follow a determined outline is preparing itself, without knowing it, for writing.

This exercise can be seen as an indirect yet very effective way to prepare for drawing. It definitely helps the hand to trace an enclosed form. The small hand that touches, feels, and follows a specific outline is getting ready, without even realizing it, for writing.

The children make a special point of touching the outlines of the plane insets with accuracy. They themselves have invented the exercise of blindfolding their eyes so as to recognize the forms by touch only, taking out and putting back the insets without seeing them.

The kids make a special effort to accurately feel the shapes of the plane insets. They've come up with the game of blindfolding themselves so they can identify the shapes just by touch, taking the insets out and putting them back without looking.



Fig. 25.––Series of Cards with Geometrical Forms.

Fig. 25.––Collection of Cards with Geometric Shapes.

Corresponding to every form reproduced in the plane insets there are three white cards square in shape and of exactly the same size as the wooden 51 frames of the insets. These cards are kept in three special cardboard boxes, almost cubic in form. (Fig. 25.)

Corresponding to every shape shown in the plane insets, there are three white cards that are square and exactly the same size as the wooden 51 frames of the insets. These cards are stored in three special cardboard boxes that are nearly cubic in shape. (Fig. 25.)

On the cards are repeated, in three series, the same geometrical forms as those of the plane insets. The same measurements of the figures also are exactly reproduced.

On the cards, the same geometric shapes as those of the flat insets are repeated in three series. The measurements of the figures are also exactly replicated.

In the first series the forms are filled in, i.e., they are cut out in blue paper and gummed on to the card; in the second series there is only an outline about half a centimeter in width, which is cut out in the same blue paper and gummed to the card; in the third series, however, the geometrical figures are instead outlined only in black ink.

In the first series, the shapes are filled in, i.e., they are cut out of blue paper and glued onto the card; in the second series, there’s just an outline about half a centimeter wide, which is cut out of the same blue paper and glued to the card; in the third series, however, the geometric figures are only outlined in black ink.

By the use of this second piece of the material, the exercise of the eye is gradually brought to perfection in the recognition of “plane forms.” In fact, there is no longer the concrete control of error in the material as there was in the wooden insets, but the child, by his eye alone, must judge of identities of form when, instead of fitting the wooden forms into their corresponding apertures, he simply rests them on the cardboard figure.

By using this second piece of material, the exercise of the eye gradually improves in recognizing “plane forms.” In fact, there’s no longer the direct control of mistakes in the material as there was with the wooden insets. Instead, the child must rely on their eye alone to judge the identities of the shapes when, rather than fitting the wooden forms into their respective openings, they simply rest them on the cardboard figure.

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Again, the refinement of the eye’s power of discrimination increases every time the child passes from one series of cards to the next, and by the time that he has reached the third series, he can see the relation between a wooden object, which he holds in his hand, and an outline drawing; that is, he can connect the concrete reality with an abstraction. The line now assumes in his eyes a very definite meaning; and he accustoms himself to recognize, to interpret and to judge of forms contained by a simple outline.

Again, the child’s ability to distinguish increases every time they move from one set of cards to the next. By the time they reach the third set, they can see the connection between a wooden object they’re holding and an outline drawing. In other words, they can link the tangible reality with an abstraction. The line now has a clear meaning for them, and they get used to recognizing, interpreting, and judging the shapes defined by a simple outline.

The exercises are various; the children themselves invent them. Some love to spread out a number of the figures of the geometric insets before their eyes, and then, taking a handful of the cards and mixing them like playing cards, deal them out as quickly as possible, choosing the figures corresponding to the pieces. Then as a test of their choice, they place the wooden pieces upon the forms on the cards. At this exercise they often cover whole tables, putting the wooden figures above, and beneath each one in a vertical line, the three corresponding forms of the cardboard series.

The exercises are varied; the children come up with them on their own. Some like to lay out several geometric shapes in front of them, and then, grabbing a handful of cards and mixing them up like playing cards, they deal them out as quickly as they can, picking the shapes that match the pieces. As a way to test their choices, they place the wooden pieces on the shapes shown on the cards. During this activity, they often cover entire tables, stacking the wooden shapes on top, and below each one in a vertical line, the three corresponding cardboard shapes.

Another game invented by the children consists 53 in putting out and mixing all the cards of the three series on two or three adjoining tables. The child then takes a wooden geometrical form and places it, as quickly as possible, on the corresponding cards which he has recognized at a glance among all the rest.

Another game created by the kids involves 53 spreading out and mixing all the cards from the three sets on two or three nearby tables. The child then grabs a wooden geometric shape and quickly puts it on the matching cards that he spots at a glance among the others.

Four or five children play this game together, and as soon as one of them has found, for example, the filled-in figure corresponding to the wooden piece, and has placed the piece carefully and precisely upon it, another child takes away the piece in order to place it on the same form in outline. The game is somewhat suggestive of chess.

Four or five kids play this game together, and as soon as one of them finds, for example, the filled-in shape that matches the wooden piece, and carefully places the piece on it, another child takes the piece away to put it on the same outline shape. The game is kind of like chess.

Many children, without any suggestion from any one, touch with the finger the outline of the figures in the three series of cards, doing it with seriousness of purpose, interest and perseverance.

Many children, without any prompting from anyone, touch the outlines of the figures on the three sets of cards, doing so with focus, curiosity, and determination.

We teach the children to name all the forms of the plane insets.

We teach the kids to name all the types of flat shapes.

At first I had intended to limit my teaching to the most important names, such as square, rectangle, circle. But the children wanted to know all the names, taking pleasure in learning even 54 the most difficult, such as trapezium, and decagon. They also show great pleasure in listening to the exact pronunciation of new words and in their repetition. Early childhood is, in fact, the age in which language is formed, and in which the sounds of a foreign language can be perfectly learned.

At first, I planned to limit my teaching to just the basic shapes like square, rectangle, and circle. But the kids wanted to learn all the names, excited to tackle even the tougher ones like trapezium and decagon. They also enjoy hearing the correct pronunciation of new words and repeating them. Early childhood is actually the time when language develops, and kids can master the sounds of a foreign language perfectly.

When the child has had long practise with the plane insets, he begins to make “discoveries” in his environment, recognizing forms, colors, and qualities already known to him––a result which, in general, follows after all the sensory exercises. Then it is that a great enthusiasm is aroused in him, and the world becomes for him a source of pleasure. A little boy, walking one day alone on the roof terrace, repeated to himself with a thoughtful expression on his face, “The sky is blue! the sky is blue!” Once a cardinal, an admirer of the children of the school in Via Guisti, wished himself to bring them some biscuits and to enjoy the sight of a little greediness among the children. When he had finished his distribution, instead of seeing the children put the food hastily into their mouths, to his great surprise he heard them call out, “A triangle! a circle! a rectangle!” 55 In fact, these biscuits were made in geometrical shapes.

When the child has practiced with the plane insets for a long time, he starts to make “discoveries” in his surroundings, recognizing shapes, colors, and qualities that he already knows—this is a result that usually comes after all the sensory exercises. That's when he's filled with excitement, and the world turns into a source of joy for him. One day, a little boy was walking alone on the roof terrace, repeating to himself with a thoughtful look on his face, “The sky is blue! The sky is blue!” Once, a cardinal, who admired the children at the school on Via Guisti, wanted to bring them some biscuits and enjoy seeing a bit of their greediness. After he finished handing out the treats, he was surprised to hear the children shout, “A triangle! A circle! A rectangle!” instead of seeing them quickly gobble the food. 55 In fact, these biscuits were shaped like geometric figures.

In one of the people’s dwellings at Milan, a mother, preparing the dinner in the kitchen, took from a packet a slice of bread and butter. Her little four-year-old boy who was with her said, “Rectangle.” The woman going on with her work cut off a large corner of the slice of bread, and the child cried out, “Triangle.” She put this bit into the saucepan, and the child, looking at the piece that was left, called out more loudly than before, “And now it is a trapezium.”

In one of the homes in Milan, a mother was making dinner in the kitchen and took a slice of bread and butter out of a packet. Her little four-year-old son who was with her said, “Rectangle.” While continuing her work, she cut off a big corner of the slice of bread, and the child shouted, “Triangle.” She put that piece into the saucepan, and looking at what was left, the child exclaimed even louder, “And now it’s a trapezium.”

The father, a working man, who was present, was much impressed with the incident. He went straight to look for the teacher and asked for an explanation. Much moved, he said, “If I had been educated in that way I should not be now just an ordinary workman.”

The father, a working man present at the event, was very impressed by what happened. He immediately went to find the teacher and asked for an explanation. Deeply affected, he said, “If I had been educated like that, I wouldn’t just be an ordinary worker now.”

It was he who later on arranged for a demonstration to induce all the workmen of the dwellings to take an interest in the school. They ended by presenting the teacher with a parchment they had painted themselves, and on it, between the pictures of little children, they had introduced every kind of geometrical form.

It was he who later organized a demonstration to get all the workers from the homes to get interested in the school. In the end, they presented the teacher with a parchment they had decorated themselves, and on it, between pictures of little children, they included all sorts of geometric shapes.

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As regards the touching of objects for the realization of their form, there is an infinite field of discovery open to the child in his environment. Children have been seen to stand opposite a beautiful pillar or a statue and, after having admired it, to close their eyes in a state of beatitude and pass their hands many times over the forms. One of our teachers met one day in a church two little brothers from the school in Via Guisti. They were standing looking at the small columns supporting the altar. Little by little the elder boy edged nearer the columns and began to touch them, then, as if he desired his little brother to share his pleasure, he drew him nearer and, taking his hand very gently, made him pass it round the smooth and beautiful shape of the column. But a sacristan came up at that moment and sent away “those tiresome children who were touching everything.”

In terms of touching objects to understand their form, there's a vast world of discovery available to children in their surroundings. Kids have been observed standing in front of a beautiful pillar or statue, admiring it, then closing their eyes in bliss and running their hands over the shapes repeatedly. One of our teachers once encountered two little brothers from the school on Via Guisti in a church. They were gazing at the small columns that support the altar. Gradually, the older boy moved closer to the columns and started to touch them. Then, wanting his younger brother to join in his enjoyment, he pulled him closer and gently placed his hand on the smooth, beautiful surface of the column. However, a sacristan approached at that moment and told them to leave “those annoying kids who are touching everything.”

The great pleasure which the children derive from the recognition of objects by touching their form corresponds in itself to a sensory exercise.

The joy that children get from recognizing objects by feeling their shape is, in itself, a sensory activity.

Many psychologists have spoken of the stereognostic sense, that is, the capacity of recognizing 57 forms by the movement of the muscles of the hand as it follows the outlines of solid objects. This sense does not consist only of the sense of touch, because the tactile sensation is only that by which we perceive the differences in quality of surfaces, rough or smooth. Perception of form comes from the combination of two sensations, tactile and muscular, muscular sensations being sensations of movement. What we call in the blind the tactile sense is in reality more often the stereognostic sense. That is, they perceive by means of their hands the form of bodies.

Many psychologists have talked about the stereognostic sense, which is the ability to recognize shapes through the movement of hand muscles as they trace the outlines of solid objects. This sense isn't just about touch, because tactile sensation only helps us perceive the differences in surface qualities, such as rough or smooth. The perception of shape comes from a mix of two sensations: touch and movement, with muscular sensations being the sensations of movement. What we refer to as the tactile sense in blind individuals is actually more often the stereognostic sense. In other words, they use their hands to feel the shape of objects.

It is the special muscular sensibility of the child from three to six years of age who is forming his own muscular activity which stimulates him to use the stereognostic sense. When the child spontaneously blindfolds his eyes in order to recognize various objects, such as the plane and solid insets, he is exercising this sense.

It’s the unique muscular awareness of a child between three and six years old who is developing their own muscle control that encourages them to use their stereognostic sense. When the child voluntarily covers their eyes to identify different objects, like the flat and solid shapes, they are actively using this sense.

There are many exercises which he can do to enable him to recognize with closed eyes objects of well defined shapes, as, for example, the little bricks and cubes of Froebel, marbles, coins, beans, peas, etc. From a selection of different 58 objects mixed together he can pick out those that are alike, and arrange them in separate heaps.

There are many exercises he can do to help him recognize objects with distinct shapes while his eyes are closed, like the small bricks and cubes from Froebel, marbles, coins, beans, peas, and so on. From a mix of different objects, he can pick out the ones that are similar and sort them into separate piles.

In the didactic material there are also geometrical solids––pale blue in color––a sphere, a prism, a pyramid, a cone, a cylinder. The most attractive way of teaching a child to recognize these forms is for him to touch them with closed eyes and guess their names, the latter learned in a way which I will describe later. After an exercise of this kind the child when his eyes are open observes the forms with a much more lively interest. Another way of interesting him in the solid geometrical forms is to make them move. The sphere rolls in every direction; the cylinder rolls in one direction only; the cone rolls round itself; the prism and the pyramid, however, stand still, but the prism falls over more easily than the pyramid.

In the teaching materials, there are also geometric shapes—pale blue in color—such as a sphere, a prism, a pyramid, a cone, and a cylinder. The best way to help a child recognize these shapes is for them to touch them with their eyes closed and guess their names, which they'll learn in a way I will explain later. After doing this exercise, when the child opens their eyes, they observe the shapes with much more enthusiasm. Another way to get them interested in these solid geometric shapes is to make them move. The sphere rolls in any direction; the cylinder rolls in one direction only; the cone rolls around itself; however, the prism and the pyramid stay still, but the prism tips over more easily than the pyramid.



Fig. 26.––Sound Boxes.

Fig. 26.––Sound Boxes.

Little more remains of the didactic material for the education of the senses. There is, however, a series of six cardboard cylinders, either closed entirely or with wooden covers. (Fig. 26.)

Little more remains of the teaching materials for sensory education. There is, however, a set of six cardboard tubes, either completely closed or with wooden lids. (Fig. 26.)

When these cases are shaken they produce sounds varying in intensity from loud to almost 59 imperceptible sounds, according to the nature of the objects inside the cylinder.

When these cases are shaken, they make sounds that range in volume from loud to nearly silent, depending on the type of objects inside the cylinder. 59

There is a double act of these, and the exercise consists, first, in the recognition of sounds of equal intensity, arranging the cylinders in pairs. The next exercise consists in the comparison of one sound with another; that is, the child arranges the six cylinders in a series according to the loudness of sound which they produce. The exercise is analogous to that with the color spools, which also are paired and then arranged in gradation. In this case also the child performs the exercise seated comfortably at a table. After a preliminary explanation from the teacher he repeats the exercise by himself, his eyes being blindfolded that he may better concentrate his attention.

