From 267f298bb37d8dc550fadedd1e38773fe6664e65 Mon Sep 17 00:00:00 2001 From: Claude Meny Date: Thu, 31 Oct 2019 19:55:23 +0100 Subject: [PATCH] Deleted 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.en.md, 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.es.md, 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.fr.md, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.en.md, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.es.md, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.fr.md, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre1ok.png, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre2ok.png, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre3ok.png, 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre4ok.png, 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.en.md, 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.es.md, 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.fr.md, 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.en.md, 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.es.md, 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.fr.md, 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.en.md, 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.es.md, 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.fr.md, 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.en.md, 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.es.md, 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.fr.md, 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.en.md, 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.es.md, 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.fr.md, 03.spherical-refracting-surface/topic.en.md, 03.spherical-refracting-surface/topic.es.md, 03.spherical-refracting-surface/topic.fr.md files --- .../textbook.en.md | 69 -------------- .../textbook.es.md | 62 ------------ .../textbook.fr.md | 88 ------------------ .../cheatsheet.en.md | 76 --------------- .../cheatsheet.es.md | 5 - .../cheatsheet.fr.md | 14 --- .../dioptre1ok.png | Bin 24935 -> 0 bytes .../dioptre2ok.png | Bin 21792 -> 0 bytes .../dioptre3ok.png | Bin 24487 -> 0 bytes .../dioptre4ok.png | Bin 24984 -> 0 bytes .../annex.en.md | 59 ------------ .../annex.es.md | 58 ------------ .../annex.fr.md | 59 ------------ .../default.en.md | 52 ----------- .../default.es.md | 23 ----- .../default.fr.md | 22 ----- .../form.en.md | 12 --- .../form.es.md | 12 --- .../form.fr.md | 12 --- .../page.en.md | 14 --- .../page.es.md | 14 --- .../page.fr.md | 14 --- .../portal.en.md | 18 ---- .../portal.es.md | 14 --- .../portal.fr.md | 14 --- 03.spherical-refracting-surface/topic.en.md | 5 - 03.spherical-refracting-surface/topic.es.md | 6 -- 03.spherical-refracting-surface/topic.fr.md | 6 -- 28 files changed, 728 deletions(-) delete mode 100644 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.en.md delete mode 100644 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.es.md delete mode 100644 03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.fr.md delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.en.md delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.es.md delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.fr.md delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre1ok.png delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre2ok.png delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre3ok.png delete mode 100644 03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre4ok.png delete mode 100644 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.en.md delete mode 100644 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.es.md delete mode 100644 03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.fr.md delete mode 100644 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.en.md delete mode 100644 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.es.md delete mode 100644 03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.fr.md delete mode 100644 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.en.md delete mode 100644 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.es.md delete mode 100644 03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.fr.md delete mode 100644 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.en.md delete mode 100644 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.es.md delete mode 100644 03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.fr.md delete mode 100644 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.en.md delete mode 100644 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.es.md delete mode 100644 03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.fr.md delete mode 100644 03.spherical-refracting-surface/topic.en.md delete mode 100644 03.spherical-refracting-surface/topic.es.md delete mode 100644 03.spherical-refracting-surface/topic.fr.md diff --git a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.en.md b/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.en.md deleted file mode 100644 index ccd501290..000000000 --- a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.en.md +++ /dev/null @@ -1,69 +0,0 @@ ---- -title: 'Spherical refracting surface in paraxial approximation' ---- - -### Spherical refracting surface in paraxial approximation. - -#### Refracting surface. - -A **refracting surface** is a *polished surface between two media with different refractive indexes*. - -!!!! *BE CAREFUL* :
-!!!! In the same way as we use in English the single word "mirror" to qualify a "reflecting surface", in French is use the single word "dioptre" to qualify a "refracting surface". -!!!! The term "dioptre" in English is a unit of mesure of the vergence of an optical system. In French, the same unit of mesaure is named "dioptrie". -!!!! So keep in mind the following scheme : -!!!! -!!!! refracting surface : *EN : refracting surface* , *ES : superficie refractiva* , *FR : dioptre*.
-!!!! _A crystal ball forms a spherical refracting surface : un "dioptre sphérique" in French._ -!!!! -!!!! unit of measure : *EN : dioptre* , *ES : dioptría* , *FR : dioptrie*.
-!!!! _My corrective lens for both eyes are 4 dioptres : "4 dioptries" in French._ - - -#### Spherical refracting surface. - - - -#### Analytical study of the position and shape of an image. - -A **spherical refracting surface** in analytical paraxial optics is defined by *three quantities* : -* **$`n_{ini}`$** : *refractive index of the initial medium* (the medium on the side on the incident light). -* **$`n_{fin}`$** : *refractive index of the final medium* (the medium on the side on the emerging light, after crossing the refracting surface). -* **$`\overline{SC}`$** : the *algebraic distance between the __vertex S__* (sometimes called "pole", is the centre of the aperture) *and the __center of curvature C__* of the refracting surface. - -! *USEFUL* : The whole analytic study below also applies to a plane refracting surface. We just need to remark that a plane surface is a spherical surface whose radius of curvature tends towards infinity. - - - -Consider a *point object* **$`B_{obj}`$** whose orthogonal projection on the optical axis gives the *point object* **$`A_{obj}`$**. If the point object is located on the optical axis, then $`B_{obj}=A_{obj}`$ and we will use to named it point object $`A_{obj}`$. The point object $`B_{obj}`$ can be **real** *as well as* **virtual**. - -The **calculation of the position** of the *point image* **$`B_{ima}`$**, *conjugated point of the point object $`B_{obj}`$* by the refracting surface, is carried out in **two steps** : - -1. I use the **spherical refracting surface equation** (known too as the **"conjuction equation" for a spherical refracting surface**) to calculate the *position of the point* **$`A_{ima}`$**, $`A_{ima}`$ being the *orthogonal projection on the optical axis of the point image* $`B_{ima}`$. - -**$`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=\dfrac{n_{fin}-n_{ini}}{\overline{SC}}`$** - -To perform this I *need to know the __algebraic distance__* **$`\overline{SA_{obj}}`$**, and the *calculation of the __algebraic distance__* **$`\overline{SA_{ima}}`$** along the optical axis *gives me the position of $`A_{ima}`$*. - - -2. I use the **"transverse magnification equation" for a spherical refracting surface**, to calculate the *__algebraic value__ of the transverse magnification* **$`\overline{M_T}`$**, then to derive the *__algebraic length__* **$`\overline{A_{ima}B_{ima}}`$** of the segment $`[A_{ima}B_{ima}]`$, that is the algebraic distance of the point image $`B_{ima}`$ from its orthogonal projection $`A_{ima}`$ on the optical axis. - -By *definition :* **$`\overline{M_T}=\dfrac{\overline{A_{ima}B_{ima}}}{\overline{A_{obj}B_{obj}}}`$**. -Its *expression for spherical refracting surface :* **$`\overline{M_T}=\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$**. - -I know $`\overline{SA_{obj}}$, $n_{ini}$ and $n_{fin}$, I have previously calculated $`\overline{SA_{ima}}$, so I can calculate $`\overline{M_T}`$ and deduced $`\overline{A_{ima}B_{ima}}`$ - - -! *USEFUL* : The conjuction equation and the transverse magnification equation for a plane refracting surface are obtained by rewriting these equations for a spherical refracting surface in the limit when $`|\overline{SC}|\longrightarrow\infty`$.
Then we get *for a plane refracting surface :* -! -! * *conjuction equation :*   $`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=0`$. -! -! * *transverse magnification equation :*   $`\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$    (unchanged). -! -! This generalizes and completes the knowledge you get about plane refracting surfaces seen in your pedagogical paths in plain and hills. - - -#### Graphical study of the position and shape of an image. - - - diff --git a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.es.md b/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.es.md deleted file mode 100644 index 01151f641..000000000 --- a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.es.md +++ /dev/null @@ -1,62 +0,0 @@ ---- -title: 'Superficie refractaria esférica en aproximación paraxial.' ---- - -### Superficie refractaria esférica en aproximación paraxial. - -#### Superficie refractiva - -Una **superficie refractiva** es una *superficie pulida entre dos medios con diferentes índices de refracción*. - -!!!! *ATENCIÓN* :
-!!!! De la misma manera que usamos en español la palabra "espejo" para calificar una "superficie reflectante", en francés se usa la palabra "dioptre" para calificar una "superficie refractante". -!!!! El término "dioptre" en inglés es la unidad de medida "dioptría" de la vergencia de un sistema óptico. En francés, la misma unidad de mesa se llama "dioptrie". -!!!! Así que ten en cuenta el siguiente esquema: -!!!! -!!!! superficie refractiva: *ES : superficie refractiva* , *FR : dioptre* , *EN : refracting surface*.
-!!!! _Una bola de cristal forma una superficie refractiva esférica: un "dioptre sphérique" en francés._ -!!!! -!!!! unidad de medida: *ES: dioptría* , *FR: dioptrie* , *EN: dioptre*.
-!!!! _Mis lentes correctoras para ambos ojos son 4 dioptrías: "4 dioptries" en francés, y "4 dioptres" en inglés._ - -#### Superficie refractiva esférica. - -#### Estudio analítico de la posición y forma de una imagen. - -Una **superficie refractiva esférica** en óptica analítica paraxial se caracteriza por "tres cantidades físicas" : -* **$`n_{ini}`$** : *índice de refracción del medio inicial* (centro ubicado en el lado de la luz incidente). -* **$`n_{fin}`$** : *índice de refracción del medio final * (medio ubicado en el lado de la luz emergente, después de la refracción por la superficie refractiva). -* **$`\overline{SC}`$** : *distancia algebraica entre el __vértice S__* (punto de intersección de la superficie refractiva con su eje óptico, su eje de revolución.)* y el *_centro de curvatura_ C* de la superficie refractiva esférica. - -! *IMPORTANTE*: El estudio analítico a continuación también se aplica para una superficie refractiva plana. Basta con señalar que una superficie refractiva plana es una superficie refractiva esférica cuyo radio de curvatura tiende hacia el infinito. - -Considera un *punto objeto* **$`B_{obj}`$** cuya proyección ortogonal en el eje óptico da el *punto objeto* **$`A_{obj}`$**. Si el punto del objeto está ubicado en el eje óptico, entonces $`B_{obj}=A_{obj}`$ y lo llamaremos punto objeto $`A_{obj}`$. El punto objeto $`B_{obj}`$ puede ser ambos **real** *y* **virtual**. - -El **cálculo de la posición**del *punto imagen* **$`B_ {ima}`$**, *punto conjugado del punto objeto $`B_ {obj}`$* por superficie refractiva esférica, sucede en **dos pasos** : - -1. Uso la **relación de conjugación de la superficie refractiva esférica** para calcular la *posición del punto* **$`A_ {ima}`$** , $`A_ {ima}`$ siendo la *proyección ortogonal en el eje óptico del punto de imagen * $`B_{ima}`$. - -**$`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=\dfrac{n_{fin}-n_{ini}}{\overline{SC}}`$** - -Para lograr esto *necesito conocer la _distancia algebraica_* **$`\overline{SA_{obj}}`$**, y el *cálculo de la _distancia algebraica _* **$`\overline{SA_{ima}}`$** a lo largo del eje óptico *me da la posición del punto $`A_{ima}`$*. - -2. Utilizo la **expresión de la "magnificación transversal" para una dioptría esférica** para calcular el *__valor algebraico__ de la magnificación transversal* **$` \overline{M_T}`$** *del segmento $`[A_ {obj } B_ {obj}]`$*, luego deduzco la *__longitud algebraica__* **$`\overline {A_{ima}B_ {ima}}`$** del aumento $`[A_ {ima}B_ { ima}]`$, que es la distancia entre el punto imagen $`B_{ima}`$ y su proyección ortogonal en el eje óptico $`A_{ima}`$. - -Por *definición :* **$`\overline{M_T}=\dfrac{\overline{A_{ima}B_{ima}}}{\overline{A_{obj}B_{obj}}}`$**. -Su *expresión para un superficie refractiva esférica* es : **$`\overline{M_T}=\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$**. - -Conozco $`\overline{SA_{obj}}$, $n_{ini}$ and $n_{fin}$, calculé previamente $`\overline{SA_{ima}}$, entonces puedo determinar $`\overline{M_T}`$ y deducir $`\overline{A_{ima}B_{ima}}`$ - - -! *IMPORTANTE* : La relación de conjugación y la expresión de la magnificación transversal para una superficie refractiva plana se obtienen fácilmente reescribiendo la relación de conjugación y la expresión e la magnificación transversal para una superficie refractiva esférica en el límite de un radio de curvatura que tiende hacia el infinito : $`|\overline{SC}|\longrightarrow\infty`$.