There’s a two-part activity involving these items. First, the child learns to recognize sounds that are the same volume by pairing the cylinders. Next, they compare one sound to another, arranging the six cylinders in a line based on how loud they are. This activity is similar to working with color spools, which are also paired and then organized in order. Just like before, the child does this seated comfortably at a table. After the teacher gives a brief explanation, the child repeats the activity alone, with their eyes covered to help them focus better.

We may conclude with a general rule for the direction of the education of the senses. The order of procedure should be:

We can wrap up with a general guideline for how to educate the senses. The order of steps should be:

(1) Recognition of identities (the pairing of similar objects and the insertion of solid forms into places which fit them).

(1) Recognizing identities (the matching of similar objects and placing solid forms into the spaces that suit them).

(2) Recognition of contrasts (the presentation of the extremes of a series of objects).

(2) Recognition of contrasts (showing the extremes of a range of objects).

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(3) Discrimination between objects very similar to one another.

(3) Discrimination between objects that are very similar to each other.

To concentrate the attention of the child upon the sensory stimulus which is acting upon him at a particular moment, it is well, as far as possible, to isolate the sense; for instance, to obtain silence in the room for all the exercises and to blindfold the eyes for those particular exercises which do not relate to the education of the sense of sight.

To focus the child's attention on the sensory input affecting him at a specific moment, it's best to isolate the sense as much as possible. For example, ensure the room is quiet during all exercises and use a blindfold for exercises that don't involve the sense of sight.

The cinematograph pictures give a general idea of all the sense exercises which the children can do with the material, and any one who has been initiated into the theory on which these are based will be able gradually to recognize them as they are seen practically carried out.

The cinematograph pictures provide an overview of all the sensory activities that children can engage in with the materials, and anyone who has been introduced to the theory behind these will gradually be able to identify them as they observe them being practiced.

It is very advisable for those who wish to guide the children in these sensory exercises to begin themselves by working with the didactic material. The experience will give them some idea of what the children must feel, of the difficulties which they must overcome, etc., and, up to a certain point, it will give them some conception of the interest which these exercises can arouse in them. Whoever makes such experiments himself will be most struck by the fact that, when blindfolded, he finds 61 that all the sensations of touch and hearing really appear more acute and more easily recognized. On account of this alone no small interest will be aroused in the experimenter.

It’s highly recommended for anyone looking to guide children in these sensory exercises to start by working with the educational materials themselves. This experience will help them understand what the children need to feel, the challenges they have to overcome, and to some extent, it will give them a sense of the excitement these exercises can generate. Anyone who experiments with this themselves will likely be surprised by how, when blindfolded, all their senses of touch and hearing seem sharper and easier to identify. Just this alone will spark a significant interest in the person conducting the experiment.


For the beginning of the education of the musical sense, we use in Rome a material which does not form part of the didactic apparatus as it is sold at present. It consists of a double series of bells forming an octave with tones and semitones. These metal bells, which stand upon a wooden rectangular base, are all alike in appearance, but, when struck with a little wooden hammer, give out sounds corresponding to the notes doh, re, mi, fah, soh, lah, ti, doh, doh ♯, re ♯, fah ♯, soh ♯, lah ♯.

For starting the education of musical awareness, we in Rome use a material that's not part of the teaching tools available today. It consists of a double set of bells that create an octave with whole and half tones. These metal bells, which sit on a wooden rectangular base, look the same, but when you strike them with a small wooden mallet, they produce sounds corresponding to the notes do, re, mi, fa, so, la, ti, do, do ♯, re ♯, fa ♯, so ♯, la ♯.



Fig. 27.––Musical Bells.

Fig. 27.––Musical Bells.

One series of bells is arranged in chromatic order upon a long board, upon which are painted rectangular spaces which are black and white and of the same size as the bases which support the bells. As on a pianoforte keyboard, the white spaces correspond to the tones, and the black to the semitones. (Fig. 27.)

One set of bells is lined up in chromatic order on a long board, which has painted rectangular areas that are black and white and the same size as the bases holding the bells. Just like on a piano keyboard, the white areas represent the tones, while the black areas represent the semitones. (Fig. 27.)

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At first the only bells to be arranged upon the board are those which correspond to the tones; these are set upon the white spaces in the order of the musical notes, doh, re, mi, fah, soh, lah, ti, doh.

At first, the only bells placed on the board are the ones that match the tones; they are arranged on the white spaces in the order of the musical notes: do, re, mi, fa, so, la, ti, do.

To perform the first exercise the child strikes with a small hammer the first note of the series already arranged (doh). Then among a second series of corresponding bells which, arranged without the semitones, are mixed together upon the table, he tries, by striking the bells one after the other, to find the sound which is the same as the first one he has struck (doh). When he has succeeded in finding the corresponding sound, he puts the bell thus chosen opposite the first one (doh) upon the board. Then he strikes the second bell, re, once or twice; then from among the mixed group of bells he makes experiments until he recognizes re, which he places opposite the second bell of the series already arranged. He continues in the same way right to the end, looking for the identity of the sounds and performing an exercise of pairing similar to that already done in the case of the sound-boxes, the colors, etc.

To start the first exercise, the child hits the first note of the prearranged series (doh) with a small hammer. Then, from a second set of matching bells, which are grouped on the table without the semitones, he tries to find the sound that matches the first one he struck (doh) by hitting the bells one after the other. When he finds the matching sound, he places that bell opposite the first one (doh) on the board. Next, he strikes the second bell, re, once or twice; then he experiments with the mixed bells until he recognizes re, placing it opposite the second bell of the prearranged series. He continues this process until he finishes, seeking to identify the matching sounds and completing an exercise of pairing similar to what he did with the sound-boxes, colors, etc.

Later, he learns in order the sounds of the musical scale, striking in rapid succession the bells arranged 63 in order, and also accompanying his action with his voice––doh, re, mi, fah, soh, lah, ti, doh. When he is able to recognize and remember the series of sounds, the child takes the eight bells and, after mixing them up, he tries by striking them with the hammer, to find doh, then re, etc. Every time that he takes a new note, he strikes from the beginning all the bells already recognized and arranged in order––doh, re, doh, re, mi; doh, re, mi, fah; doh, re, mi, fah, soh, etc. In this way he succeeds in arranging all the bells in the order of the scale, guided only by his ear, and having succeeded, he strikes all the notes one after the other up and down the scale. This exercise fascinates children from five years old upwards.

Later, he learns the sounds of the musical scale in order, quickly striking the bells arranged 63 and also singing along—do, re, mi, fa, so, la, ti, do. Once he can recognize and remember the series of sounds, the child mixes up the eight bells and tries to find do, then re, etc., by hitting them with the hammer. Each time he identifies a new note, he plays all the previously recognized bells in order—do, re, do, re, mi; do, re, mi, fa; do, re, mi, fa, so, etc. This way, he manages to arrange all the bells in the order of the scale, guided only by his ear, and having succeeded, he plays all the notes one after the other up and down the scale. This exercise captivates children from five years old and up.

If the objects which have been described constitute the didactic material for the beginnings of a methodical education of the auditory sense, I have no desire to limit to them an educational process which is so important and already so complex in its practise, whether in the long established methods of treatment for the deaf, or in modern physiological musical education. In fact, I also use resonant metal tubes, small bars of 64 wood which emit musical notes, and strings (little harps), upon which the children seek to recognize the tones they have already learned with the exercise of the bells. The pianoforte may also be used for the same purpose. In this way the difference in timbre comes to be perceived together with the differences in tone. At the same time various exercises, already mentioned, such as the marches played on the piano for rhythmic exercises, and the simple songs sung by the children themselves, offer extensive means for the development of the musical sense.

If the objects described serve as the teaching material for the initial stages of a systematic education of the auditory senses, I don't want to limit this educational process, which is crucial and quite complex in its practice, whether in the well-established methods for treating the deaf or in modern physiological music education. In fact, I also use resonant metal tubes, small wooden bars that produce musical notes, and strings (like little harps), which the children try to recognize from the tones they've already learned with the bells. A piano can also be used for the same purpose. This way, they begin to perceive the differences in timbre alongside the differences in tone. Additionally, various exercises, as previously mentioned, like the marches played on the piano for rhythm practice, and the simple songs sung by the children themselves, provide ample opportunities for developing their musical sense.


To quicken the child’s attention in special relation to sounds there is a most important exercise which, contrary to all attempts made up to this time in the practise of education, consists not in producing but in eliminating, as far as possible, all sounds from the environment. My “lesson of silence” has been very widely applied, even in schools where the rest of my method has not found its way, for the sake of its practical effect upon the discipline of the children.

To grab the child's attention specifically regarding sounds, there's a crucial exercise that, unlike all previous efforts in education, focuses not on creating but on removing as many sounds as possible from the environment. My “lesson of silence” has been implemented widely, even in schools where the rest of my method hasn't taken hold, because of its practical impact on children's behavior.

The children are taught “not to move”; to inhibit all those motor impulses which may arise 65 from any cause whatsoever, and in order to induce in them real “immobility,” it is necessary to initiate them in the control of all their movements. The teacher, then, does not limit herself to saying, “Sit still,” but she gives them the example herself, showing them how to sit absolutely still; that is, with feet still, body still, arms still, head still. The respiratory movements should also be performed in such a way as to produce no sound.

The children are told “not to move”; to hold back all those impulses to move that might come up for any reason, and to help them achieve real “stillness,” it’s important to teach them how to control all their movements. The teacher doesn’t just say, “Sit still,” but she also demonstrates it herself, showing them how to sit completely still; that is, with their feet still, body still, arms still, and head still. Their breathing should also be done quietly, without any sound.

The children must be taught how to succeed in this exercise. The fundamental condition is that of finding a comfortable position, i.e., a position of equilibrium. As they are seated for this exercise, they must therefore make themselves comfortable either in their little chairs or on the ground. When immobility is obtained, the room is half-darkened, or else the children close their eyes, or cover them with their hands.

The kids need to learn how to do this exercise successfully. The key is to find a comfy position, meaning a balanced one. While they sit for this exercise, they should get comfortable either in their small chairs or on the floor. Once they’re still, the room should be dimmed, or the children can close their eyes or cover them with their hands.

It is quite plain to see that the children take a great interest in the “Silence”; they seem to give themselves up to a kind of spell: they might be said to be wrapped in meditation. Little by little, as each child, watching himself, becomes more and more still, the silence deepens till it becomes absolute and can be felt, just as the twilight 66 gradually deepens whilst the sun is setting.

It’s clear that the kids are really into the “Silence”; they seem to get completely absorbed in it, almost like they’re under a spell: they could be said to be lost in thought. Gradually, as each child focuses on themselves and becomes quieter, the silence grows deeper until it feels total, similar to how twilight slowly darkens as the sun sets. 66

Then it is that slight sounds, unnoticed before, are heard; the ticking of the clock, the chirp of a sparrow in the garden, the flight of a butterfly. The world becomes full of imperceptible sounds which invade that deep silence without disturbing it, just as the stars shine out in the dark sky without banishing the darkness of the night. It is almost the discovery of a new world where there is rest. It is, as it were, the twilight of the world of loud noises and of the uproar that oppresses the spirit. At such a time the spirit is set free and opens out like the corolla of the convolvulus.

Then, it's in these moments that you start to notice subtle sounds that you didn’t pay attention to before: the ticking of the clock, the chirping of a sparrow in the garden, the fluttering of a butterfly. The world fills with barely noticeable sounds that blend into the deep silence without disturbing it, just as stars sparkle in the dark sky without pushing away the night. It feels like discovering a new world where there’s peace. It’s like the twilight of the noisy world and the chaos that weighs down the spirit. In these moments, the spirit is set free and expands like the petals of a morning glory.

And leaving metaphor for the reality of facts, can we not all recall feelings that have possessed us at sunset, when all the vivid impressions of the day, the brightness and clamor, are silenced? It is not that we miss the day, but that our spirit expands. It becomes more sensitive to the inner play of emotions, strong and persistent, or changeful and serene.

And setting aside metaphor for the truth of facts, can we not all remember the feelings that have taken over us at sunset, when all the bright impressions of the day, the light and noise, are quieted? It’s not that we long for the day, but that our spirit opens up. It becomes more attuned to the inner flow of emotions, whether intense and lingering, or shifting and calm.

“It was that hour when mariners feel longing,
 And hearts grow tender.”

“It was that time when sailors feel nostalgic,
 And hearts become soft.”

(Dante, trans. Longfellow.)

(Dante, trans. Longfellow.)

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The lesson of silence ends with a general calling of the children’s names. The teacher, or one of the children, takes her place behind the class or in an adjoining room, and “calls” the motionless children, one by one, by name; the call is made in a whisper, that is, without vocal sound. This demands a close attention on the part of the child, if he is to hear his name. When his name is called he must rise and find his way to the voice which called him; his movements must be light and vigilant, and so controlled as to make no noise.

The lesson of silence ends with a general calling of the children’s names. The teacher, or one of the children, positions herself behind the class or in a nearby room and “calls” the still children, one by one, by name; the call is made in a whisper, meaning without any vocal sound. This requires close attention from the child in order to hear his name. When his name is called, he must get up and find his way to the voice that called him; his movements must be light and alert, and so controlled as to make no noise.

When the children have become acquainted with silence, their hearing is in a manner refined for the perception of sounds. Those sounds which are too loud become gradually displeasing to the ear of one who has known the pleasure of silence, and has discovered the world of delicate sounds. From this point the children gradually go on to perfect themselves; they walk lightly, take care not to knock against the furniture, move their chairs without noise, and place things upon the table with great care. The result of this is seen in the grace of carriage and of movement, which is especially delightful on account of the way in 68 which it has been brought about. It is not a grace taught externally for the sake of beauty or regard for the world, but one which is born of the pleasure felt by the spirit in immobility and silence. The soul of the child wishes to free itself from the irksomeness of sounds that are too loud, from obstacles to its peace during work. These children, with the grace of pages to a noble lord, are serving their spirits.

When the kids get used to silence, their hearing becomes refined for picking up on subtle sounds. Noises that are too loud slowly become annoying to someone who has enjoyed the peace of silence and discovered the world of gentle sounds. From that point, the children gradually improve themselves; they walk softly, avoid bumping into furniture, move their chairs quietly, and place things on the table with care. This leads to a gracefulness in their posture and movement, which is especially charming because of how it was developed. It’s not a grace learned just for appearance or to impress others, but one that comes from the joy their spirit finds in stillness and silence. The child's soul wants to escape the annoyance of loud sounds and the distractions that disrupt their focus while working. These children, with the grace of attendants to a noble lord, are nurturing their spirits.

This exercise develops very definitely the social spirit. No other lesson, no other “situation,” could do the same. A profound silence can be obtained even when more than fifty children are crowded together in a small space, provided that all the children know how to keep still and want to do it; but one disturber is enough to take away the charm.

This exercise really cultivates a sense of community. No other lesson or situation can achieve the same effect. A deep silence can be maintained even when over fifty kids are packed into a small space, as long as everyone knows how to stay quiet and wants to do so; but just one person causing a ruckus is enough to ruin it.