Cela donne *pour un dioptre plan :* -! -! * *relación de conjugación :*   $`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=0`$. -! -! * *expresión de la magnificación transversal :*   $`\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$    (no esta cambiada). -! -! Esto generaliza y completa tu dominio de superficie refractiva plana en comparación con lo que vio en caminos pedagogicos en llanura y colinas. - -#### Etude graphique de la position et de la forme d'une image. - - - diff --git a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.fr.md b/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.fr.md deleted file mode 100644 index 56c0b7eda..000000000 --- a/03.spherical-refracting-surface/01.spherical-refracting-surface-main/textbook.fr.md +++ /dev/null @@ -1,88 +0,0 @@ ---- -title: 'Le dioptre sphérique en approximation paraxiale' ---- - -### Interface réfractante et dioptre - -Une **interface réfractante** est la *frontière séparant deux milieux différents optiquement transparents, homogènes et isotropes*, caratérisés par deux indices de réfraction de valeurs différentes. - -Les interface réfratantes les plus rencontrées sont les interfaces réfractantes planes et sphériques. - -#### Interface réfractante plane - -À une **interface réfractante** : les *milieux sont différents de part et d'autre* de l'interface, **le plan que définit l'interface n'est pas un plan de symétrie**. Optiquement, cela se traduit par le fait que les images vues par un observateur d'un objet situé de l'autre côté du dioptre ne seront pas les mêmes si les positions de l'observateur et de l'objet sont échangées. Les images observées ne se situeront pas à la même distance de l'interface. Ainsi, même si les images ont la même taille (cas particulier d'un dioptre plan) l'objet ne sera pas vue sous un même angle apparent. - -!!! *Figure "disymétrie optique d'une interface"* : -!!!! Deux frères jumeaux situés à même distance mais de part et d'autre d'une interface air-eau, ne verront pas la même image l'un de l'autre. -!!! L'interface étant plane et les indices de réfraction de l'air et de l'eau étant $n_{air}=1$ et $n_{eau}=4/3$, par rapport à la position réelle de son frère l'un des jumeaux verra l'image de son frère rapprochée d'un facteur 3/4, l'autre la verra éloignée dun facteur 4/3. Pour ce dioptre plan travaillant dans les conditions de Gauss (_pour se rapprocher de ces conditions, chaque jumeau regarde sont frère entre le sommet de la tête et le bout de la main_), les images des deux jumeaux ont la même taille que les jumeaux eux-même : le grandissement transversal est égal à un ($G_T$=1). Pour le jumeau qui voit les distances rapprochées d'un facteur 3/4, le grandissement longitudinal de l'image de son frère est égal à trois quarts ($G_L$=3/4). Ce même grandissement longitudinal est de quatre tiers ($G_L$=4/3) pour le jumeau qui voit les distances augmentées d'un facteur 4/3. Les jumeaux observent ici des images de leur frère de mêmes tailles mais situées à des distances différentes d'eux-mêmes, alors ils ne se verront pas sous un même angle apparent : chacun d'eux verra son frère avec un grossissement différent. -!!! -!!! _*En toute rigueur* : nous avons négligé ici l'épaisseur de la paroi de verre qui joue comme une double interface plane. Cette paroi de faible épaisseur ne fait que décaler chaque image vue d'une distance inférieure à son épaisseur. Les jumeaux sont représentés avec un masque de plongée. Ainsi les yeux du jumeau situé dans l'eau ne sont pas au contact direct de l'eau, s'interpose entre son frère et ses yeux une autre interface, l'interface eau-air (en négligeant l'effet de la double interface que forment les deux faces du masque). Dans ces conditions, l'image vue par le jummeau dans l'eau ne correspondrait pas à celle indiquée sur la figure. Nous pourrions considérer que le jumaux dans l'eau retire son masque pour l'expérience, mais alors sa vision serait floue, parce que l'oeil humain est prévu pour être au contact de l'air. Nous remplaçons pour l'expérience l'oeil du jumeau immergé par l'oeil d'un poisson sitié à la même position._ - -*Selon le sens de propagation de la lumière* (du milieu d'indice $n_a$ vers le milieu d'indice $n_B$, ou l'inverse), une interface réfractante plane définira **deux comportements optiques différents**. - -**Ce résultat se généralise aux interfaces non planes** dont le comportement sera étudié au niveau "contreforts". - -#### Interface réfractante et dioptre - -*Pour maîtriser les images observées à travers une interface réfractante*, Il est *nécessaire de préciser* non seulement les indices de réfraction des deux milieux de par et d'autre de l'interface, mais *également le sens de propagation de la lumière à travers l'interface* : nous parlerons alors de *dioptre*. - -   **1 interface réfractante = 2 dioptres** - -Définition d'un **dioptre** : *interface séparent deux milieux différents*, optiquement homogène et isotrope, *d'indices de réfraction $n$ et $n'$*, *$n$* étant l'*indice du milieu dans lequel se propage la lumière incidente* sur le dioptre, *$n'$* étant l'*indice du milieu dans lequel se propage la lumière transmise* après traversée de l'interface. - - - - -!!!! *ATTENTION* :
-!!!! Si il existe en espagnol et en anglais respectivement les simples mots "espejo" et "mirror" pour qualifier une surface réfléchissante, il n'existe pas dans ces deux langues un simple mot pour qualifier une surface réfractante ("dioptre" en français). Ainsi dans ces deux langues, un "dioptre" sera qualifié par sa simple description "surface réfractante", soient "superficie refractiva" en espagnol et "refracting surface" en anglais. En anglais, le terme "dioptre" existe, mais il désigne une unité de mesure de la vergence (du pouvoir réfractant), unité appelée "dioptrie" en français et "dioptría" en espagnol. Donc se souvenir du schéma suivant : -!!!! -!!!! surface réfractante : *FR : dioptre* , *ES : superficie refractiva* , *EN : refracting surface*.
-!!!! _la surface d'une boule de cristal forme un dioptre sphérique : une "spherical refracting surface" et "superficie refractiva esférica" respectivement en espagnol et anglais._ -!!!! -!!!! unité de mesure : *FR : dioptrie* , *ES : dioptría* , *EN : dioptre*.
-!!!! _Les verres correcteurs de mes deux yeux ont une même puissance de 4 dioptries : "4 dioptries" et "4 dioptres" respectivement en espagnol et anglais._ - -#### Dioptre sphérique. - -#### Etude analytique de la position et de la forme d'une image. - -Un **dioptre sphérique** en optique anlytique paraxial est caractérisé par "trois grandeurs physiques" : -* **$`n_{ini}`$** : *indice de réfraction du milieu initial* (milieu situé du côté de la lumière incidente). -* **$`n_{fin}`$** : *indice de réfraction du milieu final* (milieu situé du côté de la lumière émergeante, après réfraction par le dioptre). -* **$`\overline{SC}`$** : *distance algébrique entre le __sommet S__* (point d'intersection du dioptre avec l'axe optique, son axe de révolution) *et le __centre de courbure C__* de la surface sphérique du dioptre. - -! *IMPORTANT* : L'étude analytique ci-dessous s'applique aussi pour un dioptre pla,. Il sufit de remarquer qu'un dioptre plan est un dioptre sphérique dont le rayon de courbure tend vers l'infini. - -Soit un *point objet* **$`B_{obj}`$** dont la projection orthogonale sur l'axe optique donne le *point objet* **$`A_{obj}`$**. Si le point objet est situé sur l'axe optique, alors $`B_{obj}=A_{obj}`$ et nous l'appellerons point objet $`A_{obj}`$. Le pint objet $`B_{obj}`$ peut aussi bien être **réel** *que* **virtuel**. - -Le **calcul de la position** du *point image* **$`B_{ima}`$**, *point conjugué du point objet $`B_{obj}`$* par le dioptre, s'effectue en **deux étapes** : - -1. J'utilise la **relation de conjugaison du dioptre sphérique** pour calculer la *position du point* **$`A_{ima}`$**, $`A_{ima}`$ étant la *projection orthogonale sur l'axe optique du point image* $`B_{ima}`$. - -**$`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=\dfrac{n_{fin}-n_{ini}}{\overline{SC}}`$** - -Pour réaliser ceci *je dois connaître la __distance algébrique__* **$`\overline{SA_{obj}}`$**, et le *calcul de la __distance algébrique__* **$`\overline{SA_{ima}}`$** le long de l'axe optique *me donne la position du point $`A_{ima}`$*. - - -2. J'utilise la **formule du "grandissement transversal" pour un dioptre sphérique** pour calculer la *__valeur algébrique__ du grandissement transversale* **$`\overline{M_T}`$** *du sègment $`[A_{obj}B_{obj}]`$*, puis j'en déduis la *__longueur algébrique__* **$`\overline{A_{ima}B_{ima}}`$** du sègmentt $`[A_{ima}B_{ima}]`$, c'est à dire la distance entre le point image $`B_{ima}`$ et sa projection orthogonale sur l'axe optique $`A_{ima}`$. - -Par *definition :* **$`\overline{M_T}=\dfrac{\overline{A_{ima}B_{ima}}}{\overline{A_{obj}B_{obj}}}`$**. -Son *expression pour un dioptre sphérique* est : **$`\overline{M_T}=\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$**. - -Je connais $`\overline{SA_{obj}}$, $n_{ini}$ and $n_{fin}$, j'ai précédemment calculé $`\overline{SA_{ima}}$, alors je peux déterminer $`\overline{M_T}`$ et en déduire $`\overline{A_{ima}B_{ima}}`$ - - -! *IMPORTANT* : La relation de conjugaison et la formule du grandissement transversal pour un dioptre plan s'obtiennent facilement en réécrivant la relation de conjugaison et la formule du grandissement transversal pour un dioptre pour un dioptre sphérique dans la limite d'un rayon de courbure qui tend vers l'infini : $`|\overline{SC}|\longrightarrow\infty`$.
Cela donne *pour un dioptre plan :* -! -! * *relation de conjugaison :*   $`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=0`$. -! -! * *formule du grandissement transversal :*   $`\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$    (unchanged). -! -! Ceci généralise et complète votre maîtrise du dioptre plan par rapport à ce que vous avez vu dans votre parcours pédagogiques en plaine et collines sur les dioptres plan. - - -#### Etude graphique de la position et de la forme d'une image. - - - - diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.en.md b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.en.md deleted file mode 100644 index 7fcf379e3..000000000 --- a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.en.md +++ /dev/null @@ -1,76 +0,0 @@ ---- -title: 'Spherical refracting surface : overview' -media_order: dioptre-1.gif ---- - -### Spherical refracting surface modeling. - -#### Description - -![](dioptre-1.gif) - -with : -* arrow : indicates direction of light propagation. -* $`n_{ini}`$ : refractive index of the initial medium. -* $`n_{fin}`$ : refractive index of the final medium. -* $`\overline{SC}`$ : algebraic distance between vertex S and center C of curvature on optical axis. - - - - - - - - -!!!! *BE CAREFUL* :
-!!!! In the same way as we use in English the single word "mirror" to qualify a "reflecting surface", in French is use the single word "dioptre" to qualify a "refracting surface". -!!!! The term "dioptre" in English is a unit of mesure of the vergence of an optical system. In French, the same unit of mesaure is named "dioptrie". -!!!! So keep in mind the following scheme : -!!!! -!!!! refracting surface : *EN : refracting surface* , *ES : superficie refractiva* , *FR : dioptre*.
-!!!! _A crystal ball forms a spherical refracting surface : un "dioptre sphérique" in French._ -!!!! -!!!! unit of measure : *EN : dioptre* , *ES : dioptría* , *FR : dioptrie*.
-!!!! _My corrective lens for both eyes are 4 dioptres : "4 dioptries" in French._ - - -#### Spherical refracting surface. - -#### Analytical study of the position and shape of an image. - -A **spherical refracting surface** in analytical paraxial optics is defined by *three quantities* : -* **$`n_{ini}`$** : *refractive index of the initial medium* (the medium on the side on the incident light). -* **$`n_{fin}`$** : *refractive index of the final medium* (the medium on the side on the emerging light, after crossing the refracting surface). -* **$`\overline{SC}`$** : the *algebraic distance between the __vertex S__* (sometimes called "pole", is the centre of the aperture) *and the __center of curvature C__* of the refracting surface. - -! *USEFUL* : The whole analytic study below also applies to a plane refracting surface. We just need to remark that a plane surface is a spherical surface whose radius of curvature tends towards infinity. - -Consider a *point object* **$`B_{obj}`$** whose orthogonal projection on the optical axis gives the *point object* **$`A_{obj}`$**. If the point object is located on the optical axis, then $`B_{obj}=A_{obj}`$ and we will use to named it point object $`A_{obj}`$. The point object $`B_{obj}`$ can be **real** *as well as* **virtual**. - -The **calculation of the position** of the *point image* **$`B_{ima}`$**, *conjugated point of the point object $`B_{obj}`$* by the refracting surface, is carried out in **two steps** : - -1. I use the **spherical refracting surface equation** (known too as the **"conjuction equation" for a spherical refracting surface**) to calculate the *position of the point* **$`A_{ima}`$**, $`A_{ima}`$ being the *orthogonal projection on the optical axis of the point image* $`B_{ima}`$. - -**$`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=\dfrac{n_{fin}-n_{ini}}{\overline{SC}}`$** - -To perform this I *need to know the __algebraic distance__* **$`\overline{SA_{obj}}`$**, and the *calculation of the __algebraic distance__* **$`\overline{SA_{ima}}`$** along the optical axis *gives me the position of $`A_{ima}`$*. - - -2. I use the **"transverse magnification equation" for a spherical refracting surface**, to calculate the *__algebraic value__ of the transverse magnification* **$`\overline{M_T}`$**, then to derive the *__algebraic length__* **$`\overline{A_{ima}B_{ima}}`$** of the segment $`[A_{ima}B_{ima}]`$, that is the algebraic distance of the point image $`B_{ima}`$ from its orthogonal projection $`A_{ima}`$ on the optical axis. - -By *definition :* **$`\overline{M_T}=\dfrac{\overline{A_{ima}B_{ima}}}{\overline{A_{obj}B_{obj}}}`$**. -Its *expression for spherical refracting surface :* **$`\overline{M_T}=\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$**. - -I know $`\overline{SA_{obj}}$, $n_{ini}$ and $n_{fin}$, I have previously calculated $`\overline{SA_{ima}}$, so I can calculate $`\overline{M_T}`$ and deduced $`\overline{A_{ima}B_{ima}}`$ - - -! *USEFUL* : The conjuction equation and the transverse magnification equation for a plane refracting surface are obtained by rewriting these equations for a spherical refracting surface in the limit when $`|\overline{SC}|\longrightarrow\infty`$.