Here is demonstration of the cooperation of all the members of a community to achieve a common end. The children gradually show increased power of inhibition; many of them, rather than disturb the silence, refrain from brushing a fly off the nose, or suppress a cough or sneeze. The same exhibition of collective action is seen in the 69 care with which the children move to avoid making a noise during their work. The lightness with which they run on tiptoe, the grace with which they shut a cupboard, or lay an object on the table, these are qualities that must be acquired by all, if the environment is to become tranquil and free from disturbance. One rebel is sufficient to mar this achievement; one noisy child, walking on his heels or banging the door, can disturb the peaceful atmosphere of the small community.

Here is a demonstration of how all the members of a community work together to achieve a common goal. The children gradually show more ability to hold back; many of them, rather than break the silence, avoid swatting a fly off their nose or suppressing a cough or sneeze. The same display of teamwork is observed in the 69 care with which the children move to prevent making noise while they work. The lightness with which they tiptoe, the grace with which they close a cupboard, or place an object on the table—these are qualities that must be learned by everyone if the environment is to remain calm and undisturbed. One rebel is enough to ruin this effort; one loud child, walking on their heels or slamming the door, can upset the peaceful vibe of the small community.


LANGUAGE AND KNOWLEDGE OF THE WORLD

The special importance of the sense of hearing comes from the fact that it is the sense organ connected with speech. Therefore, to train the child’s attention to follow sounds and noises which are produced in the environment, to recognize them and to discriminate between them, is to prepare his attention to follow more accurately the sounds of articulate language. The teacher must be careful to pronounce clearly and completely the sounds of the word when she speaks to a child, even though she may be speaking in a low 70 voice, almost as if telling him a secret. The children’s songs are also a good means for obtaining exact pronunciation. The teacher, when she teaches them, pronounces slowly, separating the component sounds of the word pronounced.

The importance of hearing comes from its connection to speech. So, helping a child pay attention to the sounds and noises around them, recognizing and distinguishing between them, prepares them to follow spoken language more accurately. The teacher should make sure to pronounce the sounds of words clearly, even if she’s speaking softly, almost like sharing a secret. Children’s songs are also a great way to encourage correct pronunciation. When teaching these songs, the teacher should pronounce the words slowly, breaking them down into their individual sounds.

But a special opportunity for training in clear and exact speech occurs when the lessons are given in the nomenclature relating to the sensory exercises. In every exercise, when the child has recognized the differences between the qualities of the objects, the teacher fixes the idea of this quality with a word. Thus, when the child has many times built and rebuilt the tower of the pink cubes, at an opportune moment the teacher draws near him, and taking the two extreme cubes, the largest and the smallest, and showing them to him, says, “This is large”; “This is small.” The two words only, large and small, are pronounced several times in succession with strong emphasis and with a very clear pronunciation, “This is large, large, large”; after which there is a moment’s pause. Then the teacher, to see if the child has understood, verifies with the following tests: “Give me the large one. Give me the small one.” Again, “The large one.” 71 “Now the small one.” “Give me the large one.” Then there is another pause. Finally, the teacher, pointing to the objects in turn asks, “What is this?” The child, if he has learned, replies rightly, “Large,” “Small.” The teacher then urges the child to repeat the words always more clearly and as accurately as possible. “What is it?” “Large.” “What?” “Large.” “Tell me nicely, what is it?” “Large.”

But a great chance to practice clear and precise speech happens when the lessons focus on the terminology related to the sensory exercises. In each exercise, when the child has identified the differences between the qualities of the objects, the teacher reinforces this quality with a word. So, when the child has repeatedly built and rebuilt the tower of the pink cubes, at just the right moment, the teacher approaches him, takes the two end cubes—the largest and the smallest—and shows them to him, saying, “This is large”; “This is small.” The words large and small are pronounced several times in a row with strong emphasis and very clear enunciation, “This is large, large, large”; after which there’s a brief pause. Then, to check if the child has understood, the teacher conducts the following tests: “Give me the large one. Give me the small one.” Again, “The large one.” “Now the small one.” “Give me the large one.” Then there’s another pause. Finally, pointing to the objects in turn, the teacher asks, “What is this?” If the child has learned, he responds correctly, “Large,” “Small.” The teacher then encourages the child to repeat the words increasingly clearly and as accurately as possible. “What is it?” “Large.” “What?” “Large.” “Tell me nicely, what is it?” “Large.” 71

Large and small objects are those which differ only in size and not in form; that is, all three dimensions change more or less proportionally. We should say that a house is “large” and a hut is “small.” When two pictures represent the same objects in different dimensions one can be said to be an enlargement of the other.

Large and small objects are those that differ only in size and not in shape; that is, all three dimensions change more or less proportionally. We would say that a house is “large” and a hut is “small.” When two pictures show the same objects at different sizes, one can be described as an enlargement of the other.

When, however, only the dimensions referring to the section of the object change, while the length remains the same, the objects are respectively “thick” and “thin.” We should say of two posts of equal height, but different cross-section, that one is “thick” and the other is “thin.” The teacher, therefore, gives a lesson on the brown prisms similar to that with the cubes in the three “periods” which I have described:

When only the dimensions related to the object's width change, while the length stays the same, we describe the objects as “thick” and “thin.” For example, if we have two posts of the same height but different cross-sections, we call one “thick” and the other “thin.” The teacher, then, teaches a lesson on the brown prisms in a way similar to the lesson on cubes during the three “periods” I've described:

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Period 1. Naming. “This is thick. This is thin.”

Period 1. Naming. "This is thick. This is thin."

Period 2. Recognition. “Give me the thick. Give me the thin.”

Period 2. Recognition. “Give me the thick. Give me the thin.”

Period 3. The Pronunciation of the Word. “What is this?”

Period 3. The Pronunciation of the Word. “What is this?”

There is a way of helping the child to recognize differences in dimension and to place the objects in correct gradation. After the lesson which I have described, the teacher scatters the brown prisms, for instance, on a carpet, says to the child, “Give me the thickest of all,” and lays the object on a table. Then, again, she invites the child to look for the thickest piece among those scattered on the floor, and every time the piece chosen is laid in its order on the table next to the piece previously chosen. In this way the child accustoms himself always to look either for the thickest or the thinnest among the rest, and so has a guide to help him to lay the pieces in gradation.

There’s a way to help the child recognize differences in size and arrange the objects in the correct order. After the lesson I described, the teacher spreads out the brown prisms on a carpet and says to the child, “Give me the thickest one,” then places that object on a table. Next, she asks the child to find the thickest piece among those scattered on the floor, and each time a piece is chosen, it’s placed in order on the table next to the previously selected piece. This way, the child learns to always look for either the thickest or the thinnest pieces among the rest, guiding them to arrange the pieces in order.

When there is one dimension only which varies, as in the case of the rods, the objects are said to be “long” and “short,” the varying dimension being length. When the varying dimension is height, the objects are said to be “tall” and 73 “short”; when the breadth varies, they are “broad” and “narrow.”

When there's only one dimension that changes, like with rods, we describe the objects as “long” or “short,” with length being the varying dimension. When height is the changing dimension, we call them “tall” or “short”; and when the width varies, we use “broad” and “narrow.” 73

Of these three varieties we offer the child as a fundamental lesson only that in which the length varies, and we teach the differences by means of the usual “three periods,” and by asking him to select from the pile at one time always the “longest,” at another always the “shortest.”

Of these three types, we only present the child with the one where the length varies as a core lesson. We teach the differences using the usual “three periods” method and by asking them to pick from the group, choosing the “longest” at one time and the “shortest” at another.

The child in this way acquires great accuracy in the use of words. One day the teacher had ruled the blackboard with very fine lines. A child said, “What small lines!” “They are not small,” corrected another; “they are thin.”

The child in this way gains great precision in the use of words. One day, the teacher had drawn very fine lines on the blackboard. A child said, “What small lines!” “They aren’t small,” another corrected; “they are thin.”

When the names to be taught are those of colors or of forms, so that it is not necessary to emphasize contrast between extremes, the teacher can give more than two names at the same time, as, for instance, “This is red.” “This is blue.” “This is yellow.” Or, again, “This is a square.” “This is a triangle.” “This is a circle.” In the case of a gradation, however, the teacher will select (if she is teaching the colors) the two extremes “dark” and “light,” then making choice always of the “darkest” and the “lightest.”

When teaching names for colors or shapes, where it's not necessary to highlight contrast between extremes, the teacher can present more than two names at once, for example, “This is red.” “This is blue.” “This is yellow.” Or, “This is a square.” “This is a triangle.” “This is a circle.” However, in the case of a gradation, the teacher should choose the two extremes, “dark” and “light,” always selecting the “darkest” and the “lightest” options.

Many of the lessons here described can be seen 74 in the cinematograph pictures; lessons on touching the plane insets and the surfaces, in walking on the line, in color memory, in the nomenclature relating to the cubes and the long rods, in the composition of words, reading, writing, etc.

Many of the lessons described here can be seen 74 in the motion pictures; lessons on interacting with the plane insets and surfaces, walking along the line, remembering colors, understanding the names related to the cubes and long rods, as well as composing words, reading, writing, and so on.

By means of these lessons the child comes to know many words very thoroughly––large, small; thick, thin; long, short; dark, light; rough, smooth; heavy, light; hot, cold; and the names of many colors and geometrical forms. Such words do not relate to any particular object, but to a psychic acquisition on the part of the child. In fact, the name is given after a long exercise, in which the child, concentrating his attention on different qualities of objects, has made comparisons, reasoned, and formed judgments, until he has acquired a power of discrimination which he did not possess before. In a word, he has refined his senses; his observation of things has been thorough and fundamental; he has changed himself.

Through these lessons, the child learns many words in depth—large, small; thick, thin; long, short; dark, light; rough, smooth; heavy, light; hot, cold; and the names of various colors and shapes. These words are not tied to any specific object, but rather reflect a mental development in the child. In fact, the name is given after a long process, where the child has focused on different qualities of objects, made comparisons, reasoned, and formed judgments, until they have developed a level of discrimination they didn't have before. In short, they have ; their observation of things has been thorough and foundational; they have changed themselves.

He finds himself, therefore, facing the world with psychic qualities refined and quickened. His powers of observation and of recognition have greatly increased. Further, the mental images which he has succeeded in establishing are not a 75 confused medley; they are all classified––forms are distinct from dimensions, and dimensions are classed according to the qualities which result from the combinations of varying dimensions.

He finds himself, therefore, facing the world with enhanced and heightened psychic qualities. His powers of observation and recognition have significantly improved. Additionally, the mental images he has managed to create are not a confusing jumble; they are all organized—forms are separate from dimensions, and dimensions are categorized based on the qualities that result from combinations of different dimensions.

All these are quite distinct from gradations. Colors are divided according to tint and to richness of tone, silence is distinct from non-silence, noises from sounds, and everything has its own exact and appropriate name. The child then has not only developed in himself special qualities of observation and of judgment, but the objects which he observes may be said to go into their place, according to the order established in his mind, and they are placed under their appropriate name in an exact classification.

All of these are quite different from gradations. Colors are categorized by shade and richness of tone, silence is different from non-silence, noises are separate from sounds, and everything has its own exact and fitting name. The child has not only developed unique qualities of observation and judgment, but the things he observes can be said to fall into place according to the system he has created in his mind, and they are categorized under their appropriate name in a precise classification.

Does not the student of the experimental sciences prepare himself in the same way to observe the outside world? He may find himself like the uneducated man in the midst of the most diverse natural objects, but he differs from the uneducated man in that he has special qualities for observation. If he is a worker with the microscope, his eyes are trained to see in the range of the microscope certain minute details which the ordinary man cannot distinguish. If he is an astronomer, 76 he will look through the same telescope as the curious visitor or dilettante, but he will see much more clearly. The same plants surround the botanist and the ordinary wayfarer, but the botanist sees in every plant those qualities which are classified in his mind, and assigns to each plant its own place in the natural orders, giving it its exact name. It is this capacity for recognizing a plant in a complex order of classification which distinguishes the botanist from the ordinary gardener, and it is exact and scientific language which characterizes the trained observer.

Doesn't the student of the experimental sciences prepare himself in the same way to observe the outside world? He may find himself like an uneducated person among many different natural objects, but he differs from that uneducated person in that he has special qualities for observation. If he works with a microscope, his eyes are trained to see certain tiny details that the average person cannot distinguish. If he is an astronomer, 76 he will look through the same telescope as the curious visitor or dilettante, but he will see much more clearly. The same plants surround the botanist and the ordinary traveler, but the botanist sees in every plant those qualities that he has classified in his mind, and assigns each plant its own place in the natural orders, giving it its exact name. It is this ability to recognize a plant within a complex classification system that distinguishes the botanist from the average gardener, and it is exact and scientific language that characterizes the trained observer.

Now, the scientist who has developed special qualities of observation and who “possesses” an order in which to classify external objects will be the man to make scientific discoveries. It will never be he who, without preparation and order, wanders dreaming among plants or beneath the starlit sky.

Now, the scientist who has honed their observation skills and knows how to organize and classify external objects will be the one to make scientific discoveries. It will never be the person who, without preparation and organization, aimlessly dreams among plants or under the starlit sky.

In fact, our little ones have the impression of continually “making discoveries” in the world about them; and in this they find the greatest joy. They take from the world a knowledge which is ordered and inspires them with enthusiasm. Into their minds there enters “the Creation” instead 77 of “the Chaos”; and it seems that their souls find therein a divine exultation.

In fact, our kids feel like they’re always “discovering” new things in the world around them, and that brings them immense joy. They gain a sense of knowledge from the world that’s organized and fills them with excitement. Instead of “Chaos,” their minds take in “the Creation”; and it seems like their souls find a divine happiness in that. 77


FREEDOM

The success of these results is closely connected with the delicate intervention of the one who guides the children in their development. It is necessary for the teacher to guide the child without letting him feel her presence too much, so that she may be always ready to supply the desired help, but may never be the obstacle between the child and his experience.

The success of these results is closely linked to the careful involvement of the person who supports the children in their growth. It's essential for the teacher to guide the child without making her presence too noticeable, allowing her to always be ready to provide the needed assistance, but never to become a barrier between the child and their experiences.

A lesson in the ordinary use of the word cools the child’s enthusiasm for the knowledge of things, just as it would cool the enthusiasm of adults. To keep alive that enthusiasm is the secret of real guidance, and it will not prove a difficult task, provided that the attitude towards the child’s acts be that of respect, calm and waiting, and provided that he be left free in his movements and in his experiences.

A lesson about the everyday use of the word "cools" dampens the child’s excitement for learning about things, just as it would lessen the enthusiasm of adults. Keeping that excitement alive is the key to effective guidance, and it won't be a hard task as long as we approach the child’s actions with respect, patience, and openness, and as long as he is allowed the freedom to move and explore on his own.