Then we get *for a plane refracting surface :* -! -! * *conjuction equation :*   $`\dfrac{n_{fin}}{\overline{SA_{ima}}}-\dfrac{n_{ini}}{\overline{SA_{obj}}}=0`$. -! -! * *transverse magnification equation :*   $`\dfrac{n_{ini}\cdot\overline{SA_{ima}}}{n_{fin}\cdot\overline{SA_{obj}}}`$    (unchanged). -! -! This generalizes and completes the knowledge you get about plane refracting surfaces seen in your pedagogical paths in plain and hills. - - -#### Graphical study of the position and shape of an image. \ No newline at end of file diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.es.md b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.es.md deleted file mode 100644 index 2607ae8ee..000000000 --- a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'nuevo curso : síntesis' ---- - -nuevo curso : síntesis \ No newline at end of file diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.fr.md b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.fr.md deleted file mode 100644 index b457c0f9b..000000000 --- a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/cheatsheet.fr.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'Le dioptre sphérique, en approximation paraxiale : synthèse' -media_order: 'dioptre1ok.png,dioptre2ok.png,dioptre3ok.png,dioptre4ok.png' ---- - -Le dioptre sphérique, en approximation paraxiale - -![](dioptre4ok.png) - -![](dioptre3ok.png) - -![](dioptre2ok.png) - -![](dioptre1ok.png) \ No newline at end of file diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre1ok.png b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre1ok.png deleted file mode 100644 index a984ead42faf0abb4a295959818ab35a2226f038..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 24935 zcmb@t1yq#XyEr;ns354QC@oToba#n@Frt70Qqs-P42>e7AR! z1kc$sU`6xE3M&joeA!G!=J7o^ZiJ1h0e|M(cft-QO`+UWn%c)wl++= z6fb~oUfOC%5OJ<>=B^atf&J0^VQ0tvx87UajO969gq@-Bz+BPbH-k;U5hVxQrxRA8dwTW@q$hUbaDH_;oC)1v| zxTsrGH~%!AV7UmRXP;6%mk}VOQLR$v{^^zno!be?v|RO9s<4UQB{4hms@ESp`u;bd zZFJ@4lJ|V;BLiDH32#wGR#wVf(Hpt8tE9Hd2W-Zx_Y|+OI=*5oes?vOLn%7EA(j-2 zVq{g}758KR-pMQVB2~~t5b^Xz-%b5AY4KVm5+eWar*8|QuDSfs3!S8MKF{+>I@N>rYU7#oS^Pk2a6A5#?xp)j~l@ly$n9hl5S{@jvoF^!ag_dOn+<6`q$bT=#DZd2e1b zGP@cavB}oh@Gf-Mp!8=9!TT_my5O^GDRp~J=&I99F@*EB!mNVQ!rgoEWp7O1@>88o z{zbTbg6U#aEOD-s@Q5QZKXJ8g*fpky(s}pqIsHMsFtvE=Svhx6Aw_(yt2t!J?ckR3=@e z)EM)EV*2G@%;!GFgJ^2&vrh-chksIbk`{~;Yf(p!J8_b644#}aCe4(%a|Ld?Cmtmc z!u)LCKwP;rK0Ur%Rd)5a#5m9BhW(W!+Nn1uQ8y*r^fPh{)G3`vO5Y_^Q^3eX0{Qe8 zdd;|$zQ1NRVAXTa|HEZ%+e$D`>ns5-i`->FSdq>b+qsk~E%I%_WJZ2@Ik`F4(}bevxgzd~uQFlhldm3nro$ z45eD^tE6*?ue`jRLt{xWP-UG%s`|2KgvAv0<(H7nC9Ts5BTPR@dt@b$=lp)TalWEE zdoKB=!@UcC?-O6-`F+M#dhn72!b4X={lNQjIlfg9yURlU zTK7vrOXWDYz00J;Q?5Uh{qO|dd9mPL!eb8JQ$hDllG9DupL=IX_IxrjJ?(ln^Fdp( z+TS=+(%s9{bugwtE>7xZD*I~p9GknB6sk`3>VLn^T6-tw`S)|!ww@m}mKXP4li3Ql z{%#rVC;n|%xqA$EjqbAqT)7oM$ru~Z!laGR?f6 z75(|={gsbnMz!dN42&|25{$wB&VTlJi2krUeO)_bQO2Yrs$;8zqkZqg+s6BiQjIf> zjE(*uL?ZlEBUI;A^`B0qM`Xl5o6&ngEOY1%FD*9dxnKX8f-?pFvp-AHcO5p0XG=RdzLGwAmN+jQBUX%D z{oAm``}l%NkX+Ddiap+bK0m$!-jlrcyhUb-Jyf0grY`26Ev&kQQ}{l@dz^Zv%n;q; z8T+r&tJn37xtpRhn{QHINRXs{->Q>9l5k1;*3k7K=^^1Ef7dHw%;i_gTU^;(Wp?{_ zJJ!i(d!|u5pES;_w8fgtV{e@HjsY^{oeTt-jgTQsE9q>&GN z>kX8|l!DO&Z6-QQIx{-{WjZdJE<|NYNUvqv6^)6G`M{ks+t>D-wr}s$Zd+}+O=Qm{ z&FYRzTzNs8L-$cA^y2l)KW{EOg&JQJ`6_J6(#wT>VqHekSOJ0i1k3yn##P`io9Ve>)6tcK>#((vBvXoMu z(j$us;R?P~oBzA9zV%&Z@cu5R^Ne%P z<^Iu-*I?dxh#~g0D15eAHlIb67yl_fQ7dYYtyt#O#VUfE^zn?A%_@HN@lNl5Op`xB zRJeJ%VC##2*oU;J#MdYFh@%{^vpa3)F+`r4-W)GDOf|md+4NNp%jyJfvfsbP%wetZ zsmQQ44EvctAtUlhq|x2Iy!LN42BW2uwoP%*OtaKWJ}pIg>zW5l1e}sBQY*5w!-onL-}SPKS2H%UjVgn);2HxzTJ?sqHhynlHj4O>mS6k7 z{`~R60F`DIH!Hv+K#uS%GHQ)%`t0<%v`D!ypl~z7HRD*- z{oz{gpAergR4VG+wb(tVox8V2Gn^>mc5<^@?fSEb#aoL_s4WMtd2Asn-ZMk|qvywo zUp)^!jg+1mKD8(?aNLjz@|iPlr+CuxD>=qrm~@ZE`a56tkY@c?R-qHYZ-UFV#b&lN zAIJn3QrQbXa~mAl4klYCtKE>>$LuEi<@+Vpy{^j&uVU7W)rxzB(OY>ic{@R6^2^gl z*&;GRd1KAfeXsIrT7+7B(8_Ha1`#2ihG>eK%atj)FW-D zV)xa6jt_nrBx-X53j<0Rvjg;7693>`i{Ks#kpz*rk~F7;nayc&=b^3LT1qK_tYPBP zK1bH6?t}pz#Ma>Gpo^!#+Txts&er`!4i8D>W6a}Gy_s7<53YK}V4n7jx7(NW6cz2; zc8>3P%vVGyy;iDN&qh9Ud%mlF2O{o?f=p8VWfL^BF~ zYT?;%lyrsI^%e^17QJ)o1`h~`pYbxD_7?a6Yrj0wmrMo=h@V(wEa#y|Awmv<7`O6% zjKL%s%baWPo~FB!_{6Eo92RpPHJ0L>&n#(W#r!S*tcs--!;i1aXJobog?FEk!Ia5h zx~Ef8Zizg2P`T)@zjUHKp0#-GEzzaKr7iV<^t^)~t!>WPUIZCaR`QI`)rvuqaLz_f z!yX2^#t8i(kXL3{hQZFUKlAxkAo`={thj3(9_|zI9Q0$OFa&Ymmaq$cDatd>E(;fXs4{ozFG!|CAcmL=v@GmiXQwIkdVGa&w zXJ>Y29(IJC2?v*ukPrtaHwQO28`!~S?_%wshh($1zlDcz&&b}u&dkQa3}HY156J|u(CM@Yi)nTCcrQbq@E227dt0J5^kfR!SOyDM>|X0<%R|vMwUiaM%E7Y zU@zD4UK>+{1H#@E@qYk){Q19K09Xr$AK&r6;$mfWe1*M(tP>#Ph#~*$ZhKW18zT;7 zBYT9Soq>_86F~D8o*E;h*?-vi-%dkcj`6Y)ma#L^b1=FG{)o{7c?q#`3b1hrsB-ZL z^Y97taItc73v+TpP;G?a2tzYtm;bRr+|M}X5SVL3B<2ZWu=(X&!9vOW5nr5PPgm4x*S zpeG_mZ?ETMWJrIsX!gJG>i-U_L!i#4MgZio-T-Cb6y}58IbInKx7j0%9h~*-jHFC( z_#c{%$M{D?CnE!y3L!ccxSoNTHT1G>;}JA4)w4D+0(Ogop5y;BMgMow|36XmKh*pG zXNou=n{_BIj{hl1+_(Q?-v9$}OTcJCe?7L=;2+2K-pCp-%MMs`_00q+80=BE{5>gE zWdFhtQS=AL^63>HmcC&ZhL+~luya+xyB%pv&D%eb z$w}6n|4vy|k+JULNsc$(S~3L1Z|Sd}4CWpr^wXR2n%XC~rs|H>Skh;==ytDYTXQKK zxUNo8gYlZHf4;O=DSh_9!oU9n@I{h$9HWS64E8LJIU7z<;Nk0gSH4rf*#c!;K87f@KX@4A)4^6c_qhQMvkXb)C;iI%mBZ4Exw z)?VO^Vvx_(f_X=nn^&7CiSg0A5Eya@@6ZZkXs{!I{fnz`u@}s@N9WYjxV>gha{u=h z4<<-EXQZ4+lwBkDcRGG;2wN{v$1^vb5<(KkZ)KN@$56L;EC3m;ZBupnk&}EFL(^&4 zpQRHaLyttcXiS}lUA}Z^n(9LHxq@dsxV&9=h7l;93l4y42axF)l z&tm1lUS-1W(QOAC;{M7g%`L~M%Gs3wcq1)fry-)_q5!RtZNdH^oh1& zuIpz%eE7gbaKxRZ_(1jmf0Sd7wh5?};80yRe)h~y$!X^DX0JgAr|sCi4sSeazvuf_ zzKhJ~)Kr%^&MBV4U-?vE@FHoI=l*WYS+Emg0VyBf=pP!fF{$nC@sPOlN2}%Mnj&j? zmb_1roJCab7dA*9(N?NA-Hu%Jm{HK>zHx-EXRz4L1d>jC`Pa#`lXzTxpJt5pZHhNDTWEi>2c`&YOKEaTkwnlBnOBom{wdh+xhhBBa;rV83RzD+7KWkMzgV z#Q^lk4mt^;d_*|LL1g7OQc@hdJ)U+Ne`kyU>Yd4`6e0DM?ksH!eLRmU1dukO3>=jh zJ2Ia`?o1@7F*ykDPPb=imo8)0+TtkiRC8sQU2glW}hE@T8q)6X~Z43FK7K*DJb&lRE$03%l`2dMUXn$_U-wnmT5K4wTP z_W+Q)-V2-loSLxEqHC>&rKNu{XqrBF# zTpS8n8B9&In$BAj<09*!YVhLV*TQlOt%gMOsxrxaZqHt{ZDPI%wThXO{zy4(7D-uf%a>a1bb4b?H)tMM>zo4&T#(>RduX z|J&pX2gCYRc2W?e(7zXC{Oe9`Xrgu_XQY+C>vvI(exUVO@lZJ3bQ-dWl1^P+qv6^m zuYv93X-*L7d402BrIAUDB2C*>y{`7vXJU5_bKIjFHi2 zc^Pw}E>-`^kQ>+1JQse&Un9ap@|X-@9UFD6r*@9!O{LGyb$3KM{!z2jxpPFk9k*4D z-Su4#NO0R9(XuH2y z7q)A6$ss2JEAFchJ66g4jUG6a^85UqC57sy9xw5w&v?>5jHW!OUt4F@-3fRrbLZ7F z2?6f1^$i(kw;wNx=^%$7_j!)1{vP~n7ffPuj_}osTes=rKJJr+M{o|IUZs(uZlDiF!VW-Yp2>-#wOQ ze@AxtwYDznp%UNOS@RBm)e$R?BHm`&!7uWWcuABc^c5jQZD^4r1YpCj%$OC`XlxKW z9Q1m$aC$f~i8D95=}I1VRG&SIl}tU6QDUc{zFRsM=bjEs;J}{m=PeJ~fJ1Hncusq{ z1yLvCyuCcibTQq#KVM%jdd){A&guuO_E99@IjsG4T9!6tTaOQkFpK4IS>F}<0tY@m zy{_#`qo1>B$IjhUXa55j^*n?%yHcE{tZ2w7?)E+Ns&D*}{<4+Z97?BvwnAWb6;b)O z6MxX|{CQCAcY#uoUYRK0v#OIb*=B(20FB~q9wT!KYDBAixwuS^EqN3vDQkhKmx?4sIP{iwoq<6`o z2VFbomn<`WQ`EGbj_hscA1f_>4vf{v?ZoMqhp7J1Eq|)!i ze52TReloiN4 ztrt@{*EEMjf1GSO4MjNv4lSWKS2!ysBQ+J7lpDGYYZ>bL1 z**p5#ac->7Z93WC&uXAB<}t7cM<<7U)wHjYPNEL5TTEAO`!y8Apa3Y5<#&Je_DyKJ7&42#$S9rImct6%zK6kkZX$Vf#MIsO{=0IW7qewKQosi{dRozfbE9-(G|4S zZHbL^CCGe{z3cqlrHUYBrK!B7xZnSPjT{$W2h9Pu z{MQ|TkCB&zevSQJk)4>Q zhyjY>?V6C9h``Mvtx(7rnkKL>q9kaBL&SH#%HKDyYCPCfjJ7pW0}d5Zl5UggT%(nE z@%{Adz-E z#x1;v@+zG_;T$n^yEeI#==4V)D1Lc+|4wM3nkBJ<-v+?Vu=oWqN|`mMQ5a*<-v=19 zM4Txw?Uw&i^!h*hYe10$6xCF3u7@$Ml!@=n=fQcE37-9!4O(stsW63{S=GoHm~Ups zlLx*~I1mvT8Ec+;;(MC8ruyc{2(T;rKnjrS^quLxbZbn?vx%)J8tkxMU?r=0ml0fe z=wPlSno;uq<|(!4$x5S0|20s!n2$t#AEzI@49){L0B{DrC=s%b6|J zd27(pkcvDOq=^ycqnT3EarxYE9~a}pT)t)nqn)61E|N`CQQ$DTmRo9^%MKyjy%i#= zU-BN8;YqrZMY08&0Ocr$AMN_1^d%+uyxU^2336|t2rh^}Te(y&Kr;(vTIU`dUNQsM z$YV-GF~{4y!Y}OzZBB%bS5+Wa^i_g!Nd)ZQ-bOUn%8SaCI!d_E5irDkSy|B<5$8qA z#v?pDABoL4^y1LS+ z55wHlp1lm+AVN$aM}=uWo~#hX1PapaC3mz4e%nOyw>ycGgwzh9MfZ=uNuYJyZAB+^ zk)x-{LXNPdo82tadQre<~9mQ$8$i8*TqhBI=gs^LIn>X zP6N2G^%_!%!OkN>F!8S48Y?+TJSM>n_=Ee4GhfE_B!DLjKR#GtrXt!?>Nsb-if0Ng z^%;R!mqvR;taE)0Y5mEAs7lP|89cD^?N*T$ONoX24n>JW4*zKz)h_ib-|T1ou3g%F z>M;NCUa#<)%Uo&q+8*_XA7xx}OEZiLW654Cwd8R}$z7;_Y%H>331kg=dz%YsN4Zt1 z^Dtx7Zy&G5h}*|YTfct4T^Tv}8{%nrluSvwb_gJXP259h#1y6QsJs_*#YKBhGoHm9 zoqxKvS8<<`)6v6M6AOxO#15 z*utXuEF#SgQ$*Oz&{n64E$rvcR2*Ce5A30fi|Cw^$O3Q2VWtN14Y@Cm^p?uENUmPJ z%0z#}&#j=jtU#Gx+biSnd-$WB`DV6fe=e5HDIPEFPPMF*NsPWG!!I2^6R3_d*PY38 z^$6ecr3*AvgfGLwE~@|;LgxLSoBrm!;8`vE7QQt6odPMJ=o5E9ydIx^L_t<5U^A2! zT;m)`iyPzQgu>eQoqpfa(;-z~Id}+OdcGZatVCN~B8sf9d>yXOCLF1vErkfGoc2okSl{TvGbRTT2q z!{u)NI_0juP;^{FB69a3R(t5%w{K(hj`O`MUWsQhDy!q@)`U4SRv@0|DTY#yw`@=v zxi7w!s`mbn`?JZ_a1eR-w!7y`EyaPKT%IVw$p{t2`^v0$I$pgnX?T^q$o;8;wo)cH z74ib6RseFwgxXKh?Z#?&B9p)SyWl z=GAKCneze)!e!|?#^_uEe+M6AW>Gi!SrYkgqkARtu-j&>5fUX zg)DP$>a*ToFHbth5X@Fs(Yx?TySVJ^iCb5{KBrR-WiA0ATiqycxw(VN^K^&9>rVSf zG)c1S++__!@w5t|sXE?wp0}8GJ>PJUm{}W0Zn7`v9EL+aUrP=v`bZ-$ttvz*YY2Fq z`Bu$562TFe5>qO@Ci^=IzHe0_ZB7e*6Kv#=U(U2Ce!SI1xHP209hH>w?ap}p-r$L1 z!Hpy(b{)3`KC&=Xh9+OdqLgM;JKH~sw3XkT_}>E_pUqrDkT{zNfeR+)Oe*)ZF%>Jn zPLf84ratS=y_@a%{p;61Gvj&MSN`FWU3GTeSvx&rBO`aC+G!#CYA8_fdW20t@vzW% zY2?s(qNY)mmFMKmjf^x&7>bgcKTp)-yrMTf5MfcAW%{Iau4wPhqpLTv(T`QuhBbwC z)C=x>+o}$itcrc|rs!6v zw08ypfgLJww1}Ln2EkKdQ$3^eN0x~5`zs(%m;75{HyZ3u>xt4It@vT!?7~;mD&ag- zs_G$8nh+@a*1`(mG1(;krv6w3^yOBlSqlQ&&PvhTVCvLfGA& zO6!MUV;LLdrq$W!u|rJC9+tVU<*uE7OLgtCkaBzY7a1Yv3$vOFg3mlM8Fj>vLq%^78WT3Nl$mjV)U% zkbP_N9RifO2R0-~@P|(iqfZUNrYm?FmyVsFHzoDaEWd!GR%@ z?q*($@pL!v(8|3yJyh!4P1}>9mhGAy7rHba4z#~E`I~tZ^ER++ra(4B%*z+#7fGHt z%ZE<&ST2uacU-I{$R+tzMZHIPiBQR%teRekoLQq2?3fL{h z1Gc`@{iPpTp?AqY!sQb4OPe;I+J!s zTpTEQyE&tm1?ozZFLjTcX`|*7{<`{w?cUwt^SPx>WOM=o2cYQI)+<9QX81hpxl|0c zPNK!`X7Pw#T8L6&w18^boY=(bgjh#?*OpVTVO40Gmq7&%*()uzR2>!T5(BIRVMSN- z(=mV2a$M+b#H;k)7er?f}=j7P?P4Q~q3pau zr+UVw)4%Kp{>(zPN~mAKrdb$G#R%*-RDpsp7~YA}p*Z;75+~3$!IDlFMdXP1VFndh zfcf)n`Tjj$3pQ-BEVlJq!XiWh`?KMRvJ^Wxm zowVH3$=gs5l7c!rg4n-*V*LL8+O=X4g-Am9 z3S?}XPSepAD9t*1{;L?@`xWD{$G`ofeq+A4NuXl_#kX5;LD%2DciDamn6G^*}Q( z^+gglgzs9?mX4!LT*s2yzhP2&~Y@3 zhh=rxKT3xlZCiDg+qb!nH>ElsY_Hg=|6FSofro@KO#aj|wIC-h00HOhhrzduF&DBb zcFj9d7}DXYIyy86wb;OkdgGEwGy0ySTkjVlzd@DkCqVz?HM*FG<;;Wa)zA&UuH#zLT zp5iv|WWjxL1bqY&Vu&P1ocqHS`{lBgDm`sqsOOu$Pge<3?Svo!&?NE_RB^Ao8Ar88twe94oD6X+RHw?f-l0*E03)Ci$`jYE#${yq4Joo03 zttoQ-?*sVzFb2LH5HKb{+6H@Ezdv4IpRCuLqn9QpA4Z|hj>N5pR)LUhteq2NkkEZ1 zd^RJ$v?GbEtZpD69h!i;RWdaKl{;|gv*Wj{EE3Hk>mYM;^Zr4vN&q-C{I*5+@8nU? zpb`N50Phg=D{oxAYHPZ^<#pgp7IB!rtUlJJM*F0Mi1(j5Y-)OA7}lyl7tHY0VM9t1 z+k}hYnOF`pstGjI?itIqjg7I$;Q;e>w(yI-)ns&4+)p@0;lA6%J*d87G=`gtt z9o{-a8thY(Dj%-+1fPmQ_NOX2HTCzEqubXPsrc@YkdTURf4mK_h7@9E2!!xdR8Slf zaDbY3c63S>T=2A^Sr3;>=2(C4U+_;WB5FG?u?Dt^qYN&0R)*(0ZS=e>A7G1l91*) z=#gIY+{{bz1;$nrV4T_1+}J2681L{;o=H?bEcQn%NV%~UTMXDF67lU3PW|6+KwsSo z2r~cjKv8|wXtY5v*Q9({=erj0Ym=zj>egVf&EDl^o;J{ngJnv>;Z#&5P7CIZ;SA|F zG=JLYm4lc7I1XwZkBz60y5=zQR5M%1how#}l&!TknN{VW6W#n+v&*=@>y-C{Rs+l6 zWHltzY5*Z-AV*I|aBI-s{y8TD=%pqtcO+r+HQ0Ae0Ya%d?DL>B0HOW->p3!}*Na1? z=rTjo;6QQUwqWT|L=C9da$%{FtQuDaL92C?ENS~*tAbxz*>nn|b*{xZph+D!3*NbR zSdl0(ji{jevLuj%sEskIVyPH0-^-a%(vK$eekD;EcH?Hu zRT5wlY-+En{nj)9^h8>9eS11eiQ2wzimLDk)LQ>*mwclIWOtrA&csHJ3)`r>H(;i4 zbPq`+aTr5^`x?59)FjcxI8PVa8S^fY=Sx+xC7Q7Y)P~)MVWv;fYWmPq6P6D<|8c4U z;4IC9)a&}D>eCn8=CvvyEA9o$Pg`SsPs|g>kUnYA3X#q0<9>#xk`R{Py~g@CqNoHY z;fy(sA-q2lINU$9*^Q>l2D;M_K;Xv;2dsG-$t97nr@At!0HWoUX6BochR@p!*i2*Pwf@s?OJx$-+h++iEN3mPXSa zM(YJSJdlXKt+6Jlu>n0yV{@sk0z(|Q7DPPw-4-Z%sOfs}p>=D3{8L@tni*6wT!Y1q zWBQZ7eQUhJEU!!uQFdV*ySGG|wEdgeX-+>Vk|@(g5~LCnhyeErn5h+!ALvj$zbhA} zN(YbTyy*a{r%%|sO^Y9UGu_pU+^E)QP=<0Wk3<;D_FBfGGR}TMfO);J7@MgW6aLv+ z3O4fRC&?{O(dAdDaWnY*$u(+{mX-Cr{U|K;#Mj##02=US4R)hoM1r#xPzvL#ht9yf znLq?e?gvziO--EKLKKWqqj(E!8%PceW2{Bie~j{9`>Eemqji)B-eWucKAZ^{eJ}-8d~DA5r#QUc`qY$f z4O<-B?n>lxm7t*L>YrQ34r*&$Wa*tx%}?9$V{f$djnev!PYo1)()%bpefqQ)R3B7T zR1CtxaTQEctJcbO;85;r{mki$JeP7m=sX~0FDdzRFwpHP^PtA)`WHX^%j^iKiDJ*O$ETHT@hZJdq0O{drc*J;ZvfRbdAU{idg&$jJLF(dA;FAXUc<+G+ITcu)Cxb zCBdMl(=_(4=4ij}-OerZ*AxBc8$uMaYC?$-4Vuim7p{le-W=UJ;~mNA(UFEE@fao2 zH4RH>H36vSK;N31K_{gZ}y0?HN(MFE? z!nq^Be}-jyV0b21%XBSxu8(J&l{8F^F?GM#({5|%ATL5rXLMwZNRr2Ox1eWCXme=E zvq;`AOs~doAs33Zpo7a!Z-@hZC$5F>VB>lCK_yKTlheilYgtt4_)?!|`6u*dOQF_s z<7uc;TV|eYqC{?R>Z9o(kFla?(;}EEVY=}!Ohm%4WJ($i4|)rSLaLtUy)HkNtG_)J z7l7qIY#3MzTeAcc9{^!6Aj3Uw2P%*_l=BuTMY^?VU@Uh~pze%JgeQrY&k%+a6P+oF z!Uc}h^ybCSPQWtzyw+#P+VUowq6GS0ge_!V5>britXgM+3P=N<3isHH5>9zbJ0g3s zlC?{n^gwMIE*$SL-}__uv=1X-4~P(D;6X+AV2>jL*FxMUZo$Rl8JYq?y;X!E+u@MU zGr(C5GM?