Then we shall notice that the child has a personality which he is seeking to expand; he has initiative, he chooses his own work, persists in it, changes it according to his inner needs; he does 78 not shirk effort, he rather goes in search of it, and with great joy overcomes obstacles within his capacity. He is sociable to the extent of wanting to share with every one his successes, his discoveries, and his little triumphs. There is therefore no need of intervention. “Wait while observing.” That is the motto for the educator.

Then we’ll see that the child has a personality he’s trying to develop; he takes the initiative, chooses his own activities, sticks with them, and changes them based on his inner needs. He doesn’t avoid effort; instead, he actively seeks it out and, with great joy, overcomes challenges that he can handle. He is sociable and wants to share his successes, discoveries, and little victories with everyone. So, there’s no need for interference. “Wait while observing.” That’s the motto for educators.

Let us wait, and be always ready to share in both the joys and the difficulties which the child experiences. He himself invites our sympathy, and we should respond fully and gladly. Let us have endless patience with his slow progress, and show enthusiasm and gladness at his successes. If we could say: “We are respectful and courteous in our dealings with children, we treat them as we should like to be treated ourselves,” we should certainly have mastered a great educational principle and undoubtedly be setting an example of good education.

Let’s be patient and always ready to share in both the joys and challenges the child faces. He invites our sympathy, and we should respond wholeheartedly and happily. Let's exercise endless patience with his slow progress and show excitement and happiness over his successes. If we could say, “We are respectful and kind in our interactions with children, treating them the way we would want to be treated,” we would have definitely grasped an important educational principle and would be setting an example of good education.

What we all desire for ourselves, namely, not to be disturbed in our work, not to find hindrances to our efforts, to have good friends ready to help us in times of need, to see them rejoice with us, to be on terms of equality with them, to be able to confide and trust in them––this is what we need 79 for happy companionship. In the same way children are human beings to whom respect is due, superior to us by reason of their “innocence” and of the greater possibilities of their future. What we desire they desire also.

What we all want for ourselves is to work without interruptions, to face no obstacles in our efforts, to have supportive friends during tough times, to celebrate together, to be equals with them, and to be able to trust and confide in them—this is what we need for fulfilling companionship. Similarly, children are human beings deserving of respect, superior to us because of their “innocence” and the greater potential of their future. What we want, they want too. 79

As a rule, however, we do not respect our children. We try to force them to follow us without regard to their special needs. We are overbearing with them, and above all, rude; and then we expect them to be submissive and well-behaved, knowing all the time how strong is their instinct of imitation and how touching their faith in and admiration of us. They will imitate us in any case. Let us treat them, therefore, with all the kindness which we would wish to help to develop in them. And by kindness is not meant caresses. Should we not call anyone who embraced us at the first time of meeting rude, vulgar and ill-bred? Kindness consists in interpreting the wishes of others, in conforming one’s self to them, and sacrificing, if need be, one’s own desire. This is the kindness which we must show towards children.

As a general rule, we don't really respect our children. We try to make them follow us without considering their unique needs. We can be overbearing and, above all, rude; then we expect them to be compliant and well-behaved, fully aware of how strong their instinct to imitate us is and how deep their trust and admiration for us run. They will copy us regardless. So, let’s treat them with all the kindness we wish to nurture in them. And by kindness, I don’t mean just physical affection. Wouldn’t we consider someone rude, crass, and uncouth if they hugged us the first time they met us? Kindness means understanding the needs of others, adapting to them, and sacrificing our own desires if necessary. This is the kindness we should show to children.

To find the interpretation of children’s desires we must study them scientifically, for their desires are often unconscious. They are the inner 80 cry of life, which wishes to unfold according to mysterious laws. We know very little of the way in which it unfolds. Certainly the child is growing into a man by force of a divine action similar to that by which from nothing he became a child.

To understand what children really want, we need to study them scientifically because their desires are often unrecognized. They represent the deep yearning of life, wanting to develop according to hidden rules. We know very little about how this development happens. It's clear that a child is growing into an adult through a powerful process similar to how he came into existence as a child from nothing.

Our intervention in this marvelous process is indirect; we are here to offer to this life, which came into the world by itself, the means necessary for its development, and having done that we must await this development with respect.

Our role in this amazing process is indirect; we're here to provide this life, which entered the world on its own, the means it needs to grow, and after that, we must wait for this development with respect.

Let us leave the life free to develop within the limits of the good, and let us observe this inner life developing. This is the whole of our mission. Perhaps as we watch we shall be reminded of the words of Him who was absolutely good, “Suffer the little children to come unto Me.” That is to say, “Do not hinder them from coming, since, if they are left free and unhampered, they will come.”

Let’s allow life to grow freely within the boundaries of what is good, and let’s pay attention to this inner growth. This is our entire purpose. As we observe, we might recall the words of the one who was completely good, “Let the little children come to Me.” In other words, “Don’t prevent them from coming, because if they’re left free and unbothered, they will come.”


WRITING

The child who has completed all the exercises above described, and is thus prepared for an advance towards unexpected conquests, is about four years old.

The child who has finished all the exercises mentioned above and is therefore ready for a leap toward new achievements is around four years old.

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He is not an unknown quantity, as are children who have been left to gain varied and casual experiences by themselves, and who therefore differ in type and intellectual standard, not only according to their “natures,” but especially according to the chances and opportunities they have found for their spontaneous inner formation.

He is not an unknown factor, like children who have been left to gather different and random experiences on their own, which is why they vary in type and intellectual level, not only based on their “natures” but also significantly influenced by the opportunities and chances they’ve encountered for their natural development.

Education has determined an environment for the children. Individual differences to be found in them can, therefore, be put down almost exclusively to each one’s individual “nature.” Owing to their environment which offers means adapted and measured to meet the needs of their psychical development, our children have acquired a fundamental type which is common to all. They have coordinated their movements in various kinds of manual work about the house, and so have acquired a characteristic independence of action, and initiative in the adaptation of their actions to their environment. Out of all this emerges a personality, for the children have become little men, who are self-reliant.

Education has shaped an environment for the children. The individual differences among them can, therefore, be attributed almost entirely to each one’s unique “nature.” Because of their environment, which provides resources tailored and measured to support their psychological development, our children have developed a fundamental type that is common to all. They have coordinated their movements through various kinds of chores around the house, gaining a distinctive sense of independence and initiative in adapting their actions to their surroundings. From all of this emerges a personality, as the children have become little individuals who are self-reliant.

The special attention necessary to handle small fragile objects without breaking them, and to move heavy articles without making a noise, has 82 endowed the movements of the whole body with a lightness and grace which are characteristic of our children. It is a deep feeling of responsibility which has brought them to such a pitch of perfection. For instance, when they carry three or four tumblers at a time, or a tureen of hot soup, they know that they are responsible not only for the objects, but also for the success of the meal which at that moment they are directing. In the same way each child feels the responsibility of the “silence,” of the prevention of harsh sounds, and he knows how to cooperate for the general good in keeping the environment, not only orderly, but quiet and calm. Indeed, our children have taken the road which leads them to mastery of themselves.

The careful attention needed to handle small, fragile items without breaking them, and to move heavy things quietly, has given the movements of the entire body a lightness and grace that are typical of our children. A deep sense of responsibility has driven them to achieve this level of perfection. For example, when they carry three or four glasses at once, or a pot of hot soup, they realize that they are accountable not just for the items, but also for the success of the meal they are overseeing at that moment. Similarly, each child feels the duty to maintain “silence,” to prevent loud noises, and they understand how to work together for the common good in keeping the environment not only orderly but also quiet and peaceful. Indeed, our children are on a path that leads them to self-mastery.

But their formation is due to a deeper psychological work still, arising from the education of the senses. In addition to ordering their environment and ordering themselves in their outward personalities, they have also ordered the inner world of their minds.

But their formation results from a deeper psychological process, stemming from the education of the senses. Besides organizing their environment and managing their outward personalities, they have also organized the inner world of their minds.

The didactic material, in fact, does not offer to the child the “content” of the mind, but the 83 order for that “content.” It causes him to distinguish identities from differences, extreme differences from fine gradations, and to classify, under conceptions of quality and of quantity, the most varying sensations appertaining to surfaces, colors, dimensions, forms and sounds. The mind has formed itself by a special exercise of attention, observing, comparing, and classifying.

The educational materials, in fact, don't provide the child with the "content" of the mind but rather the 83 framework for that "content." They help him recognize identities and differences, distinguish between extreme differences and subtle variations, and classify the diverse sensations related to surfaces, colors, sizes, shapes, and sounds based on quality and quantity. The mind has developed through specific exercises of attention, observation, comparison, and classification.

The mental attitude acquired by such an exercise leads the child to make ordered observations in his environment, observations which prove as interesting to him as discoveries, and so stimulate him to multiply them indefinitely and to form in his mind a rich “content” of clear ideas.

The mindset gained from this kind of exercise encourages the child to make organized observations of their surroundings, which become as intriguing as discoveries. This motivates them to keep making more observations and to develop a wealth of clear ideas in their mind.

Language now comes to fix by means of exact words the ideas which the mind has acquired. These words are few in number and have reference, not to separate objects, but rather to the order of the ideas which have been formed in the mind. In this way the children are able to “find themselves,” alike in the world of natural things and in the world of objects and of words which surround them, for they have an inner guide which 84 leads them to become active and intelligent explorers instead of wandering wayfarers in an unknown land.

Language now helps to clarify the ideas we've developed in our minds using precise words. These words are limited in number and relate not to individual objects, but to the organization of the concepts we've formed mentally. This way, children can “discover themselves” both in the realm of nature and among the objects and words around them, as they have an internal compass that 84 guides them to become active and insightful explorers instead of lost travelers in an unfamiliar terrain.

These are the children who, in a short space of time, sometimes in a few days, learn to write and to perform the first operations of arithmetic. It is not a fact that children in general can do it, as many have believed. It is not a case of giving my material for writing to unprepared children and of awaiting the “miracle.”

These are the kids who, in no time at all, sometimes just within a few days, learn to write and do basic arithmetic. It’s not true that all kids can do this, despite what many people think. It’s not about giving my writing materials to unprepared kids and just waiting for a “miracle.”

The fact is that the minds and hands of our children are already prepared for writing, and ideas of quantity, of identity, of differences, and of gradation, which form the bases of all calculation, have been maturing for a long time in them.

The truth is that our children's minds and hands are already ready for writing, and concepts of quantity, identity, differences, and gradation, which are the foundations of all calculations, have been developing in them for a long time.

One might say that all their previous education is a preparation for the first stages of essential culture––writing, reading, and number, and that knowledge comes as an easy, spontaneous, and logical consequence of the preparation––that it is in fact its natural conclusion.

One could argue that all their prior education serves as preparation for the basic elements of culture—writing, reading, and math, and that gaining knowledge follows easily, naturally, and logically from this preparation—that it is, in fact, its natural conclusion.

We have already seen that the purpose of the word is to fix ideas and to facilitate the elementary comprehension of things. In the same way writing and arithmetic now fix the complex inner acquisitions 85 of the mind, which proceeds henceforward continually to enrich itself by fresh observations.

We’ve already seen that the purpose of the word is to clarify ideas and help us understand things easily. Similarly, writing and math now help us capture the complex knowledge we gain, 85 allowing our minds to keep growing with new insights.


Our children have long been preparing the hand for writing. Throughout all the sensory exercises the hand, whilst cooperating with the mind in its attainments and in its work of formation, was preparing its own future. When the hand learned to hold itself lightly suspended over a horizontal surface in order to touch rough and smooth, when it took the cylinders of the solid insets and placed them in their apertures, when with two fingers it touched the outlines of the geometrical forms, it was coordinating movements, and the child is now ready––almost impatient to use them in the fascinating “synthesis” of writing.

Our kids have been getting their hands ready for writing for a long time. Through various sensory activities, the hand, while working together with the mind in achieving and creating, was preparing for its own future. When the hand learned to hover lightly over a flat surface to feel textures like rough and smooth, when it picked up the solid cylinders and placed them in their slots, and when it used two fingers to trace the edges of geometric shapes, it was coordinating movements, and now the child is almost eager to use them in the exciting "synthesis" of writing.

The direct preparation for writing also consists in exercises of the movements of the hand. There are two series of exercises, very different from one another. I have analyzed the movements which are connected with writing, and I prepare them separately one from the other. When we write, we perform a movement for the management of the instrument of writing, a movement 86 which generally acquires an individual character, so that a person’s handwriting can be recognized, and, in certain medical cases, changes in the nervous system can be traced by the corresponding alterations in the handwriting. In fact, it is from the handwriting that specialists in that subject would interpret the moral character of individuals.

The direct preparation for writing also involves exercises for hand movements. There are two different sets of exercises. I’ve analyzed the movements related to writing and prepare them separately from each other. When we write, we make a movement to control the writing instrument, a movement 86 that usually develops a unique style, so a person’s handwriting can be recognized. In some medical cases, changes in the nervous system can be observed through corresponding changes in handwriting. In fact, handwriting is used by specialists in that field to interpret the moral character of individuals.

Writing has, besides this, a general character, which has reference to the form of the alphabetical signs.

Writing also has a general quality that relates to the shape of the alphabetical characters.

When a man writes he combines these two parts, but they actually exist as the component parts of a single product and can be prepared apart.

When a man writes, he combines these two parts, but they actually exist as the component parts of a single product and can be prepared separately.

Exercises for the Management of the Instrument of Writing

(The Individual Part)

The Individual Part

In the didactic material there are two sloping wooden boards, on each of which stand five square metal frames, colored pink. In each of these is inserted a blue geometrical figure similar to the geometrical insets and provided with a small button for a handle. With this material we use a box of ten colored pencils and a little book of 87 designs which I have prepared after five years’ experience of observing the children. I have chosen and graduated the designs according to the use which the children made of them.

In the teaching material, there are two slanted wooden boards, each holding five square metal frames painted pink. Inside each frame is a blue geometric shape similar to the geometric inserts, with a small button for a handle. We also use a box of ten colored pencils and a little book of 87 designs that I created after five years of observing the children. I selected and organized the designs based on how the children used them.

The two sloping boards are set side by side, and on them are placed ten complete “insets,” that is to say, the frames with the geometrical figures. (Fig. 28.) The child is given a sheet of white paper and the box of ten colored pencils. He will then choose one of the ten metal insets, which are arranged in an attractive line at a certain distance from him. The child is taught the following process:

The two sloping boards are placed next to each other, and on them are positioned ten complete "insets," which means the frames containing the geometric shapes. (Fig. 28.) The child is given a sheet of white paper and a box of ten colored pencils. He will then select one of the ten metal insets, which are laid out in an appealing line a certain distance from him. The child is guided through the following process:


Fig. 28.––Sloping Boards to Display Set of Metal Insets.

Fig. 28.––Slanted Boards to Display a Set of Metal Insets.

He lays the frame of the iron inset on the sheet of paper, and, holding it down firmly with one hand, he follows with a colored pencil the interior outline which describes a geometrical figure. Then he lifts the square frame, and finds drawn upon the paper an enclosed geometrical form, a triangle, a circle, a hexagon, etc. The child has not actually performed a new exercise, because he had already performed all these movements when he touched the wooden plane insets. The only new feature of the exercise is that he follows the outlines no longer directly with his finger, but 88 through the medium of a pencil. That is, he draws, he leaves a trace of his movement.

He places the iron frame on the sheet of paper and, holding it down firmly with one hand, he traces the inner outline of a geometric shape with a colored pencil. Then he lifts the square frame and sees that he's created a geometric shape on the paper—a triangle, a circle, a hexagon, etc. The child hasn't done a new exercise because he already went through all these movements when he interacted with the wooden plane insets. The only new aspect is that he's now tracing the outlines with a pencil instead of directly with his finger. In other words, he's drawing and leaving a mark of his movement.

The child finds this exercise easy and most interesting, and, as soon as he has succeeded in making the first outline, he places above it the piece of blue metal corresponding to it. This is an exercise exactly similar to that which he performed when he placed the wooden geometrical figures upon the cards of the third series, where the figures are only contained by a simple line.

The child finds this exercise easy and very interesting, and as soon as he completes the first outline, he puts the matching piece of blue metal above it. This exercise is just like the one he did when he placed the wooden geometric shapes on the cards from the third series, where the shapes are only outlined by a simple line.

This time, however, when the action of placing the form upon the outline is performed, the child takes another colored pencil and draws the outline of the blue metal figure.

This time, though, when the action of placing the form on the outline is done, the child grabs another colored pencil and sketches the outline of the blue metal figure.

When he raises it, if the drawing is well done, he finds upon the paper a geometrical figure contained by two outlines in colors, and, if the colors have been well chosen, the result is very attractive, and the child, who has already had a considerable education of the chromatic sense is keenly interested in it.

When he lifts it up, if the drawing is good, he sees a geometric shape outlined in two colors on the paper. If the colors are well chosen, it looks really appealing, and the child, who has already developed a good sense of color, is very engaged by it.

These may seem unnecessary details, but, as a matter of fact, they are all-important. For instance, if, instead of arranging the ten metal 89 insets in a row, the teacher distributes them among the children without thus exhibiting them, the child’s exercises are much limited. When, on the other hand, the insets are exhibited before his eyes, he feels the desire to draw them all one after the other, and the number of exercises is increased.

These might seem like unnecessary details, but they’re actually really important. For example, if the teacher doesn’t lay out the ten metal 89 insets in a row and instead gives them to the kids randomly, the child’s activities are much more restricted. However, when the insets are displayed in front of him, he wants to draw them all one after the other, which increases the number of exercises.

The two colored outlines rouse the desire of the child to see another combination of colors and then to repeat the experience. The variety of the objects and the colors are therefore an inducement to work and hence to final success.

The two colored outlines spark the child's desire to see a different combination of colors and to relive the experience. The variety of objects and colors serves as an incentive to engage and ultimately achieve success.

Here the actual preparatory movement for writing begins. When the child has drawn the figure in double outline, he takes hold of a pencil “like a pen for writing,” and draws marks up and down until he has completely filled the figure. In this way a definite filled-in figure remains on the paper, similar to the figures on the cards of the first series. This figure can be in any of the ten colors. At first the children fill in the figures very clumsily without regard for the outlines, making very heavy lines and not keeping them parallel. Little by little, however, the drawings 90 improve, in that they keep within the outlines, and the lines increase in number, grow finer, and are parallel to one another.

Here the actual preparation for writing starts. When the child has drawn the figure in double outline, they pick up a pencil “like a pen for writing” and make marks up and down until the figure is completely filled in. This way, a clearly filled-in figure remains on the paper, similar to the figures on the cards from the first series. The figure can be in any of the ten colors. At first, the children fill in the figures quite clumsily without paying attention to the outlines, making very heavy lines that aren’t parallel. However, over time, the drawings 90 get better, as they stay within the outlines, and the lines increase in number, become finer, and are parallel to each other.

When the child has begun these exercises, he is seized with a desire to continue them, and he never tires of drawing the outlines of the figures and then filling them in. Each child suddenly becomes the possessor of a considerable number of drawings, and he treasures them up in his own little drawer. In this way he organizes the movement of writing, which brings him to the management of the pen. This movement in ordinary methods is represented by the wearisome pothook connected with the first laborious and tedious attempts at writing.

When the child starts these exercises, they become eager to keep going, and they never get tired of tracing the outlines of the shapes and then coloring them in. Each child quickly ends up with a good number of drawings, and they cherish them in their own little drawer. In this way, they organize the act of writing, which helps them handle the pen. This process in traditional methods is shown by the tedious pothook linked to the initial hard and lengthy efforts at writing.

The organization of this movement, which began from the guidance of a piece of metal, is as yet rough and imperfect, and the child now passes on to the filling in of the prepared designs in the little album. The leaves are taken from the book one by one in the order of progression in which they are arranged, and the child fills in the prepared designs with colored pencils in the same way as before. Here the choice of the colors is another intelligent occupation which encourages 91 the child to multiply the tasks. He chooses the colors by himself and with much taste. The delicacy of the shades which he chooses and the harmony with which he arranges them in these designs show us that the common belief, that children love bright and glaring colors, has been the result of observation of children without education, who have been abandoned to the rough and harsh experiences of an environment unfitted for them.

The organization of this movement, which started from the guidance of a piece of metal, is still rough and imperfect, and the child now moves on to the filling in of the prepared designs in the little album. The pages are taken from the book one by one in the progression in which they are arranged, and the child fills in the prepared designs with colored pencils just like before. Here, choosing the colors is another engaging task that encourages 91 the child to take on more tasks. He picks the colors himself and with a good sense of taste. The subtlety of the shades he chooses and the way he harmonizes them in these designs show us that the common belief that children love bright and glaring colors stems from observing children without education, who have been left to face the rough and harsh experiences of an unsuitable environment.

The education of the chromatic sense becomes at this point of a child’s development the lever which enables him to become possessed of a firm, bold and beautiful handwriting.

The education of the color sense becomes at this point in a child’s development the lever that allows them to achieve a confident, striking, and elegant handwriting.

The drawings lend themselves to limiting, in very many ways, the length of the strokes with which they are filled in. The child will have to fill in geometrical figures, both large and small, of a pavement design, or flowers and leaves, or the various details of an animal or of a landscape. In this way the hand accustoms itself, not only to perform the general action, but also to confine the movement within all kinds of limits.

The drawings allow for limiting, in many ways, the length of the strokes used to fill them in. The child will need to fill in geometric shapes, both large and small, like a pavement design, or flowers and leaves, or the various details of an animal or a landscape. This practice helps the hand get used to not only making the overall motion but also keeping the movement within different boundaries.

Hence the child is preparing himself to write in a handwriting either large or small. Indeed, 92 later on he will write as well between the wide lines on a blackboard as between the narrow, closely ruled lines of an exercise book, generally used by much older children.

Hence the child is getting ready to write in handwriting that is either large or small. In fact, 92 later on, he will write just as well between the wide lines on a blackboard as he does between the narrow, closely ruled lines of a workbook, which is usually used by much older kids.

The number of exercises which the child performs with the drawings is practically unlimited. He will often take another colored pencil and draw over again the outlines of the figure already filled in with color. A help to the continuation of the exercise is to be found in the further education of the chromatic sense, which the child acquires by painting the same designs in water-colors. Later he mixes colors for himself until he can imitate the colors of nature, or create the delicate tints which his own imagination desires. It is not possible, however, to speak of all this in detail within the limits of this small work.

The number of exercises the child does with the drawings is practically unlimited. He often picks up another colored pencil and redraws the outlines of the figure that’s already been filled in with color. A way to help with the continuation of the exercise is through the further development of the child’s color sense, which he gains by painting the same designs in watercolors. Later, he mixes colors on his own until he can replicate the colors found in nature or create the subtle shades his imagination calls for. However, it’s not possible to cover all of this in detail within the limits of this short work.

Exercises for the Writing of Alphabetical Signs


Fig. 29.––Single Sandpaper Letter.

Fig. 29.––Single Sandpaper Letter.


Fig. 30.––Groups of Sandpaper Letters.

Fig. 30.––Groups of Sandpaper Letters.

In the didactic material there are series of boxes which contain the alphabetical signs. At this point we take those cards which are covered with very smooth paper, to which is gummed a letter of the alphabet cut out in sandpaper. (Fig. 29.) There are also large cards on which are gummed 93 several letters, grouped together according to analogy of form. (Fig. 30.)

In the teaching materials, there are a series of boxes containing the letters of the alphabet. At this point, we use cards that are covered with a very smooth paper, onto which a letter cut out of sandpaper is glued. (Fig. 29.) There are also large cards that have multiple letters glued on them, arranged based on similarities in shape. (Fig. 30.)

The children “have to touch over the alphabetical signs as though they were writing.” They touch them with the tips of the index and middle fingers in the same way as when they touched the wooden insets, and with the hand raised as when they lightly touched the rough and smooth surfaces. The teacher herself touches the letters to show the child how the movement should be performed, and the child, if he has had much practise in touching the wooden insets, imitates her with ease and pleasure. Without the previous practise, however, the child’s hand does not follow the letter with accuracy, and it is most interesting to make close observations of the children in order to understand the importance of a remote motor preparation for writing, and also to realize the immense strain which we impose upon the children when we set them to write directly without a previous motor education of the hand.

The children “have to touch the letters as if they were writing.” They use the tips of their index and middle fingers just like when they handled the wooden shapes, keeping their hands raised as they lightly felt the rough and smooth surfaces. The teacher also touches the letters to demonstrate how the movement should be done, and the child, if they've practiced a lot with the wooden shapes, imitates her with ease and enjoyment. However, without that prior practice, the child’s hand doesn’t accurately follow the letters, and it’s fascinating to closely observe the children to grasp the importance of a remote motor preparation for writing, as well as to understand the immense pressure we put on kids when we ask them to write without first providing motor education for their hands.

The child finds great pleasure in touching the sandpaper letters. It is an exercise by which he applies to a new attainment the power he has already acquired through exercising the sense of 94 touch. Whilst the child touches a letter, the teacher pronounces its sound, and she uses for the lesson the usual three periods. Thus, for example, presenting the two vowels i, o, she will have the child touch them slowly and accurately, and repeat their relative sounds one after the other as the child touches them, “i, i, i! o, o, o!” Then she will say to the child: “Give me i!” “Give me o!” Finally, she will ask the question: “What is this?” To which the child replies, “i, o.” She proceeds in the same way through all the other letters, giving, in the case of the consonants, not the name, but only the sound. The child then touches the letters by himself over and over again, either on the separate cards or on the large cards on which several letters are gummed, and in this way he establishes the movements necessary for tracing the alphabetical signs. At the same time he retains the visual image of the letter. This process forms the first preparation, not only for writing, but also for reading, because it is evident that when the child touches the letters he performs the movement corresponding to the writing of them, and, 95 at the same time, when he recognizes them by sight he is reading the alphabet.

The child enjoys feeling the sandpaper letters. This activity allows him to apply the skills he has already developed through exercising his sense of touch. While the child touches a letter, the teacher pronounces its sound, and she uses the usual three periods for the lesson. For example, when presenting the two vowels i and o, she will have the child touch them slowly and accurately, repeating their sounds one after the other as the child touches them, saying “i, i, i! o, o, o!” Then she will ask the child, “Give me i!” “Give me o!” Finally, she will ask, “What is this?” and the child responds, “i, o.” She continues this way with all the other letters, providing only the sound for consonants, not the name. The child then touches the letters by himself repeatedly, either on the individual cards or on the large cards with multiple letters, establishing the movements needed for tracing the alphabet signs. At the same time, he retains the visual image of the letter. This process serves as the first step in preparation for both writing and reading, as it's clear that when the child touches the letters, he mimics the movement required to write them, and at the same time, when he recognizes them visually, he is reading the alphabet.

The child has thus prepared, in effect, all the necessary movements for writing; therefore he can write. This important conquest is the result of a long period of inner formation of which the child is not clearly aware. But a day will come––very soon––when he will write, and that will be a day of great surprise for him––the wonderful harvest of an unknown sowing.

The child has essentially prepared all the necessary skills for writing; so he can write. This significant achievement is the result of a long period of internal development that the child is not fully aware of. But a day will come—very soon—when he will write, and that will be a surprising day for him—the amazing outcome of an unnoticed effort.



Fig. 31.––Box of Movable Letters.

Fig. 31.––Box of Moveable Letters.

The alphabet of movable letters cut out in pink and blue cardboard, and kept in a special box with compartments, serves “for the composition of words.” (Fig. 31.)

The movable letters, made from pink and blue cardboard and stored in a special box with compartments, are used "for the composition of words." (Fig. 31.)

In a phonetic language, like Italian, it is enough to pronounce clearly the different component sounds of a word (as, for example, m-a-n-o), so that the child whose ear is already educated may recognize one by one the component sounds. Then he looks in the movable alphabet for the signs corresponding to each separate sound, and lays them one beside the other, thus composing the word (for instance, mano). Gradually he will 96 become able to do the same thing with words of which he thinks himself; he succeeds in breaking them up into their component sounds, and in translating them into a row of signs.

In a phonetic language, like Italian, it's enough to clearly pronounce the different sounds that make up a word (like, for example, m-a-n-o), so that the child whose ear is already trained can recognize each sound one by one. Then, they look in the movable alphabet for the letters that match each individual sound and place them next to each other, thus forming the word (for instance, mano). Gradually, they'll be able to do the same with words they think of themselves; they can break them down into their separate sounds and turn them into a sequence of letters.

When the child has composed the words in this way, he knows how to read them. In this method, therefore, all the processes leading to writing include reading as well.

When the child has put the words together like this, he knows how to read them. So, in this method, all the steps leading to writing also involve reading.

If the language is not phonetic, the teacher can compose separate words with the movable alphabet, and then pronounce them, letting the child repeat by himself the exercise of arranging and rereading them.

If the language isn't phonetic, the teacher can put together individual words using the movable alphabet, then say them aloud, allowing the child to practice arranging and rereading them on their own.

In the material there are two movable alphabets. One of them consists of larger letters, and is divided into two boxes, each of which contains the vowels. This is used for the first exercises, in which the child needs very large objects in order to recognize the letters. When he is acquainted with one half of the consonants he can begin to compose words, even though he is dealing with one part only of the alphabet.