}r%k^*rLv3p@ZM;q1VOqMQIW;6rE)9>BmG!?tTAch-QN7SID)|e_n*gHk zc?ZAsJ9Hm;<#w$xwQ5+A#6-ypxrh%RVis|_HauAka=YC@Si8B{R=4JgXz6@z({sZY zX4BFkB5|TFxxoD3vOyRNuTpa&bz7d4&zXYWc4ZY6G88tn>6ISHOCV!`i|0Rv;uzny z2;T9l>o3C8n0fPG;P3|)vQcg4hBaW44n5g&np`W?wkmY+pE4A0=07U% zQC!^tY0F1-26V6I-hx`r$(CH=Yzk2KfVjfqms8T@3j)NgVuFtweT8g^24L{fvWkQk z^c`-1_=uVb3V5ae-X+&^Ch+byZ;a(zp_=RXq6D@W85!vmgI>U-^vVt>@Ru&0fXO>nup)88=XV*%U2w-_ce>x)FW!`1XrBa6!G32Y!MToSzJWQ(GWTWb;^`X?f+#+8 zY+MeLy=T|dpa`lh=)>D|a_{{qd=U+XCbu$fUM4dqWJ)rC#n!k)XE zRyAX-iwxO@a*?MTbz4HUe%bzhbLoZz(_g6Ho(N%GyD{r)N#qBtbZUtoD90+<*|H_+ z!eV7`4afN(58S0usz#+B47H)^*-X9FP)QeXED$d$#q{gZg0`sMA2(35p?5FhY=_k7 z2O=0RTF7a+icnxiGHjvb+>YEL6>jP*U~?=OB>N&96tj(+1}2un^K0iN!{c<^h8axS z(!V73Psqpv173F4phCeH!~~@qxTMW$i|ul8|H=w5z4L45B=e9{Edt{=96-3qJ75!5 zwhzUILY1fKHRO;5uW+xak(yK@-nAiTygsR~D7)<@tYx<9E!nt+!+=#$!Jm&|WwAFk zsG8%2c)&Zo87t~yr(TA%4c9q|o21J>&++~F)u_`k!zX^MRf=Spv@Lgjk`*_B<-dvZ zBMmX>nEsmr2ZjV_6`xkrO`T4z_n5r4bFkARgMl2uKGm;I6Di_8gQ2RW_SS@&M7PBo zz%d-20gLG+!mTGk%D~Tscbm5-CvD{fpQLht8}6i6(m!=KGX4^gJ5<5XJvq?W&#!n6vAMsVD7=>CFmwK=O6X!FiThd zmO3LkK*WLrL@8$Si0Wci>7wxQQmNzbH-dDcU@$k0@dymA+eo0dI9U9jCD6Wu3jfKu zx&QFMBMPko?IpJshd^B!a0y}qR3frz&(@U)$KSX&)S*;A`T|T+G982Ox*+g-6q@-I zxQ*vbRy`FNRP%$TJHbl_3Ja5b*wtlwX1nu?xDkMlTX7A4mL2R<1x#DfH3M{c0AhY2`(*p-z8 z7#y3IPzw~7-QwaEnJQ}MK|P=}he&{W*c+KDXd(bK5D)1F;s?y3u7(=^_(c<_&%UQ5 zIC`q%xE*PS#Ry&meQ^{Q=${{6TD3JuM)=B~#`TZGk4H61U7@pvV9 zY@P!T@c1MT7)?h`C3)`7{HIN7_b*lO?4Uyj{CLTEa-*kSY9z)ak?XkSiW^Ywx5&m- z9PnhuK+W`}gSLYm2_}5ob?eIwp0SHyAP4j79-f3VgAOWGC+dQ!E$H#Q^><#NfM&6C zJojD6j^M494p&3fz^$!R*f4mq2 z=F{7DIv$C%FyN0ay3M8|w^2ZWn1CkWIEfo-@IUyjk$2o5Pfue?Tp^^gk^GvK#Sf_m zRI*7}$*!a!#S(FpwO_%5J2T{{Cc1sF>@N`wj1;JqgGqj<2@h%px1f9!fwbZJKSUczisnKn+Hkd)=1GYwCh1;YY&?awhs_W}-a@YZ3bU{A;lnFl&!2>FIi8Ei~?fx^BF|@K=v+@y)-g;Tj z;&G{ucTg6cMj^*998YSvnCL<2xPjtcylxkv-c+UM`PNE{+VN{5W z#xJ2X=|TNPz2kVo1u96AZbP;1d_1I*1f;%cPnI?k8k7||Vv-3olu(aLZJ=j`6HMl< z`@d^EAmemA&+^%A3-?pZ%iB{mk3=QIKQ) z0!wy0Zi5B^-Pn!?b_X42gTJ^Jfw zDJYRS;7NOg4LNv2xI5pMho2deGnwr#SQ%XG&WyuPAkFNrC%TR4i91X`4i7pq{d^KV!rqK_{LL6HUN>X$^q_fR4d=@D>w_013CFxeOHX zOD;F-1J0A%MI7oc*7{(ac6?L}x%?vh-4O{QWfna-Jvwf_|Nbc-FWvwyO*91z%UA^9 z)$L1y{UgzzNnThN75vc{%wp+^yExSD<-|W4s1z)-2fQ{{)e-uizkNgUJJ0uWS@!2Q zoWfJ@Cjs;_hmeHI)D?e2La?|n)DA9#rh~{2Rbs+}{1O*VT^Yv&MJjY|4H2;rr9yGjgbzoq=advL49-SD7 zwgHt=#XER>Kml30)M=r*%w_F(5&gC=Z~TUPw}wfKGG0wqKvM1FvO3X_b_EX&gikA& z1<=7cho>Z=ztmYY0yq{kvVbEY#^hLPh`Is0gzR{WS519X#fqfo*jr{r<|8!F#YMvb z=tUEd06hjdzVHzl!cdo1^c}6s#HDcj=@|9r6m5fGM9~k7X&$c%ZH)zvOJPQQNMj%3 z^^hpzS?yY(LKHi0w(9aB+Q=?orVob=jaM;^AC|N&sxqz}9eKW#?a4>;i&Shq)C`Ox z;X(q@QhixblMvxq7Uws(oCmZT4*q^o5_P9_o97CDb41k6+`rE&?|{`ekO3K~JpS~$ z==eM2GIo-~i^~@;uCQYJ@g3L3+h3w3@!ZAPy`i^c%(3{T)|znU`n-*IJgugkKBC0~ zzbW&W{3_exx(y@W?ZA;1iwdXL*6wESFFBT<$Bi?6Y?*Ow=EB8@oAZ4^uAxzpS!Y$) zF*b2|dOP|m@wj)^?u40YU>+~t?aKBn_)EI#-1w}hVY0gJp8(tzN3SI16K!geg+U=m zc}Ag*>AFu@8D@yTSgTj-nR&orMWx^Gpkiwn+3vYFfU?f55iQ0_syxh^dn_jrG6xEQ zkg{3THD_v$yOgwv@4W^;(~1+uO9l6{rM@K01Tz!KktXpNwZtMLX&l<6^g7bu$IJGu zvgEZVH;3Jp_^j}}`x15cEqeOz16t}r1j@SqNFc)CheuaQdu+$+t`1h|78@zBXqV76 zvldHW7O-*EO(HHEKlDa7-g=Q_T*Ik0A2|^9 zdtX$!CHSmIJQ!XOVz9S)hfMQQ6b4&Suspf^aA9e$RX0STUgC0hB)hZoMJUGhE<}g4 ziIKOp^Rx=4d`v83yDo7@vFy8jwB4w`N{naUCB4>mgdg1Kb7^Jo*Fg&7;4(4A5}V4- z5Q9eFJwG*b+IkTMbj)x->c-@fANtHj!_1af)xLn=xBhJ4bb-^lQW+a-1CbdrFW#9=C_{Blb#_Bt z;udO&JKwdj&#T1ix<0dVSGayINhETz&iqc?X6QcIM7W=(P>~J&C?uc>8v92ZgULJ@ zqlNI~$i=@zq`i|3z2Dv{rS1yVb?;D)^Mc&{-00ekq>GE;yChc(*fDP=rNtP@8{)-R zH}4no-&YaX%~e8gI0|`SQf`nx{Y*x?b(*eVWr-D1pHF2QhG5Pokam74BC~b-o9}Ey zk$pVh4~C`5>LfxBq4Dr4N0-5wc3*sN%T#um_SBiqa#w~KCB<9wXgu93 zh%?ie97|Llz*f)$zsz!{l3F0^qqW$MyWdtmdhNBS%SKfzxxUu>aT|@;mCs8%9H+yW zlSC?)Dl$39u@w$d(d`GX?^iAxtEh2LglW^v0rg=)hj`hwyWBW%v-ijdNgdle1Whwg zWX03qgguP_d**T73n7Evtrcrwd~X32S`_Z;OJ} z@?HQmlKz$W=S&*%4GEQC&I^*wX0Mt(j+Rx6Y|TpcCY#wYx1ETxr5!}b(9p<8xV&$v4?-_HY{oaZwzn6H_Tfcl#gUjU>)iP;ugba&nXNQ)lclL zu^fc8+1p7yOG2R3+_f8lvQYd@FL$dyxlZb}Eh9xeA2WRIy*lSa1{`Z4kvJ(<+VZ29 z#qSx1mzb#60@|JeizclUwj9b&eu{D4pUGtpvbzx69GK^!?R>M|_ya~9W3~N@(_;Fm zUR`Kl%{wWN>U;|&B90A-tnL*(Y$%b_PV~Y+Mm1{zt-wldYpMINE{)w2q{)nXk~$ur z)r}D_G8``oCPmLLA{3_DVj~=Fw8R`O!}m)XuI?u_IPJ-MrKm2UO4yoLJlYyYFjL$9 zDyY`H&j)+l`$d!X7NwTXH~Z9g(>PM8Tp4P@zEt=st)_B(VNUgF-E7$KsO|X-1VmTR zPcV-kd=avrx-wX$v&By8SS~hK%(UakgEDU)qR#z*X&LxlznHbPHR~nrU;o-!a|ZSM z19MTKMQTQy677L$T~da_7+J+fyXh8R4*%OS72PA@KPOJaD|OqWy_=OLT=!1xRgBFk z0}+PSbxG`-i3(P(B`jT;AH_EB`^-`Qymn##e#!w`SHxXJy*f9hG%YjX;aUaSMJAg# zt_fwZ$0&>msl2bFrh{_L0q{a{3Kw1MTu>gUmz_~ETG z1hRahD7nNbn%z&Qan;<%{o0AopIPsc$J!7G?dRSa-kM-{(QuJn2=7kN6rDTmr7*u2 zkgWjXj9-hhE_F9n+TFpgJI-UhL3c*`5l0X_>+SMpS(MXW&z^l`sp@yraV1P-H%WP^ zj>Fv!1+S0`85E;i$?fLNYLvWF8Fc-weV)3*d-2_QSDH7keVvFb%E}&tE`VB#FwED)yx8#K$Qgisx-28?c%E9=;s2@P+T)?j`gprr zt8GeeTM>3y-Nr6vcDs<=wrsVo(*;8_V@j?GMKUg9+AX|A6qykrl_Yn<2&0Tlj7yRk z3}#&?CPp*HFxU4yZ2Q^w-{&*)Jm-1NIluG!{l1sAFbyL=7d2wV+6V+gGO8R?6svTr z0}K4XhsV4~A-#Tb>ulScfHxoEA??HEJ_`xRBz~LO_3lSb$g3kZIs(ZqHim`3E#5Q_ zU;I4XEU12>3jv$pM4{yz+6Z@h)MdS%ItdlAMp<2tH88~8>5*lpO4J+ohhZ}#Zv<7t zVS@I^>TWV@_*53Hon6{z>O4VpGhzy(Mr`j33~31CWvOfeoY$4?>j_17i1K2+h|fB( z+ahNyuOk;7#SHY;S7ou;kSqsozMF+qie+~C(Krn$8=Y%y z1=heD&%e52G&Z)Xq@}8#2H-8oTk?o&usAH@vDi(g0rT4e{0r5|_nPOQV-0BVOGrGY z5)g+_8xA7#(We59aO6+bHQ-STVC#E7`oH`B1+@a*7t520Mxc%IgJ-~Mo4aQFv~tN;y&(QTW@*28+M&pYNF6X z!?O2z(_#nn4^I{G5~QK!-b`|$rh13()IN|@)P-dp+{#L&KAUj~L;OVze%d~AIF=J& z9n|}7%}CaS{iEJ0)u6`g_HGSY>6Rw8cP@#zRXPShm8)6b0SSY}HXz6S!$j7+L-blp zQY^Xo9(X~the&Qz%f?IVFSr1qGhQ7TIBaS}{8;j^Zj?x*$5`3tr(}8Pa>*3*YvIly zHlr+=%QR6E^Zq07gffsfOh>X zIy$W3p%oETe>gJ0I6^f)_~}tdq-wrM$%w0nB^lm4E9$?~_$I*JMG`7;i0i^kH8WNo zUZVMjf>C%sB`3<)oU~yl@*A#e?S5yLlIqB3$K9$zrJI_}JvM`w+fRxXqIebVo9Pt= zsQ8LJ*g9pfGGR()XCJe?2WiV|_w>u8I-A7r%qm>0BZeYgV$*n=OKsiBunoqB6}bA~ zaISW_$Z-1;{1v|w7PU;VqNkNND^8JVV?S;QDXhdM@96k`#~yqSU954MpGq~I9`vlR zYMr@IX-v_UhJ`AqZ3FNNoB0uiujGe(Yi^=lo-YUtjm2T^AMkiUWrhxdFSw0j7O;L; zV&a2(QQM}~U6*K{KZrs`@F$U9UXjeMx|i*&!5M<5NKn?MPf<>&iphhoash{ z$bCyg`pCMezzL_Fj@ye7x3@ zyirO!`FME;rwNvqp3ee1&wlJ)IHYE*sHk{&8Zj<2ts`{;w#phCT1pRNR%$gp$aTF_ z09VUm@6JB{1WXx|ovl6Wez4I+A+fZSt7)k)COiVazFg~TeocOoai3~9;*?5zx5OIZ z&`=awykj)*OW2f)#=Rh4%4CLGov1C=H$K|9T`SUs@M)mSmzp(N3%R&d)87xk-vnrM z#t6Y#z+ zZ&jB49u0GyMZ9T6M*I98srW}SE>_69*!{L?