In the material, there are two movable alphabets. One of them has larger letters and is split into two boxes, each containing the vowels. This is used for the initial exercises, where the child requires very large objects to recognize the letters. Once they are familiar with half of the consonants, they can start to form words, even if they are only working with one part of the alphabet.

The other movable alphabet has smaller letters and is contained in a single box. It is given to children who have made their first attempts at 97 composition with words, and already know the complete alphabet.

The other movable alphabet has smaller letters and is stored in a single box. It is provided to children who have made their first attempts at 97 writing with words and already know the entire alphabet.

It is after these exercises with the movable alphabet that the child is able to write entire words. This phenomenon generally occurs unexpectedly, and then a child who has never yet traced a stroke or a letter on paper writes several words in succession. From that moment he continues to write, always gradually perfecting himself. This spontaneous writing takes on the characteristics of a natural phenomenon, and the child who has begun to write the “first word” will continue to write in the same way as he spoke after pronouncing the first word, and as he walked after having taken the first step. The same course of inner formation through which the phenomenon of writing appeared is the course of his future progress, of his growth to perfection. The child prepared in this way has entered upon a course of development through which he will pass as surely as the growth of the body and the development of the natural functions have passed through their course of development when life has once been established.

It is after these exercises with the movable alphabet that the child can write full words. This usually happens unexpectedly, and then a child who has never traced a stroke or letter on paper writes several words in a row. From that moment on, he keeps writing, always gradually improving. This spontaneous writing takes on the qualities of a natural process, and the child who has started writing the “first word” will continue to write just like he spoke after saying the first word, and like he walked after taking his first step. The same path of inner development that led to the writing phenomenon is the path of his future progress, leading him towards perfection. The child prepared in this way has embarked on a developmental journey through which he will pass as surely as the body's growth and the development of natural functions follow their course once life has begun.

For the interesting and very complex phenomena 98 relating to the development of writing and then of reading, see my larger works.

For the fascinating and really complicated aspects 98 connected to the evolution of writing and then reading, check out my more extensive works.


THE READING OF MUSIC


Fig. 32.––The Musical Staff.[A]

Fig. 32.––The Musical Staff.[A]

When the child knows how to read, he can make a first application of this knowledge to the reading of the names of musical notes.

When a child learns to read, they can first use this skill to read the names of musical notes.

In connection with the material for sensory education, consisting of the series of bells, we use a didactic material, which serves as an introduction to musical reading. For this purpose we have, in the first place, a wooden board, not very long, and painted pale green. On this board the staff is cut out in black, and in every line and space are cut round holes, inside each of which is written the name of the note in its reference to the treble clef.

In relation to the materials for sensory education, which includes a series of bells, we use a teaching aid that helps introduce musical notation. For this, we primarily have a short wooden board painted light green. On this board, the staff is carved in black, and there are round holes cut into each line and space, with the name of each note written inside them according to the treble clef.

There is also a series of little white discs which can be fitted into the holes. On one side of each disc is written the name of the note (doh, re, mi, fah, soh, lah, ti, doh).

There is also a series of small white discs that can be inserted into the holes. On one side of each disc, the name of the note is written (do, re, mi, fa, so, la, ti, do).

The child, guided by the name written on the discs, puts them, with the name uppermost, in their right places on the board and then reads the names of the notes. This exercise he can do by 99 himself, and he learns the position of each note on the staff. Another exercise which the child can do at the same time is to place the disc bearing the name of the note on the rectangular base of the corresponding bell, whose sound he has already learned to recognize by ear in the sensorial exercise described above.

The child, following the name written on the discs, places them, name side up, in their correct spots on the board and then reads the names of the notes. He can do this exercise on his own, learning the position of each note on the staff. Another exercise the child can do simultaneously is to put the disc with the note's name on the rectangular base of the matching bell, whose sound he has already learned to recognize by ear in the sensorial exercise described above.


Fig. 39.––Dumb Keyboard.

Fig. 39.––Silent Keyboard.

Following this exercise there is another staff made on a board of green wood, which is longer than the other and has neither indentures nor signs. A considerable number of discs, on one side of which are written the names of the notes, is at the disposal of the child. He takes up a disc at random, reads its name and places it on the staff, 100 with the name underneath, so that the white face of the disc shows on the top. By the repetition of this exercise the child is enabled to arrange many discs on the same line or in the same space. When he has finished, he turns them all over so that the names are outside, and so finds out if he has made mistakes. After learning the treble clef the child passes on to learn the bass with great ease.

After this activity, there’s another staff made of green wood that’s longer than the previous one and has no marks or signs. The child has a good number of discs, with the names of the notes written on one side, available to use. They pick up a disc at random, read its name, and place it on the staff, 100 with the name underneath, so the white side of the disc is facing up. By repeating this exercise, the child can arrange several discs on the same line or in the same space. When they’re done, they flip them all over so the names are facing out, allowing them to check for mistakes. After learning the treble clef, the child finds it easy to move on to the bass clef.

To the staff described above can be added another similar to it, arranged as is shown in the figure. (Fig. 32.) The child beginning with doh, lays the discs on the board in ascending order in their right position until the octave is reached: doh, re, mi, fah, soh, lah, ti, doh. Then he descends the scale in the same way, returning to doh, but continuing to place the discs always to the right: soh, fah, mi, re, doh. In this way he forms an angle. At this point he descends again to the lower staff, ti, lah, soh, fah, mi, re, doh, then he ascends again on the other side: re, mi, fah, soh, lah, ti, and by forming with his two lines of discs another angle in the bass, he has completed a rhombus, “the rhombus of the notes.”

To the staff described above, you can add another similar one, arranged as shown in the figure. (Fig. 32.) The child starts with doh and places the discs on the board in ascending order in their correct positions until the octave is reached: doh, re, mi, fah, soh, lah, ti, doh. Then they descend the scale in the same way, going back to doh, but always placing the discs to the right: soh, fah, mi, re, doh. This way, they form an angle. At this point, they descend again to the lower staff: ti, lah, soh, fah, mi, re, doh, and then ascend again on the other side: re, mi, fah, soh, lah, ti. By creating another angle with their two lines of discs in the bass, they complete a rhombus, “the rhombus of the notes.”

After the discs have been arranged in this way, 101 the upper staff is separated from the lower. In the lower the notes are arranged according to the bass clef. In this way the first elements of musical reading are presented to the child, reading which corresponds to sounds with which the child’s ear is already acquainted.

After the discs are arranged like this, 101 the upper staff is separated from the lower. In the lower staff, the notes are organized using the bass clef. This way, the first basics of music reading are introduced to the child, connecting to sounds that the child is already familiar with.

For a first practical application of this knowledge we have used in our schools a miniature pianoforte keyboard, which reproduces the essentials of this instrument, although in a simplified form, and so that they are visible. Two octaves only are reproduced, and the keys, which are small, are proportioned to the hand of a little child of four or five years, as the keys of the common piano are proportioned to those of the adult. All the mechanism of the key is visible. (Fig. 39.) On striking a key one sees the hammer rise, on which is written the name of the note. The hammers are black and white, like the notes.

For a first practical application of this knowledge, we have used a miniature piano keyboard in our schools that captures the basics of this instrument, but in a simplified and visible way. It reproduces only two octaves, and the keys are small, designed for the hands of a young child around four or five years old, just as the keys of a regular piano are scaled for adults. All the mechanisms of the keys are visible. (Fig. 39.) When a key is struck, you can see the hammer rise, which has the name of the note written on it. The hammers are black and white, like the notes.

With this instrument it is very easy for the child to practise alone, finding the notes on the keyboard corresponding to some bar of written music, and following the movements of the fingers made in playing the piano.

With this instrument, it's really easy for the child to practice on their own, finding the notes on the keyboard that match a section of written music and copying the finger movements made while playing the piano.

The keyboard in itself is mute, but a series of 102 resonant tubes, resembling a set of organ-pipes, can be applied to the upper surface, so that the hammers striking these produce musical notes corresponding to the keys struck. The child can then pursue his exercises with the control of the musical sounds.

The keyboard itself is silent, but a series of 102 sounding tubes, similar to organ pipes, can be attached to the upper surface, allowing the hammers that hit them to create musical notes that match the keys pressed. The child can then practice with the ability to control the musical sounds.

DIDACTIC MATERIAL FOR MUSICAL READING.


Fig. 33.
On the wooden board, round spaces are cut out corresponding to the notes. Inside each of the spaces there is a figure. On one side of each of the discs is written a number and on the other the name of the note. They are fitted by the child into the corresponding places.

Fig. 33.
On the wooden board, there are round cutouts that match the notes. Each cutout has a figure inside. One side of each disc has a number written on it, and the other side has the name of the note. The child places them into the correct spots.


Fig. 34.
The child next arranged the discs in the notes cut out on the staff, but there are no longer numbers written to help him find the places. Instead, he must try to remember the place of the note on the staff. If he is not sure he consults the numbered board (Fig. 33).

Fig. 34.
The child then set up the discs in the positions marked on the staff, but there are no longer any numbers to guide him. Instead, he has to try to remember where each note is located on the staff. If he's unsure, he checks the numbered board (Fig. 33).


Fig. 35.
The child arranged on the staff the semitones in the spaces which remain where the discs are far apart: do-re, re-mi, fah-soh, soh-la, la-ti. The discs for the semitones have the sharp on one side and the flat on the other, e.g., re♯-mi♭ are written on the opposite sides of the same disc.

Fig. 35.
The child arranged the semitones on the staff in the spaces left where the discs are spaced out: do-re, re-mi, fa-so, so-la, la-ti. The discs for the semitones have a sharp on one side and a flat on the other, for example, re♯ and mi♭ are written on opposite sides of the same disc.


Fig. 36.
The children take a large number of discs and arrange them on the staff, leaving uppermost the side which is blank, i.e., the side on which the name of the note is not written. Then they verify their work by turning the discs over and reading the name.

Fig. 36.
The kids take a bunch of discs and set them up on the staff, keeping the blank side on top, meaning the side without the note's name. Then they check their work by flipping the discs over and reading the name.


Fig. 37.
The double staff is formed by putting the two staves together. The children arrange the notes in the form of a rhombus.

Fig. 37.
The double staff is created by combining the two staves. The children position the notes in the shape of a diamond.


Fig. 38.
The two boards are then separated and the notes remain arranged according to the treble and bass clefs. The corresponding key signatures are then placed upon the two different staves.

Fig. 38.
The two boards are then pulled apart, with the notes staying organized according to the treble and bass clefs. The matching key signatures are then added to the two separate staves.


ARITHMETIC

The children possess all the instinctive knowledge necessary as a preparation for clear ideas on numeration. The idea of quantity was inherent in all the material for the education of the senses: longer, shorter, darker, lighter. The conception of identity and of difference formed part of the actual technique of the education of the senses, which began with the recognition of identical objects, and continued with the arrangement in gradation of similar objects. I will make a special illustration of the first exercise with the solid insets, which can be done even by a child of two and a half. When he makes a mistake by putting a cylinder in a hole too large for it, and so leaves one cylinder without a place, he instinctively absorbs the idea of the absence of one from a continuous series. The child’s mind is not prepared 103 for number “by certain preliminary ideas,” given in haste by the teacher, but has been prepared for it by a process of formation, by a slow building up of itself.

The kids have all the instinctive knowledge they need to understand counting. The concept of quantity is built into all the materials used to educate their senses: longer, shorter, darker, lighter. The understanding of what is the same and what is different is part of the actual method of sensory education, starting with recognizing identical objects and moving on to arranging similar objects in order. I’ll give a specific example of the first exercise with the solid shapes, which even a two-and-a-half-year-old can do. When a child mistakenly puts a cylinder into a hole that’s too big, leaving one cylinder without a place, they instinctively grasp the idea of one being absent from a continuous series. The child’s mind isn’t prepared for numbers through some quick ideas thrown in by the teacher; instead, it’s been prepared through a gradual process of development, slowly building up its understanding.

To enter directly upon the teaching of arithmetic, we must turn to the same didactic material used for the education of the senses.

To dive straight into teaching arithmetic, we need to look at the same teaching materials that were used for sensory education.

Let us look at the three sets of material which are presented after the exercises with the solid insets, i.e., the material for teaching size (the pink cubes), thickness (the brown prisms), and length (the green rods). There is a definite relation between the ten pieces of each series. In the material for length the shortest piece is a unit of measurement for all the rest; the second piece is double the first, the third is three times the first, etc., and, whilst the scale of length increases by ten centimeters for each piece, the other dimensions remain constant (i.e., the rods all have the same section).

Let’s look at the three sets of materials that are provided after the exercises with the solid shapes, i.e. the materials for teaching size (the pink cubes), thickness (the brown prisms), and length (the green rods). There is a clear relationship between the ten pieces in each series. In the length materials, the shortest piece is a unit of measurement for all the others; the second piece is double the first, the third is three times the first, and so on. While the length increases by ten centimeters for each piece, the other dimensions stay the same (i.e. all the rods have the same cross-section).

The pieces then stand in the same relation to one another as the natural series of the numbers 1, 2, 3, 4, 5, 6, 7, 8, 9, 10.

The pieces then relate to each other in the same way as the natural series of numbers 1, 2, 3, 4, 5, 6, 7, 8, 9, 10.

In the second series, namely, that which shows thickness, whilst the length remains constant, the 104 square section of the prisms varies. The result is that the sides of the square sections vary according to the series of natural numbers, i.e., in the first prism, the square of the section has sides of one centimeter, in the second of two centimeters, in the third of three centimeters, etc., and so on until the tenth, in which the square of the section has sides of ten centimeters. The prisms therefore are in the same proportion to one another as the numbers of the series of squares (1, 4, 9, etc.), for it would take four prisms of the first size to make the second, nine to make the third, etc. The pieces which make up the series for teaching thickness are therefore in the following proportion: 1 : 4 : 9 : 16 : 25 : 36 : 49 : 64 : 81 : 100.

In the second series, which represents thickness, while the length stays the same, the 104 square cross-section of the prisms changes. As a result, the sides of the square sections differ according to the sequence of natural numbers, i.e., in the first prism, the square section has sides of one centimeter, in the second, two centimeters, in the third, three centimeters, and so on up to the tenth, where the square section has sides of ten centimeters. Thus, the prisms are proportionate to each other as the numbers of the square series (1, 4, 9, etc.), meaning it would take four prisms of the first size to equal the second, nine to equal the third, and so forth. The pieces that comprise the series for teaching thickness are therefore in the following proportion: 1 : 4 : 9 : 16 : 25 : 36 : 49 : 64 : 81 : 100.

In the case of the pink cubes the edge increases according to the numerical series, i.e., the first cube has an edge of one centimeter, the second of two centimeters, the third of three centimeters, and so on, to the tenth cube, which has an edge of ten centimeters. Hence the relation in volume between them is that of the cubes of the series of numbers from one to ten, i.e., 1 : 8: 27 : 64: 125 : 216 : 343 : 512 : 729 : 1000. In fact, to make 105 up the volume of the second pink cube, eight of the first little cubes would be required; to make up the volume of the third, twenty-seven would be required, and so on.

In the case of the pink cubes, the edge length increases according to a numerical series, meaning the first cube has an edge of one centimeter, the second has two centimeters, the third has three centimeters, and so on, up to the tenth cube, which has an edge of ten centimeters. Therefore, the volume relationship between them corresponds to the cubes of the numbers from one to ten, which are 1: 8: 27: 64: 125: 216: 343: 512: 729: 1000. Specifically, to equal the volume of the second pink cube, eight of the first small cubes are needed; to equal the volume of the third, twenty-seven would be needed, and so on. 105


Fig. 40.––Diagram Illustrating Use of Numerical Rods.

Fig. 40.––Diagram Showing How to Use Numbered Rods.

The children have an intuitive knowledge of this difference, for they realize that the exercise with the pink cubes is the easiest of all three and that with the rods the most difficult. When we begin the direct teaching of number, we choose the long rods, modifying them, however, by dividing them into ten spaces, each ten centimeters in length, colored alternately red and blue. For example, the rod which is four times as long as the first is clearly seen to be composed of four equal lengths, red and blue; and similarly with all the rest.

The kids instinctively understand this difference because they know that the activity with the pink cubes is the easiest of the three, and that working with the rods is the most challenging. When we start directly teaching numbers, we use the long rods but change them by splitting them into ten sections, each ten centimeters long, alternating colors between red and blue. For example, the rod that is four times the length of the first is clearly made up of four equal segments, red and blue; and the same goes for all the others.

When the rods have been placed in order of gradation, we teach the child the numbers: one, two, three, etc., by touching the rods in succession, from the first up to ten. Then, to help him to gain a clear idea of number, we proceed to the recognition of separate rods by means of the customary lesson in three periods.

When the rods have been sorted by size, we teach the child the numbers: one, two, three, and so on, by touching the rods in order, from the first to the tenth. Then, to help them understand numbers clearly, we go on to recognize each rod through the usual three-period lesson.

We lay the three first rods in front of the child, and pointing to them or taking them in the hand in turn, in order to show them to him we say: 106 “This is one.” “This is two.” “This is three.” We point out with the finger the divisions in each rod, counting them so as to make sure, “One, two: this is two.” “One, two, three: this is three.” Then we say to the child: “Give me two.” “Give me one.” “Give me three.” Finally, pointing to a rod, we say, “What is this?” The child answers, “Three,” and we count together: “One, two, three.”

We lay the first three rods in front of the child, and by pointing to them or picking them up one by one, we show them to him and say: 106 “This is one.” “This is two.” “This is three.” We use our finger to indicate the sections on each rod, counting them to confirm, “One, two: this is two.” “One, two, three: this is three.” Next, we ask the child: “Give me two.” “Give me one.” “Give me three.” Finally, while pointing to a rod, we ask, “What is this?” The child responds, “Three,” and we count together: “One, two, three.”

In the same way we teach all the other rods in their order, adding always one or two more according to the responsiveness of the child.

In the same way we teach all the other rods in their order, always adding one or two more based on how responsive the child is.

107

The importance of this didactic material is that it gives a clear idea of number. For when a number is named it exists as an object, a unity in itself. When we say that a man possesses a million, we mean that he has a fortune which is worth so many units of measure of values, and these units all belong to one person.

The importance of this teaching material is that it provides a clear understanding of number. When a number is mentioned, it becomes an object, a single entity on its own. When we say that a man has a million, we mean that he has a fortune that is equivalent to a specific number of units of value, and all these units belong to one person.

So, if we add 7 to 8 (7 + 8), we add a number to a number, and these numbers for a definite reason represent in themselves groups of homogeneous units.

So, if we add 7 to 8 (7 + 8), we're adding a number to another number, and these numbers represent groups of uniform units for a specific reason.

Again, when the child shows us the 9, he is handling a rod which is inflexible––an object complete in itself, yet composed of nine equal parts which can be counted. And when he comes to add 8 to 2, he will place next to one another, two rods, two objects, one of which has eight equal lengths and the other two. When, on the other hand, in ordinary schools, to make the calculation easier, they present the child with different objects to count, such as beans, marbles, etc., and when, to take the case I have quoted (8 + 2), he takes a group of eight marbles and adds two more marbles to it, the natural impression in his mind is not that he has added 8 to 2, 108 but that he has added 1 + 1 + 1 + 1 + 1 + 1 + 1 + 1 to 1 + 1. The result is not so clear, and the child is required to make the effort of holding in his mind the idea of a group of eight objects as one united whole, corresponding to a single number, 8.

Again, when the child shows us the 9, he is handling a rod that is rigid—an object complete in itself, yet made up of nine equal parts that can be counted. And when he comes to add 8 to 2, he will place next to each other two rods, two objects, one of which has eight equal lengths and the other two. Conversely, in regular schools, to make the calculation easier, they present the child with different objects to count, like beans, marbles, etc. In the case I mentioned (8 + 2), he takes a group of eight marbles and adds two more marbles to it. The natural impression in his mind is not that he has added 8 to 2, 108 but that he has added 1 + 1 + 1 + 1 + 1 + 1 + 1 + 1 to 1 + 1. The result is not so clear, and the child has to work hard to keep in mind the idea of a group of eight objects as one united whole, which corresponds to the single number, 8.

This effort often puts the child back, and delays his understanding of number by months or even years.

This effort often sets the child back and delays their understanding of numbers by months or even years.

The addition and subtraction of numbers under ten are made very much simpler by the use of the didactic material for teaching lengths. Let the child be presented with the attractive problem of arranging the pieces in such a way as to have a set of rods, all as long as the longest. He first arranges the rods in their right order (the long stair); he then takes the last rod (1) and lays it next to the 9. Similarly, he takes the last rod but one (2) and lays it next to the 8, and so on up to the 5.

The addition and subtraction of numbers under ten are made much easier by using teaching materials for measuring lengths. Present the child with the engaging challenge of arranging the pieces so that all the rods match the length of the longest one. First, they arrange the rods in the correct order (the long staircase); then they take the last rod (1) and place it next to the 9. Likewise, they take the second-to-last rod (2) and place it next to the 8, and continue this process up to the 5.

This very simple game represents the addition of numbers within the ten: 9 + 1, 8 + 2, 7 + 3, 6 + 4. Then, when he puts the rods back in their places, he must first take away the 4 and put it 109 back under the 5, and then take away in their turn the 3, the 2, the 1. By this action he has put the rods back again in their right gradation, but he has also performed a series of arithmetical subtractions, 10 - 4, 10 - 3, 10 - 2, 10 - 1.

This very simple game represents the addition of numbers within ten: 9 + 1, 8 + 2, 7 + 3, 6 + 4. Then, when he puts the rods back in their places, he must first take away the 4 and place it back under the 5, and then take away the 3, the 2, and the 1 in turn. By doing this, he has returned the rods to their correct order, but he has also performed a series of arithmetic subtractions: 10 - 4, 10 - 3, 10 - 2, 10 - 1. 109

The teaching of the actual figures marks an advance from the rods to the process of counting with separate units. When the figures are known, they will serve the very purpose in the abstract which the rods serve in the concrete; that is, they will stand for the uniting into one whole of a certain number of separate units.

The teaching of actual numbers is a step forward from using rods to counting with individual units. Once the numbers are understood, they will fulfill the same role in the abstract as the rods do in the concrete; essentially, they will represent the combination of several separate units into one whole.

The synthetic function of language and the wide field of work which it opens out for the intelligence is demonstrated, we might say, by the function of the figure, which now can be substituted for the concrete rods.

The synthetic function of language and the broad range of work it allows for intelligence is demonstrated, as we could say, by the role of the figure, which can now replace the concrete rods.

The use of the actual rods only would limit arithmetic to the small operations within the ten or numbers a little higher, and, in the construction of the mind, these operations would advance very little farther than the limits of the first simple and elementary education of the senses.

The use of actual rods alone would restrict arithmetic to simple calculations within ten or slightly higher numbers, and in terms of mental development, these calculations would progress very little beyond the bounds of basic sensory education.

The figure, which is a word, a graphic sign, will 110 permit of that unlimited progress which the mathematical mind of man has been able to make in the course of its evolution.

The figure, which is a word, a graphic sign, will 110 allow for the unlimited progress that the mathematical mind of humanity has achieved throughout its evolution.

In the material there is a box containing smooth cards, on which are gummed the figures from one to nine, cut out in sandpaper. These are analogous to the cards on which are gummed the sandpaper letters of the alphabet. The method of teaching is always the same. The child is made to touch the figures in the direction in which they are written, and to name them at the same time.

In the materials, there's a box with smooth cards that have the numbers one to nine made of sandpaper attached to them. These are similar to the cards with sandpaper letters of the alphabet. The teaching method is always consistent. The child is encouraged to touch the numbers in the order they are presented and to say their names at the same time.

In this case he does more than when he learned the letters; he is shown how to place each figure upon the corresponding rod. When all the figures have been learned in this way, one of the first exercises will be to place the number cards upon the rods arranged in gradation. So arranged, they form a succession of steps on which it is a pleasure to place the cards, and the children remain for a long time repeating this intelligent game.

In this case, he does more than when he learned the letters; he's shown how to place each figure on the matching rod. Once all the figures have been learned this way, one of the first activities will be to place the number cards on the rods arranged in order. When set up like this, they create a series of steps that make it enjoyable to place the cards, and the kids often spend a long time playing this engaging game.

After this exercise comes what we may call the “emancipation” of the child. He carried his own figures with him, and now using them he will know how to group units together.

After this exercise comes what we can call the “emancipation” of the child. He has his own figures with him, and now using them he will know how to group units together.


Fig. 41.––Counting Boxes.

Fig. 41.––Counting Boxes.

For this purpose we have in the didactic material 111 a series of wooden pegs, but in addition to these we give the children all sorts of small objects––sticks, tiny cubes, counters, etc.

For this purpose, we have in the educational material 111 a set of wooden pegs, and in addition to these, we provide the children with various small objects—sticks, tiny cubes, counters, etc.

The exercise will consist in placing opposite a figure the number of objects that it indicates. The child for this purpose can use the box which is included in the material. (Fig. 41.) This box is divided into compartments, above each of which is printed a figure and the child places in the compartment the corresponding number of pegs.

The exercise will involve placing the number of objects indicated by a figure opposite it. For this task, the child can use the box that comes with the materials. (Fig. 41.) This box is divided into sections, each labeled with a figure, and the child will place the corresponding number of pegs in the section.

Another exercise is to lay all the figures on the table and place below them the corresponding number of cubes, counters, etc.

Another exercise is to lay all the figures on the table and put the corresponding number of cubes, counters, etc. underneath them.

This is only the first step, and it would be impossible here to speak of the succeeding lessons in zero, in tens and in other arithmetical processes––for the development of which my larger works must be consulted. The didactic material itself, however, can give some idea. In the box containing the pegs there is one compartment over which the 0 is printed. Inside this compartment “nothing must be put,” and then we begin with one.

This is just the first step, and it would be impossible to discuss the following lessons in zero, tens, and other arithmetic processes here—those are covered in my larger works. However, the teaching material itself can provide some insight. In the box with the pegs, there's a section labeled with a 0. Nothing should be placed in this section, and then we start with one.

Zero is nothing, but it is placed next to one to enable us to count when we pass beyond 9––thus, 10.

Zero is nothing, but it's placed next to one to help us count when we go beyond 9—so, 10.

112

Fig. 42.––Arithmetic Frame.

Fig. 42.––Math Frame.

If, instead of the piece 1, we were to take pieces as long as the rod 10, we could count 10, 20, 30, 40, 50, 60, 70, 80, 90. In the didactic material there are frames containing cards on which are printed such numbers from 10 to 90. These numbers are fixed into a frame in such a way that the figures 1 to 9 can be slipped in covering the zero. If the zero of 10 is covered by 1 the result is 11, if with 2 it becomes 12, and so on, until the last 9. Then we pass to the twenties (the second ten), and so on, from ten to ten. (Fig. 42.)

If, instead of using the piece 1, we were to use pieces that are the same length as rod 10, we could count up to 10, 20, 30, 40, 50, 60, 70, 80, 90. In the teaching materials, there are frames that hold cards printed with these numbers from 10 to 90. These numbers are fixed in a frame so that the digits 1 to 9 can be slid in, covering the zero. If the zero in 10 is covered by 1, the result is 11; if it's covered by 2, it becomes 12, and so on, up to the last 9. Then we move on to the twenties (the second set of ten), and continue counting by tens. (Fig. 42.)

For the beginning of this exercise with the cards marking the tens we can use the rods. As we begin with the first ten (10) in the frame, we take the rod 10. We then place the small rod 1 next to rod 10, and at the same time slip in the number 1, covering the zero of the 10. Then we take rod 1 and figure 1 away from the frame, and put in their place rod 2 next to rod 10, and figure 2 over the zero in the frame, and so on, up to 9. To advance farther we should need to use two rods of 10 to make 20.

For the start of this card exercise marking the tens, we can use the rods. We begin with the first ten (10) in the frame and take rod 10. Then we place the small rod 1 next to rod 10, and at the same time, slip in the number 1, covering the zero of the 10. Next, we remove rod 1 and the figure 1 from the frame and replace them with rod 2 next to rod 10 and figure 2 over the zero in the frame, continuing this up to 9. To go further, we would need to use two rods of 10 to make 20.

The children show much enthusiasm when learning these exercises, which demand from them 113 two sets of activities, and give them in their work clearness of idea.

The kids are really enthusiastic when learning these exercises, which require them 113 to do two sets of activities, and they gain clarity in their work.


In writing and arithmetic we have gathered the fruits of a laborious education which consisted in coordinating the movements and gaining a first knowledge of the world. This culture comes as a natural consequence of man’s first efforts to put himself into intelligent communication with the world.

In writing and math, we've reaped the rewards of a hard-earned education that involved coordinating our actions and getting a basic understanding of the world. This knowledge is a natural result of humanity's initial attempts to communicate intelligently with the world.

All those early acquisitions which have brought order into the child’s mind, would be wasted were they not firmly established by means of written language and of figures. Thus established, however, these experiences open up an unlimited field for future education. What we have done, therefore, is to introduce the child to a higher level––the level of culture––and he will now be able to pass on to a school, but not the school we know to-day, where, irrationally, we try to give culture to minds not yet prepared or educated to receive it.