$!hPV@wY>f-=fRC?OUvKTE&|}jK_)% zLKnq*8<5r%IJ&>&8BMk z=1s@0-_kMF5QmKDp{7gMbEYHQfu9f3YY9^2c#=Kb7=fbscEaLBA{Pc+6fL8>W8aO#kCu*xs{ zy2<74eA0S%AZCu=xIV#dcB6eu^17aQQsXeCEvWBSZk}=t-CCC^mj$nb1?bs_WVRNV zVXqe5&VH~zd~2qO$)a-VFljWa{#$*HOIK=XJn%%+@yJ}{{k)5r)=OEh@+eed^HfDxWEj{#&G}|;g?UuZ%2xM67JTb5A zUnAG-G)L;j00V(@CpO&ZALeHzgDhsqKoX8Z7%Vu%Nyw9hZb3(C&36fMoW7oNu+Ke= zM|^bqIgvSaB_hmYz(Sep+AwaIwfI|tRf&|ld3esgyC;U^?|1LyT8PwNVr-;&S}L;} zAwiQ!f%+7;IjThlp(P9OECIRenSok!m3LuN)2ByGclGgwlD7Bv@U|Dvr4EvfB5ue& z-l@r_ZNLfBeKyn@)LSXFArUk$m6J# zT$OpfQpyjU{Kjujv z-K&(gjuC1W*vMjHio3LnoU|h5y%iVbr*-L=l~!njz3&<>LW+mm&?2I9=D? z7|We_7-!uF)-8YStP#%$`#6u;g!dt@Bx$ZoVgAdEh_GI(6PDA|vC&)!)Uo`yYky?0 zPkrYbtK7(_G*lAg&;XUb+pxkRLCaUApc;4rw{?6srd6`*Q)iJc(Q`!?aAw<@2ip<} zllKTEL}^bBB7@^(_fwIQCKu!4luOq-g*Sj~0^~6exB2xM2sUt#y;QUMk55;2U`WdQ zot6Wt$~tUwHwP>wh^hg|8o%B-0FZIQTg5cGanF9+^C@=rXoC6ml@Wn48MvZ{F4|a( z10wra=T|8iMT`ll_G35i1tE_(1VB0023Q zKt>Ay*Mrx!_WGogckcJ^twP{U85_JPp)3lY*k?vN(WH{d~ zp3g)#Zw1NkN{|trIJFt5e7)H2w;z8QC>FBmdj(Nd4D0r3l0zR>>BLGlL}IqK;1{NF zRzXtloD1{Gn6!ysXwiYCWnn#EH{Lkn22!U9*&k0PTmdGspq`K}7I3+(pUuCp;j)=e?FT`70Q`q@ z|Kkb-dAkmx@rkA%TvK0{mzU=hwt{`W8CrI@dIrrwYbxBl8=(8pXNaBQ&;i`p{MAQb zaa8q>4VhVGFqc5U#Vk!Yg{<7*cV33R&8SwGuoWI(jHx-;`u7dOL8}Upje^h*x2p4L zr?4xCK#1wt{tAK#5wdguytK=o&C_OmoSm;jC^W<#IGXg`)I52)0e^MNXFoJoYx&5= ztiiwErV|q0Yve*H{89J$rs)dDU#XszYwLD^Q%@`+2gaodIUNiUYpxk0Hn$3Jm5&PXdta7&kc{P27V4F z!@>Gpwd%G693~l@6UV;ay76%j%Gz=<8j#JMRC*k8{X>i>q!0R$?GdNnN)Dg-^M9zs B2weaG diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre2ok.png b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre2ok.png deleted file mode 100644 index f7cf402c4396444b4ffbe8476c56d5d570a68d28..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 21792 zcmb@u1yGb-{4lzh$tbYASEKwAT21Rq?Ai{ z!_s@tv+Vl*zi+-f_s*UB&iIa;=bYd9bsl`CuBu2%L_-9F!AO^bi9$F8M{%+hCISeWP? zp0LSs9=rHBjNV8KxyTYmVRY<1k~=W>)P=@67SjS^mg}wM4?d-?U1fXMu|C4MoG3E= za~ac;B;i@@$zLNT0Q+uG=;FeE{}k-=w)f-jFodD6gA`K7V?Gx;8uegFBvV=dT3LwUl^f)=%+YHn9p2YQux zIdGv})xw!cCQy={i;MQNP2=tG$kGc|(3U%Fd-J zC>_F++bww0G(+^EC_?+n0JHgfIq60<2N`$AvJ!?}SIj&L|kHdl#BTPcnHD38cwo_%l*u>^zCsJFD=*ylppnH1q5} zE4%b-yH`j__|L~}G_=I|r+x~+xy99gQH4(vjmtL+AxoESO0fzE%N0S zcWcY@=v|A7(u89#V!WFo&#tF8?RiYsp1PWFX2DsUOH@w0cQ3K>sm(KCx>Kp&&TJpQ zdcO7z$>*Emf89xhN$N~uC{f>zACD#~{bp!)W%+_gZ(V2yr#kE~q~TQEvw#tcJi}=6 zMH7zPm=9uiuGqIR&c8U8EZ1JwDtBj9vmMjrR^p!9w#xRe?9KOdkH>tV#=C4Pv-h%6`MWjc$p{;odXML zjf%wV#44>@YYj5v0_aWG%PEXgPfv_8%lMk-e6n~z>p@oWJgJTbc1a>!$b7NimQOAB z35NxjnctW1e2!Om$q+-$ADisH&HYfbD9RWQpT7ILIVqmwklOFF>lCq9wypO)cqy%G z!cD)gjhEj?#1#v`#;S}yyH{F0UmQ3)-s)-KBmiq~?0mgD-1O_j-w93F%yP}(#>ltH zYKFkyNe(ZVOw2DKngd~+vJ3$fcCy4X$1Gk)ks@LF-!5%GGCfb0cJuga(ub0ymN(m6 zYvn$XTz+)%6NAIC!CI$Jae0d);ojsSz z?5054b(`e8K*MQgxuFX(Y?q%YT#RO8qd>E=STcX6yLMBUW$;DS9icS|my2SdhPTV3 zEAGJg11oPzr&BB6io37UeZE*BNgXbDGUE2b)NC6b{lI+LzBDVFQ$A<&6gyINyWZN6 z?_Q*Df?W;g*f7;f-W6tROT7f0|#m_rV8OV#_FBPw|II_~S zB(b~4?kX|1e71D_OgfN~cxNh>xFvHUXhLAZX-#15>GQ|WA3YDhS4yI2UHwx$;ecO- zzt3{l>NaQCW!5lS_BS!Adbh8ocWdydGpLWWwzkf-ivLiJpKRfYUQ^_}$$_Fro@_O?A=*1srziE?ohBQ9eSiyXRG=2GTU z=2WJ;#=mxY&3LV7l6d0oWK@euETdNReO|4V`=-}!=y2+aW+M&E9=yo6$)nDHomqN& z_1&0NF+xZN3Qqo^hMhri>0V}8Rs_u`(l-fq3wI@`+L8X70@ zGF0oO)`FI~_Eh%EoJ5^jGgA`z+vizh3nQIhI)|@%$4s#mC=Ds)aP+9oC2!nx|NQa8 zb=~3z#j2a{=N<~Zf0Lpg^5=B%>Eh72((>$Gx6QJ-if(uoxvEa`f_Q>dnb%rZ3r0|# zR5RjE#3`CR!9PMFLdAk71YHG7Y?J%wy3K98?K15hd&Sd*-l_C?^iA0!dZlv?9%t8W zm|OGzc%Ao?nVvLBmi|S%aS~b51tZpB>S4KI@!?RP%TgRwm#f-*xP9bz|Lp$WpqlHO z85M};L-OAd=(p>%Ua9T;&fAX6Gz&tzvTCO@r5{hHNk7vhXhA-1I8HQ9dsX2QM=VKf z($%E*S=m*#Z*0qEg#@~P);@pu^>?m4ky+UK<-?a@*Gk&5r;Mj|ri7-dC`rQA!{x$H zhwHxDef8`W?Tx`3HF^UER{D!2<%m2>dIuw$VatQ2rtT0&O()m-SJv~0iiWRUTg6EU z^nFh8!}Px82ZDQXTijbF^mOzm$%@HNMD9i^MM}^iB(6!^63ufipSXwI@-QCrYu$+r z54xND<9dK14F!go$@Q|@_eU)yQicEtEj6wIg0nT*R^ zHf8+8^iC}LJoUv=<`s`<>+=#>;x?T9d|vmF_Gg9Iu3P$kA6Ngae$(c+pqu{67nR=( zPp&*!t*5EG>7~B?ekJt6?F(fWQ1>`gqh1?JAJ}HNPt<+?%IVXcm=$z?IlU^q@78D( zU*v_xFAc5D?a%Wf56(~1mhk0sjPM8C-|soOdD2+Ug5?^Y@T%%BM9_13M8lJle`T(@S$)?6RBMzUXs8H*vi>TecYbp1hn%gq*vn9zRdg}jA$I<%7uKoqQtbsWW)F&?lSqu=WCBKvm~-R{L~C-PV{(DI74+GQSBSx zeb`)9=o;0gnb@4tCq3$RIJeV5v`-vh5C}Jg+vsH#AqVP4ZW)Jf@!Y25fII1>l~^{$ z9A+N7oAc`aE2|rOMV%j!7U+se=O1r%Z1NwJr!B_^n%IR+gq^%qqFbInR7GUcXwXym z$7Azr&uExfqpotUvhv;PT(g3*wVcfYtD4As6}`d2cC+F9&4$hW%@ScRhpazYrG=&z zqwj6s&WQ+!P$2?JtlD4w$n?mpDAD*D_I2xJ@GBvw-=kjx2ICiP2NAD) z04p_ZOKtmN3-`^N5kd2Ioiz8`zNIFFij(g#IOPfz3>!3Oafuy|d>UD~Ej5cVP?V4S zO6MxB<2&?sJMz-TrN+%W2m8CJAzwn0o1Qe~$JTNfyfJ*Mx^K3sIC(8ebMk|>YJr5j zSkc(enSsYe^=)EpLDL!?o5eqE%TUsX`w_jfdGu6rJci{ns8zqWx`P9Eo#IuEJj(pm z!hXkv?b~9fpOJ+|?%GH8(MTjoye)t4kuK+;-ajL5^3$se%RfE&-Lz{o47KcKwLiBllZ^dB z-blV#Ls`k-Uo@5XXRy`NV_83hHH5LM!$)QjIWfT#GjbO(V6^_AV z*(*I8Z=7PfoP6J-)()0HG&+{<`GrH)(UIfhm$RA*xun;fI5~l<*3B2uUiI+gmcI{daf`S zB|G%zn34wD3JiAoimlcIw+AZs#4QkxJZ6>%b1NP%M*R`O6JQwJ%M1zUclH_VWGP zi?l(wAzW<`|2Lrjeg0oA0IXF}`FF?v5f?|te^pw73Dj75+5X4Q|K&9F8$fhb&D07$`1}a6q_#ive~5|8rdlRLd?1Yg-5K0be!akW^6-S8{T7Gjp=A zQc{p&0ci8s+FFW>@QVrXTbo+~J+$QG78J8G<2JW2=jG<(v$o>3;} zLn4RHA8EfO!UDkf4=EulYY`zKej#ptK6CIt3qf;kF@6DlZb3eCJ_}2JVPP>d3j#DX z7h7O}W)A-oDuk6KfG8wtCB`ctV9hNkBnq$+0;rh@TZ?d8h?raR3R&=riU|X(Ac2W% zyIQ%(BOD>Tq*yd9T&%2|fd08bMu5{R@jJGzZU`4|yjf{lIphE4V9SJ4C2=zg$V8-A zT+KYJELrf2w*LoS{lCNN2&kux6#)59Z-6rJiVN|I3knmI;b@yH!rIN#%*E>FLmd7` zu0x$*L`?GXkgE`5;#4uSuyukg>ly(;3mY@1hgQIE!CBz{pDFr(C;k6BivBnC{{NXG zIOMaA#0CG~C5ij?Kl~eD0B#95P3W)xyfygYpTD)l)pW6U-sVh z8)xtPQ8kQ7tj25|torCyUB6K3uFsg3>_LKqa15K0hQC!QOjh2j@B_#0_l?=E zg)&$ADt4t95-J!|5~(ldw#ak((k0{14Hpb!*jkXsV88Ts!%dzXs}E6mOV>!)Xs}!< zK=*CL8)KyCq7=hce+qVo`EA7E-0pn+O$RTx?k@b{n8BV=M*oeqAL(DkTwaN;L@f?sBVmi%g1$?JiavPS9v&o1nPG#^=;ph9A)r`Y z>}K1KG8?T8irmJd=zO^eSMHamvo6%Ebk6le?&G(# z(|eB6lldrCl+zs$@KrPRG!k6_*Fz%E@J4rMBYhj{5dJ@iWbtCz>Dt{i`?j(WNw0H^ z0Eh}v#!d%=laL#nyA#89g$E|<0w*WE_1n7r`Jbtug`gvH#NOWJflE$NUj5_O@b~5I zgi{8eK({0_a2@|op3)v|LJVrx@XV5O-A0y5ja6Iy$R%RKE6lAQuWsFC^t~beYrxiu z3BS>At$confthe@w1>heY8!zWv3LKs12x$S=t;F`&OJ{6RkQ!|;lER{HBw{AnRoLp z6230yJ-FZ$B^ogHB6(DL#7V-Rn*#G2YeB0{_ z!@{WQxF7-&->2HpTTgY3ecR>;XUh&lXzLzn;-R-j{{B$kLyWm$WOs_dll^h*HY574 z_uPVB&e{KgnX$XJo2J2A?I(EXMP|z*fKTu94D#3roPc*ETp~+LaOky@gG5XX37LMn zBh+HjD4bGH1z=l$3bM!P6b5fL{oQ_xu4hY5TttvGOd*~3TX#KGPaj*f00;KG?4Jlo=0VhSYNV zQ+#_esV;oT6?