All those early learnings that have helped organize the child's mind would be wasted if they aren't solidified through written language and numbers. Once established, these experiences create endless opportunities for future education. What we've done is introduce the child to a higher level—the level of culture—and now they will be ready to move on to a school, but not the kind of school we have today, where, irrationally, we try to impart culture to minds that aren't yet ready or educated to receive it.

To preserve the health of their minds, which have been exercised and not fatigued by the order of the work, our children must have a new kind 114 of school for the acquisition of culture. My experiments in the continuation of this method for older children are already far advanced.

To keep their minds healthy, which have been exercised and not fatigued by the nature of the work, our kids need a new type of school for learning culture. My trials in extending this method for older children are already well underway. 114


MORAL FACTORS

A brief description such as this, of the means which are used in the “Children’s House,” may perhaps give the reader the impression of a logical and convincing system of education. But the importance of my method does not lie in the organization itself, but in the effects which it produces on the child. It is the child who proves the value of this method by his spontaneous manifestations, which seem to reveal the laws of man’s inner development.[B] Psychology will perhaps find in the “Children’s Houses” a laboratory which will bring more truths to light than thus hitherto recognized; for the essential factor in psychological research, especially in the field of psychogenesis, the origin and development of the mind, must be the establishment of normal conditions for the free development of thought.

A brief description like this of the methods used in the “Children’s House” might give readers the impression of a logical and convincing educational system. However, the significance of my approach doesn’t lie in the structure itself, but in the effects it has on the child. It’s the child who demonstrates the value of this method through his unforced behaviors, which seem to reveal the principles of human inner growth.[B] Psychology may find in the “Children’s Houses” a laboratory that uncovers more truths than have been recognized so far; because the key factor in psychological research, especially in the area of psychogenesis, which is the origin and development of the mind, must be the establishment of normal conditions for the free development of thought.

As is well known, we leave the children free in their work, and in all actions which are not of 115 a disturbing kind. That is, we eliminate disorder, which is “bad,” but allow to that which is orderly and “good” the most complete liberty of manifestation.

As everyone knows, we let the kids be free in their activities and in any actions that aren't disruptive. In other words, we remove chaos, which is “bad,” but give full freedom for everything that is organized and “good” to express itself completely.

The results obtained are surprising, for the children have shown a love of work which no one suspected to be in them, and a calm and an orderliness in their movements which, surpassing the limits of correctness have entered into those of “grace.” The spontaneous discipline, and the obedience which is seen in the whole class, constitute the most striking result of our method.

The results we got are surprising because the kids have shown a love for work that no one expected from them, along with a calmness and orderliness in their movements that, going beyond mere correctness, have entered the realm of “grace.” The natural discipline and obedience seen in the entire class are the most remarkable outcomes of our method.

The ancient philosophical discussion as to whether man is born good or evil is often brought forward in connection with my method, and many who have supported it have done so on the ground that it provides a demonstration of man’s natural goodness. Very many others, on the contrary, have opposed it, considering that to leave children free is a dangerous mistake, since they have in them innate tendencies to evil.

The age-old philosophical debate about whether people are born good or evil often comes up in relation to my approach, and many who back it argue that it shows people’s natural goodness. However, many others disagree, believing that giving children too much freedom is a risky error, as they have natural inclinations toward wrongdoing.

I should like to put the question upon a more positive plane.

I want to frame the question in a more positive way.

In the words “good” and “evil” we include the most varying ideas, and we confuse them especially 116 in our practical dealings with little children.

In the terms "good" and "evil," we encompass a wide range of ideas, and we often mix them up, especially 116 when interacting with young children.

The tendencies which we stigmatize as evil in little children of three to six years of age are often merely those which cause annoyance to us adults when, not understanding their needs, we try to prevent their every movement, their every attempt to gain experience for themselves in the world (by touching everything, etc.). The child, however, through this natural tendency, is led to coordinate his movements and to collect impressions, especially sensations of touch, so that when prevented he rebels, and this rebellion forms almost the whole of his “naughtiness.”

The behaviors we label as evil in young children aged three to six are often just the things that annoy us adults. When we fail to understand their needs and try to stop their every movement and every attempt to explore the world (like touching everything, etc.), we're missing the point. Through this natural tendency, children learn to coordinate their movements and gather impressions, especially through touch. So, when they're held back, they rebel, and this rebellion accounts for most of their “naughtiness.”

What wonder is it that the evil disappears when, if we give the right means for development and leave full liberty to use them, rebellion has no more reason for existence?

What a surprise it is that evil fades away when, if we provide the right means for growth and allow complete freedom to use them, rebellion has no more reason to exist?

Further, by the substitution of a series of outbursts of joy for the old series of outbursts of rage, the moral physiognomy of the child comes to assume a calm and gentleness which make him appear a different being.

Further, by replacing a series of outbursts of joy with the old series of outbursts of rage, the child's moral character starts to show a calmness and gentleness that make him seem like a completely different person.

It is we who provoked the children to the violent manifestations of a real struggle for existence. In order to exist according to the needs of their 117 psychic development they were often obliged to snatch from us the things which seemed necessary to them for the purpose. They had to move contrary to our laws, or sometimes to struggle with other children to wrest from them the objects of their desire.

It was us who pushed the kids towards the violent displays of a genuine struggle for existence. To live in line with the needs of their 117 psychic development, they often had to take from us what they thought they needed. They had to act against our rules or sometimes fight with other kids to get the things they wanted.

On the other hand, if we give children the means of existence, the struggle for it disappears, and a vigorous expansion of life takes its place. This question involves a hygienic principle connected with the nervous system during the difficult period when the brain is still rapidly growing, and should be of great interest to specialists in children’s diseases and nervous derangements. The inner life of man and the beginnings of his intellect are controlled by special laws and vital necessities which cannot be forgotten if we are aiming at health for mankind.

On the other hand, if we provide children with the means of existence, the fight for survival fades away, and a vibrant growth of life takes its place. This topic relates to a health principle associated with the nervous system during the challenging time when the brain is still developing rapidly, and it should be of considerable interest to specialists in children's illnesses and nervous issues. The inner life of a person and the early stages of their intellect are governed by specific laws and essential needs that cannot be overlooked if we aim for the health of humanity.

For this reason, an educational method, which cultivates and protects the inner activities of the child, is not a question which concerns merely the school or the teachers; it is a universal question which concerns the family, and is of vital interest to mothers.

For this reason, an educational approach that nurtures and safeguards a child's inner activities isn't just an issue for schools or teachers; it's a universal concern that impacts families and is especially important to mothers.

118

To go more deeply into a question is often the only means of answering it rightly. If, for instance, we were to see men fighting over a piece of bread, we might say: “How bad men are!” If, on the other hand, we entered a well-warmed eating-house, and saw them quietly finding a place and choosing their meal without any envy of one another, we might say: “How good men are!” Evidently, the question of absolute good and evil, intuitive ideas of which guide us in our superficial judgment, goes beyond such limitations as these. We can, for instance, provide excellent eating-houses for an entire people without directly affecting the question of their morals. One might say, indeed, that to judge by appearances, a well-fed people are better, quieter, and commit less crime than a nation that is ill-nourished; but whoever draws from that the conclusion that to make men good it is enough to feed them, will be making an obvious mistake.

To really dig into a question is often the only way to answer it correctly. For example, if we saw people fighting over a piece of bread, we might think, “How terrible people are!” But if we walked into a cozy restaurant and saw them calmly finding a seat and choosing their meals without envying one another, we might think, “How great people are!” Clearly, the idea of absolute good and evil, which informs our superficial judgments, goes beyond these simple situations. We can, for example, create great restaurants for an entire population without directly influencing their morals. One might argue that, based on appearances, a well-fed population is better, more peaceful, and commits less crime than a starving nation; however, anyone who concludes that feeding people is all it takes to make them good is making a serious mistake.

It cannot be denied, however, that nourishment will be an essential factor in obtaining goodness, in the sense that it will eliminate all the evil acts, and the bitterness caused by lack of bread.

It can't be denied, though, that nourishment will be a crucial factor in achieving goodness, in that it will remove all the bad actions and the bitterness caused by a lack of food.

Now, in our case, we are dealing with a far 119 deeper need––the nourishment of man’s inner life, and of his higher functions. The bread that we are dealing with is the bread of the spirit, and we are entering into the difficult subject of the satisfaction of man’s psychic needs.

Now, in our case, we are dealing with a much deeper need––the nourishment of human inner life and higher functions. The bread we’re discussing is the bread of the spirit, and we are tackling the complex topic of fulfilling human psychological needs.

We have already obtained a most interesting result, in that we have found it possible to present new means of enabling children to reach a higher level of calm and goodness, and we have been able to establish these means by experience. The whole foundation of our results rests upon these means which we have discovered, and which may be divided under two heads––the organization of work, and liberty.

We have already achieved a really interesting result, as we've found ways to help children attain a greater sense of calm and kindness, and we’ve established these methods through experience. The entire basis of our results relies on these techniques we've discovered, which can be categorized into two areas—the organization of work and freedom.

It is the perfect organization of work, permitting the possibility of self-development and giving outlet for the energies, which procures for each child the beneficial and calming satisfaction. And it is under such conditions of work that liberty leads to a perfecting of the activities, and to the attainment of a fine discipline which is in itself the result of that new quality of calmness that has been developed in the child.

It is the ideal arrangement of work, allowing for self-development and providing an outlet for energy, which gives each child a rewarding and soothing satisfaction. Under these working conditions, freedom enhances activities and leads to a solid discipline that comes from the new sense of calmness that has emerged in the child.

Freedom without organization of work would be useless. The child left free without means of 120 work would go to waste, just as a new-born baby, if left free without nourishment, would die of starvation. The organization of the work, therefore, is the corner-stone of this new structure of goodness; but even that organization would be in vain without the liberty to make use of it, and without freedom for the expansion of all those energies which spring from the satisfaction of the child’s highest activities.

Freedom without a way to organize work would be pointless. A child left free without any way to work would be wasted, just like a newborn baby that is left free without nourishment would starve. The organization of the work is therefore the foundation of this new structure of goodness; however, that organization would be meaningless without the liberty to utilize it, and without the freedom to nurture all those energies that arise from fulfilling the child’s highest activities.

Has not a similar phenomenon occurred also in the history of man? The history of civilization is a history of successful attempts to organize work and to obtain liberty. On the whole, man’s goodness has also increased, as is shown by his progress from barbarism to civilization, and it may be said that crime, the various forms of wickedness, cruelty and violence have been gradually decreasing during this passage of time.

Hasn't a similar situation happened in human history? The story of civilization is a story of successful efforts to organize work and gain freedom. Overall, humanity's goodness has also increased, as seen in the shift from barbarism to civilization, and it can be said that crime, along with different forms of wickedness, cruelty, and violence, has been gradually decreasing over time.

The criminality of our times, as a matter of fact, has been compared to a form of barbarism surviving in the midst of civilized peoples. It is, therefore, through the better organization of work that society will probably attain to a further purification, and in the meanwhile it seems unconsciously 121 to be seeking the overthrow of the last barriers between itself and liberty.

The criminality we see today is often likened to a kind of barbarism that persists among civilized societies. Thus, it’s likely that through better work organization, society will achieve a higher level of purity, and in the meantime, it seems to be unintentionally aiming to break down the final barriers between itself and freedom. 121

If this is what we learn from society, how great should be the results among little children from three to six years of age if the organization of their work is complete, and their freedom absolute? It is for this reason that to us they seem so good, like heralds of hope and of redemption.

If this is what we learn from society, how amazing would the outcomes be for young children between three and six years old if their work is well-structured and they have complete freedom? That’s why they seem so incredible to us, like messengers of hope and renewal.

If men, walking as yet so painfully and imperfectly along the road of work and of freedom, have become better, why should we fear that the same road will prove disastrous to the children?

If men, still struggling and stumbling down the path of work and freedom, have improved, why should we worry that the same path will be harmful to the children?

Yet, on the other hand, I would not say that the goodness of our little ones in their freedom will solve the problem of the absolute goodness or wickedness of man. We can only say that we have made a contribution to the cause of goodness by removing obstacles which were the cause of violence and of rebellion.

Yet, on the other hand, I wouldn’t say that the goodness of our little ones in their freedom will solve the issue of whether humans are inherently good or evil. We can only say that we've contributed to the cause of goodness by eliminating obstacles that lead to violence and rebellion.

Let us “render, therefore, unto Cæsar the things that are Cæsar’s, and unto God the things that are God’s.”

Let’s “give, then, to Caesar what belongs to Caesar, and to God what belongs to God.”

THE END

THE END


[A]

The single staff is used in the Conservatoire of Milan and utilized in the Perlasca method.

The single staff is used at the Conservatoire of Milan and is employed in the Perlasca method.

[B]

See the chapters on Discipline in my larger works.

See the chapters on Discipline in my larger works.

Transcriber’s Note:

Transcription Note:

Illustrations have been moved closer to their relevant paragraphs.

Illustrations have been placed nearer to their corresponding paragraphs.

The page numbers in the List of Illustrations do not reflect the new placement of the illustrations, but are as in the original.

The page numbers in the List of Illustrations do not match the new placement of the illustrations; they are the same as in the original.

The list of "didactic material for the education of the senses" on pages 18-19 is missing item (j) as in the original.

The list of "didactic material for the education of the senses" on pages 18-19 is missing item (j) just like in the original.

Author’s archaic and variable spelling is preserved.

Author’s outdated and inconsistent spelling is preserved.

Author’s punctuation style is preserved.

Understood! Please provide the text for modernization.

Typographical problems have been changed and these are highlighted.

Typographical issues have been updated and these are highlighted.

Transcriber’s Changes:

Transcriber's Changes:

Page vii: Was ’marvellous’ [In fact, Helen Keller is a marvelous example of the phenomenon common to all human beings]

Page vii: Was 'amazing' [In fact, Helen Keller is a awesome example of the phenomenon common to all human beings]

Page 46: Was ’anvles’ [which vary either according to their sides or according to their angles (the equilateral, isosceles, scalene, right angled, obtuse angled, and acute)]

Page 46: These are 'angles' [which differ based on their sides or their angles (the equilateral, isosceles, scalene, right-angled, obtuse-angled, and acute)]

Page 63: Added commas [recognized and arranged in order––doh, re, doh, re, mi; doh, re, mi, fah; doh, re, mi, fah, soh, etc. In this way he succeeds in arranging all the]

Page 63: Added commas [recognized and arranged in order––doh, re, ugh, re, mi; doh, re, mi, fah; doh, re, mi, fah, soh, etc. This way, he successfully arranges all the]

Fig. 35 caption: Was ’si’ [the spaces which remain where the discs are far apart: do-re, re-mi, fah-soh, soh-la, la-ti. The discs for the semitones]

Fig. 35 caption: Was ’si’ [the spaces that remain where the notes are far apart: do-re, re-mi, fa-so, so-la, la-ti. The notes for the semitones]




        
        
    
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