>pV8N*}i=EmkTFLJkD-E4ZHhSx9}va!o0HUpoL>WhoZCFRj>g+)fo zPjV>6QspAik0H15uJqp3H^Q#g8$I6Zxjbyak;MhoUd4~`A8+Ig4%RPTC}0#d4Q4Jz z22t(uEaj<-KET7iH=~I<=o9vQsb8vj#>2#g_6hD>xB~2sh+BlQA5X`nAZLkYYvOX)bd`i_Ueu)L8G^ zS$nS#1o#Q@LUy2f@7oD9)1Zi`O);~O87pgjmqCr5ey`*C5Mtm!Z;%~hO6uyG`Fuqn zZE&iiL0cQi?wvm-#a(>3&Whr|y){WY3d zCe`J-=kbYvufuS@5qd7T3V6;QW+5An(S_IDgnNmOnf{XA>_gF$mB!HI+!Lm)I+$1s zGbGUZ`ehrUiXz|GtGsHsRo*VTJt?3hO_z(B=MM0-u&ayfBBKj)r?PMQ6j)gFoF>N6 z0t@U;UY;Y;g-d?*$m%?HIevl8|G?ir9NgmAGLLuH0a&k=HVX$ijPzCdEU_pGZG83{K2 z)h*oFrx`oQ^bL74gqZRXO#Obv?rt65R`nT%Ped=?f5MoIE(xCnat8tu%tzeNyGZtp zHQ{;OQ>}4+3lmR-OxaKm5#SY2DI13hxZ&C60jx*Csn=RReAF1+30J;p_6%4FLY`+} zpf9F*Vb@t9(R<}aAo?)~e(%aEB}J(ti^D15Uuj-^?C)H8r$P%f0?56yl9JnilB_|V zl~spLgF^gZ%UG8Sf2yUxn3{&Dd9Wh>Mj^|K>q9TvWLyci>Dw;{U+{(Bp~%J>mgG?2 zNP~60QHv~{KHSSw&QS6g>+uLWbwt#c_lOZ+geX&#HNVbPjj-DS>0PO$KZZ^p3n7Lg zVsCLyjSQV9s?G@ukC9M87S=EY*S}2Gs%L*Gdm&P)rpXk)K2hnm2fasQTG%5WN;j+mcqkcs> zR2eV5FS8#Bjk;)Zu>`m?dS8rw=ACPEGJTHU@Q|VCZ&byk@|pE5YD)MVo~-=Q$~EOu zAM~AvAL7CUpQ+YV^=Xsf1!W{4eYk3~HB_c^{TCZ84Fd^>M7}w!{uC6re&`iDTL?NX zJn#!J{bqOTqwMn1gX!z1@lapiyNb(RAeWbShvFk<;{FN3w^tx21)p%g`nK5o#dWQ# zvCl>VT*?O7@a(4%Z%-j_9uL(m_zFG`?G+$ADNY>GreCi+)wcdXIa`@@W3zwZ!V!Dh zmJ{kj>n*Nf76u>ouxMwe8=%baBnM7ywan+cZa&tU1iD}Eco9#Ram~W?2Sxm4=4l$@?Q0ouxS7;5P95N*Dd;c1T>fR?x_N|AU?!>M`KO01IG3 zm?{b`$yXX5&8Agr42q8h9eG7lWyZTZ{eOye;2IHOq256CE5}Nd@YekPC&&RBn<9T* zc3W$U3^Q)T`;XWBYKx_WGpCvjTGCjPrD z!Fe*SOLw}hDDA~uX;;^anY_^(RbCW$VZ6(~;lI&^40? zYH3MvyExXP#R(5`k|!41Z#L)iT#oXS==M#M?Z*bJ_@72B2EPUyuQ<1V zk=PBYnoqx8;L>vIc51370%|sbS_he~$dPyI_KScY!!r&v^WsvPr))8O*XzhR_gV+L$4GP;~14xB>BvnI_>FJP_bu|^i7r?SscZhHUE zuPc~Gz&F{L*8C|Pj|uWcR}(en-|inCHF5d&cka|XI+@YW?1`q&L3*O7aiUj7(5)r< z9nvINLzne3EpG!BWRTFE@5T-;H&wJTAMV5ybXbRzQTuV9nDjzVw5)hG4K_y^&?}Mt z@!I2j>8}BRLI*1AgSY3MA9`Y*6hvX1cnx7!UF~}z6{J^E5j5oVls&&ZtiJ7obN!v) z>VxZY$a$oVKPQe_SZ2)3`#U^xF+|mqs$R{oe$YQndL~BF_;dd}JK$Pc(?L7hGUP-E zv8+CJ<2x%_B0lEL!&3DheRtP9K^jTTb8lucH5F;q7*ge%{$XpG94m9khqCUJ48Sze znw27*OurEU^*jnnZGwhR8AZgj>w~?#qOloaX?tRpMO27cuj(8wYR_?{cTS58)Mril zART5_QsISm+u}+M5~|1B1M8Z6V8tw9uWIcK$xaPw2@_dhSvt`yLoE)Am`sm1VSuVi zikR+`^}!zo2krR{zdxs6ca18#ftkHroI5g_0-~niVjMAfzTSFjZJqpEVIvnI`NL(S z?U%$TlNzzqsi8v11#ewhJ@05W_*9X&(Qw6@~gZ$or>$E;Q5Vdp` z0P_vWyc1~p(6a=6{Ct~HX{S=KW$EALW8kxCX|z-6N)ElmoU28XgYci>QO2t7!TDFj zS&vd2hHNwyTaZTu8Z{3a*f0&G%i2Fs$6-p8%(A1yozt_6Eth9azFqR#sy;3%D64n0rlr|&J z<>YT_Yysj5=xC;v8rQl${}pHIWvMuU2G}oeZzQjuztm`#Stgs%3KBiLwe^OS>iR*s zxs1uSea^$V8WcNIg2Jt~aFDjRa&UvQ`0 zTB_O}FFRIOTx1Nn31^o>n*6 zjYTBIeO8-YgC2o`BcVH*X>l(WXa*@)^|0yn5aL*WeTDsMuGR9p`N~fj?GrHb#G#C~ zPPE5b*BcF-3Ssdyx!E*4m#c*r=dYGuXRf};itTI0R!xrVzSuedx*iyE8P!)!Qy)CU zaIVMivK6~=yzin{$>Vz-UdLZfS1U3UW~X<{Hjb_$LeO&i9pl68d*L!rJkK%naZ_mG;Lcgmj!RyN}{?t8@8)x2h0&L-NSWsSt_+K%V4y3|}95&X;$LR{<< z0TGwGOy=Qqcs`(Mg!KL7K$e@mKj)D|Eg!o(NP?236 z$8FFOh$aCN4O|25zLn5Jxf__}N5cmP@yRO>i?qFm+n1c`Pi3V-E!O(ru6s?b_hZnH zamD^U(}fIaY=#sD^KBYY?OoSrEMecvj!I~f(OK<_^NMn%ys})r{9nE@55$G;|{{9Jub*xki)aV2;Hdj^)e{l2s-D z?7pdh%Km4lH+_@F0wcbDcGv(^vbtHtnbUQBeZa1B>DY~2_~U#hjM0T+nDIu{{oj>5 zm^Ze!dXJa&S$-Y}tCYbJ{(1swCfOKra@3^E1(^Bzh%eV#`F0A2kBXl`sEk@x`{)Ik z-GL4O&OZytz*tfVp4o58-!?ynN}dsl^FaZ^p)CKDKz=2Ed3IhKUfY0s06c_($@8+%Vf*8 z3L(~Xo|N-Tbe{wVx~nB0Le05stIyL%1df(t4?}7UHDfaDHbI(`OlbxkpFrgsJS=5W z(s&lO`1?HeHI5t64?%KA&GX!nUne?-Ee-^|0&89z8EX#S(@CF9XFwnD@k@}^0M&!t zahgsLFsnso6#XXBz%!4jEIu@(?lC%exFU~6;?$N%jD{qaUM39yf-k+gi+@Ahbal2WlLU3UdJ)e-XQ zf2R$;f;u`zs|jhQPb_T)Ra~4uKzdMbZfgTFZH<_WN>JU@wYXR7{J?#Kn$Brx2a^=- z3_>b9FicNL+N_rN=`kTihEy{RjRpOKQ%CLgz{~szpQQW0xaUy3#Frk=`p!VDYr>gb zblsxokQrgW8`O#C-thwDLDjR?cPu6oeg&W1GF2HYm)3*cCFD0?vj-qgR`}i2dlrBF zbxf|l6~qag{=F(N!m)**jNw4iKvzNWV=<A%r+R;kh;*rx@S0&A$3NGpNQ;#@84J zhn=aPkfJiYrWANmCX#)ZtH9Fmp#8rkk3?yDO0wl7ajSnz#&e6L#G&%dk$SiA8GhOD zi4$h%l|PS8=m5h}xyj+{lg60;;DXff2t!17*YCFwil3__1us*Q!50TC+&PpqBEq9; zsMN-q8?ac8C`og`3c=T1U7wI%)_WdYl1ee}=T1s@d?|FrY&U<{?RNm*U&7yld!Z5> ztrVkm2IP;-^|k3h^02^Ns)7p)Mnz3TYB3o!o?mk8hmOfReP02M=(OZ&X{a|{9ZC!d zr7o7umdIy%*t7nbpQHjc;`@2*n+i(qj|1;P{{$vGhOU#k8?QgC6eAdX5HR@lb0|r1 zKj;Yn{gyO*T62j7;8o2iwV|$8qO9fnTM2)&=Xh#<2A$v8Jb+t(YuDr_#KY zrs28wX!{BpWOkf$dRZ^T);5y{-WCg(3<2|y?0}Dx5LH4ee!98?LBadSl^vj6RjIc8dv8O!s^e-v%IYQN ztLxG+0l(iRsxaOqqq?5`iz5L*&?{MXb-1wX?*oAwxW4R~7JTPd?3Rx=ylq8#ys;2m zarCKjS%87(USpwuB}5?vx+Mhv5%`qHgnhQ9>RThqjS#z6q^s08XmMEjq(GT8{;wk+ z@CU>Ppe+E$+yb=R8z~S1Zj9l6#^GGaUDp&K?6xuO6eNP9!*S;IRt1gk*5X~iUrzFh zv>&{WSm2W~NlrEAA>aHxoioSW6NSxSxV57!JU@O`R-V4*dYKn6^|-vbs5GDf$@UN1 zlq+S!Q3oQ+RejCmfg$1njl|&@y4-hSGUi11#cA?oU(d7#4^L?Z!pF}Gjl_|x$|(R#&|S5TSdC@7N^_lUI2W>?tX3o%8aMt0>J|I3 z3Sa`_Z5&#zk`K73H@kL)M=Ps?J7Yq1^-HoFfjMHume9Q$4c%oLmE@>-Y=q!^z1)g6o%bO^Si#XE#NNJjj}| zj(|-47Sv-Q4izDzhnzw-8ORU&k1)-GMq$LEtVu~aKpH)z@mmW!oq?%35S=g>#b#Yg ztQi`aRxt>9n`<+cYHAyxX_^MrdJu;JUH3Z}Bq%A#Akzk}1Y{C0rm_#@bZ3b}p&k}! z%t4-?tprR2KOw2X{347HUZN1A3?7;7mPL>sg+kVyr4KcGMo=KbMTBh0l^-TF|AGa| zuzKiUuxK;+^8Mcr{#GNEpS-f%LANUuh2R5vSd8LId|I1$I~E7 z2BAye{JzeTdTMucZ5#>g-lX#ax+llJNc0-@b&%3Ihh8Y_gTkR@Y3CPX2AVhBrm4v9 ze=Ue)+ajJnvFI$4@X&HMi$Sr2nq_t6UE)}3D5zy2M0RWIymVO`e7PEGct%2*jVl{V zRDbGydN(6mmqH5DG}ARP5hbf~o>AYVy6WT{4VdxhE}S{(CpTHJui$pkG1Kb~DC_}} zPP}W_C>AZ}cPi+E41~tF*T4*~`%K>S)0X=+I={!IduYpf!36zxoLH9BFIMz?wj8ETvETzIeV&@!tCbDNhVW5d?v8u)QsBu$U`xCCZXth?b|+1%&zf zQ@Y$g-&hIUhP`R}7(ts8AoNHIWHS7QOf;y1;O&%@<+-)OWAB(7OQuyCk+nUb@dkvH z8!GI$_VNtuO)Khft0X6Y{U$n{lN5MvenVuBTrKy7EoIod7YB>+HHNW+mx&6DzmrlA zv4FlH`mq5^tKR|}tUG5`*YLt{cdyPSUPinPx`NdFIKGR2)+!@ubR;7+WCZy&sKVnlQLs^8JYG`GWj9Q2a9(P?yv4 zG;ETSQdEUOJ%*z+K1;wPL8KsGt)IBS^l2#R>hG&iC-$-8{o}Gp+x<>N>EUMY-WsEF8f$LClT+f@-*H>Z5g3cGDH)$o}4JV$65mR2KS1)xr7O2nA9I*DC zRY>n8=qtYbVS1z>{X>P_(afk$^{noK;o;HcaU$8CMH-2bhUR2262BiCtW8*M$Vf=_`0#OIcsy3>8h!$j4Rz6C zfj7eqc1C{YZOlFBz(Z5hfM?9>CziX;3qe%?FMm2CXv*efVT4j~h40RJS%BfR{r@ zaZFJdLH1V6x=4=;R1LT|CW7i>c`F8KD2Q`aT=~`FPzik<9Ds@#F!wSeU4dqtU;!7> zoc5kwGBZQ^Eua7ds4{5K0a2=rPEp`W4!HOzHkz)Q{|6Jy5F^^?z-|y+qkqlVh#nT` z)r=6~Z)hoIlwqJemGnW)0Jyj#EK?4bJOL{lgzbX~v;c=>DgYj;LGUv$T|eMaPH$yK z=kSrW1?u@WA5Ke%=SJcMFoeJ?67O**GE#pMCj@Ay0IR_nF96~>Jh~r2D7rLSt?Qk! ziZXi%asNgky#rS$PeAn}KjFO0Kq;TY)ay3uyyt{lz%1ww0$2vF;%jW)2j$4;>xBJK z-^k*yI_OMZ7-9eTU`gl!Wr(8Ue@mmNX^AZZf?T0iQMJe3q7F#Jju;MwzLA>Jhf)8g zGzKNUp8W_jQ=9LEp-c-mn5zW*8|;8suV9iS((!NbgE87mO&}6 zq=OKF!%lm>B?~2l@|5Q-A1ki=3GjlnHD=Iz>YiwOjmO`>IKqc$0r31tvfPLodZ%ZiUBiwPgnO$?%!3X7nN4$k*;Tu@0?kAO$-09X zPvkPx%|Au}qFCZYy2nido`n5df`2Iybjw0>V@?#uwT4X60<_Jz@JE!t6HxaO1-wfz57EHQu}qjS9!`V_6p& z{Tk_^i+nLH4^{yWaM>qr(1~XeZV`#@s)nJlw(LAJ0wN>Gt9m>3AnR;E$FQHO39b(+H4%^yQPDSxbF!fr|!D zv!EgT1i{a_ur@zBM*GjNLN9B{{(=UB4sa$%W{tDa ziUW@vYWyX*isHpM#5r>U=W6!Gs2nHoj{)4Ec22%Nu3ZHj5Kcx0pS%ilDDm5Wfq}j7 zXqDx&o^S#OR(Cg{2O6%}&gg%OZ&z2N6pH{CT<{d{HmfnrE_@;U=u#w&5&MUG5-v2)yse{Dc2+9h}V$gHB%fYFlu@(&8q;Ue(l&(DOeKBt;t2qg54B7^=T0ZgI+LCMQApTr3pQYv<= zp|lKVf=OHB%>V*;8ePm!*kDpQN%`M~BQ8PxtvCV_@L`{v|E^d!G6Gn-(~9W7INI<{ z8|SZ~KC0bJ8D^xY?=fB}!_N@sLvLrHO7}WcjfN1{41aD^1|b28Gc8bUu<(%($kzAd zL+iAOI~+!xC`Tz z{Jk#tN00{EWK-Z3>c|ZF=)t`oPqDth@>4g1CR;QAp@GzBhmYe;8Lu`t-%}*-YB)N21h0t_-b_&wN-@tBqhRY+5@5yqzIPA40I&TzoE!EM!0;P ziks-npBG*CxybMc7lG!x!&s?b&-ENq0u5l4cJ7QGE-Zx0!|ph&*9HNMR18Y=ZE-9n z2JcUo;4LV}WRt5TMq^>T_R^BJTWp@}GrcM{5Cawtdq_7=+} zW*CRdq6=BEHhN30|R2GJ*dT&wjY-le?S%TM4e=lKBGyW4bp&HBM ze`VnLGkfa(Zd+~-yEDJtTd34&tpsyKY{J-sjXg7koLT&o3+9w!x7-< z7gujdLvy8kTe^vsJ`#X{hSZvB_gI(8Kr@@P`2$=`lD|v8~vD>F; zd!!BLAMw3WLznP|L&X|&Q1<)wsjoN|eu17lUX8TxEhq>N+G7;HQ8AGrZM&EJU^jJ? zbry;K2FYS`6$|&EZBVGHMn57ykPab^e^rC3wZt@K&6%PzBjQQI%fG7Z3l-V_CbOe0VE zN=j8+e(7&7N14bZq{=$Ia4cPE79U;UESt5eBBL5JFeFMjxwh4TwI3+JE@GVAHXrM| zl&Y7G-jTe~e%mPl_t-Wbyl5s^)%@IFW3P+xTjz*Zry>ug+ZC!lNc;$Bd*(^5v+*%_ zXzzQ{JxsFb(C6^4A~L1-%KOK~T{##weGD4jGLn2;+obcUTIgFI*~&ma*8h0ol-j_x zEt_8A6Vv|hAU3p_){ZrzW&g+sYKffLN?yvpt16Ab7F5`6EyKT3f880Gka>TJlw$56 zX7;WO{Lo#{#q8ZeU&^AC!A8w+x>C>2P5)2Xj@bp+p$>P(f$1Q2ki^(%fw!$^OXMX> zU961g`^UM?5K*NT?~@@i3-oPz)-akj8?j;At+98pw1<*i+;po2+<%O1ySl_6s0lv(j2s zg6&FOcWL1}2=B>uHMT?lp^2j)sR2dzv_d(?1y*zGT|C1MZrIP!5w!YV)USQrG~|wg`Nl_hM{n7 zaeL<&lZ9%ZQ9T~4g-DktJME@IdH-}Hx_SBT{@(ub^04J-u#(%~%!peuHBEyziW3c7 zd`4x)f+S8Q(My~|gxt(H0&J9UPtbAdC-fB8-4`kIV8W88Z6@(w z&Q)vF2QR8g>uB!X+w4Ym?~;c>&o6W!EuJ;aWp(`9t>Q&I}YHv2~2N$ zlLm46bw!MI<&W08q>X;@r2*o@?@)c)m4d*5zT%rNO352kp}Xr(mDL@X`YVdpujaev zbwAyms7YaZ`zZs)7_y{aBvh(Nl4hmqlQQuxh?MKQ-v?-<*K{T+WU@08b28>^O-`r8 zL-A>YAz*hF*;B_j;#ZVPwt^spF=N7H^-|9lDx(Hds*tuo*J=E0L(B9@}A+wS1mjo$}e z+T!+e&V?Nn$?`2S9m=Fs4m5A_>ryR#DfUwOR?XGqlMCOvv8k1sJ@OAG?$^0^&nVue z*?lK7Vr>!}ez!jO2}kw#(0JnB>h=g)C%1okFk3e{uOC?})e|T7?5+=ab!=%I8BFvhmO;EUWrxmxYNfF;^ymK22ZZL zUX0)9%@QH@*eYo1^KIgW3uSk68cMmI`Kc zT;x<^iWwA#CC#IbKP&}w-n@{aqOmHC-q?z%>)2EFtEx%BXa#PsUrmW^n4^-hO6%{l z=dNj*TV2o!Ed-y`nxr$L8Zs@ z>6z1Kc&g*gqi+4gmYJt$f~PzM%YJGt2UPEOzdp_0uFS=B6!-+700HU^Jt>E7qIbS( zlr1w*O59JjalV4}D~$b~T6ihc8jhWdT1`IR^|3_h@?N5{fT5SwU~KZ8Ur)eOo4uzs zI>7v0S~^mGNURDOW;sksij5tBe-mH`=oU0K*ZK*bD?EKAz4gHDOHR(Fs;Kdw2X3il z*e*nd_%ny%=9911Z|t~!h%DJhqF2T-?1%neWp=XAavKkFJ`c{{>u@Jm0{`^p!V4y^HLc$fP?;==K_!TOPj8$Gjj)eYsJzpuI*D-x=eFi z#7b9u-7lYMO0XM>E!|H#IMCB6NqvzTQd-v<5*d*MP@E|9=*@jqL7(=?%eASl@u3(o z)|}%-UO-(m3htV%7|_I+?$BMiclz?+ip%r@mTT4coZ5&)-^#}p)v>kFpaZ3kn)@f8 zx*U?Nd0zuQHS1lY%%O8B{n+Aovq8WkbqCFYXFl%rCwL6t_bWMWWiQk8)@Oe2xlz4w z@C#j66L~x2^rZu7+QTJm)kH%Urok-5FogKJhFFPBkB-r zHP;_1Kn@g#d#)zL!7fz^7*B(26U|%~6WwjmrhWgjVN#80$#VyPm1M>bjDB&du=VVDP4D*|CH4`1PH{jr~Sz0croSh1vGcsw7a1 z+n=_oHbP;#KAT|cF3FTljQ_GzW69o9GW=Bo|CQVj;W?>V*nu4ypa7X z{9t_jYIpYs*7N0hL!v%rN|f=(ZF+Upo@uKpR6wRbPPgT2WZXE1$X3B@?9JE{W|Uc+ z$Nimv+K|Xq?DD)fN@Fxr)mO&7B5w_L?Q zA`_mhK3#)h8%^M;BxPN%<(Amt7;A1i{5iM7#^d?+e$j}&kakLZ#M(~W7S7&_t@yh@ zyVdUF2l)wjZe3OJLp9Z12}LC;cmcxe-OTd+XP95tNAslnkB`0}!E$?oo{W1%iIjH> z3RNY;p4NX(Hs+WSS7HN2fGXP#hKh{+>be*;_CX;E)AAUtxWDRyEq2u0nid*~efY*! zv)^a0GPk*-;LCCcsN6o6vC*jde4MeO z)8w#u*R=MWJ{KvK3%$3kg;AHSuWw_%-81*9?G5&t zEkA_XmohN$8aVA`cc-wRURhEoQ)7{96{GOy(x=1>+I-bXU_M-??a%#(C$aQ8KhSbZ z413n)KG_%k!{YlAF%>QvR*NHye0YfT{qdpUdAU~(J*o`Qt#Ibv|Lps_L)ashkst2c#C(@a}KGAL;6WS z9^pD9^P+F=#I*X7g?^>8d<&S{*1av|W}{;w6R%rV>b=~njaR~si!diDE=iky+p zQDHV7ajAOHEbPa_W%9wJ~3uqdf22L#3TOd zAvoJ)WdKKOFS;-D2hSq_r#oJ4+2VfhxK#+TzLKHfBm1IrlFOw8^2dP`|$eThgmz|1-L@%PHyqG=G&lwJm5l}bHApm zPivdJ;*ao>Ka*GA=nTKDUm2Sh-~H$PEwO#;Zp4Xa0@wDQt$1%Z+jL*vvR8jUYrp+% z3~cjGsoRt2d?P&(6sTUn00H%ByVaeSidcJE)$dC`bp7i*iw{_5I)p}% zTmAC<&8@BXe@zPo&P0GZO)4ffGG~AMIDXjC7cw_7;l}>`ACDC{SeqL>IH3m_PdQoh zo82DV=C}eJ!(O}#s`c}aZ*LRlw?17RX1T~4JOJfjq(8?>l#P4)+4=7?pqe>*``mz= zT%@EefKy4Jgl{!}|IcRy48XbJa}#4A<8YIHKHK~K)&c0^h)bX@@?kq}`^qPR?gfys zeUE3LEq)0P`|@jmJ9?qIZrU0M_|CR82F*)NgbE6sN?W{t*S}u{2c%@=%AQOE51cim z0Eb}XEFxrIzA3o^7Xs}RJ}Cek9edXSUA1@8=F64fMCRk*Qv_h@%;areoD_hD&N=V& z^KPISHsASncLRY_cq=7=ImJNq(c=qSHvaGB2cC9n(zXbgEC diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre3ok.png b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre3ok.png deleted file mode 100644 index 4896b65315c76d8dd1fef0efa95482a3ae8c2115..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 24487 zcmce;bySpH+c=8yASwtd3M!4Hz|h^G(xIR-M#pitMF}w=Uw~;9QcIyZaCa=N~d0oU`2L z&w-V&OLQSPID}U%Wn|RuS~}U=z&&tq@l@%v+i+yc?hMDbBqo7hAM#;31lK z?=n9%Jv@?;!g2RgJpAWRDN2xZck~TiAgf6Y=asNMxhHmz~t%Nrr>YV|tr54U}2yv|Cd=W9LJz?uA68nd^kaYI(+>#sNM zV{5c4PZ!%%j2&nso{BQCvXbYE-pqGcCw6#v!fv*HSBaF>`VSnh*8$w7r+X2j}m;Giu!r z8~u3x@HT^Zv{j_NC`Zfl)?4HR*?28H9PGkson%2X7bj%u`Rq$7eXm}+5!f91&Z_3m z{CY^lHhWX!+pvA(vXYoH?~opKA?G(z>keFJe&8|2;4eA|vkFQJ_a4NTzp{AEPl1>6 z9e?*M07${?XvXNC|m2ap44^9%b}|D<=uZ5bm@YahAlLYswY};!zTz zOplL@#UGZ%XU11(+*|)CF~Kvo<#a8HdioXaD6NE-(U)9fEpk_)vbPDAg7}P< zep_;>etpSg%nJAZ*1%ic}Ns&PTuM9_?4bbUe;)A0@Oe5Yvw_e@I< zC5{qurx+>kqS|Ze!S4%saKtySAxwu8bc!zMEz47W=SgF>sFEkvuBK>LoeCmWPc~wefH!s(Fdus(U;6c zFPTWSI{lE&CA{|RYA%({nZX}+xx^aJYW^@=;ADIkvcIB-m+*(Ngt+gXg!_en?_QkG zY0h6rp>@7{>DPV2%RE2NIY*div{Qx9Lo1^C?)Q_~{1URmkzJi#T2t z3e>w_8dfI9!Tq#cN<8(3!oBwol)En%-c3;B;Qc4~zIjTf1x)8@wq)N2Qwu!L^I5X( zDVo3HEQt57Qr6)x261sxwoo`#d*|A-T~Yk;&u^ozH&|=$r!L#`gS)K^%2`e+Jj?lv5#Ub0#WwFCPa>-nO{havt`QMp~5iJ!h2KU1kOf zns^$$r=!XeV`A^*OfCn%3Rx{vqDdzqyWDr#?drm-)}JsVYKQ2%beZp3K z7in&jJbG=Vu$9u5_U4my=KF55dHs3aTft^>8)*!k>lW6QJ>NFI$$krUbQU5&(FlbM zT}3&fJW+Ni&2{eebL$4{1ycl*ic_JDhT+s2VGlSpRv$cJVSCK1DVS-m3)gy=ZIN{& zJNjeE{k7zA)7lvYdIlK=35Jl)iywUyX5R15-p~(SmND;&>e}hz=s0-)y6JwCRMT7& zLsQ^;k%&Nz2#rMzqes)35ntjT&%vJ%%G|$vJ3KGMA;KYO%>y}2pCdmc|AnbXWj=9J z$|e7E#vRQ^w=bwfPr&`=L!SoOG-2Mowrc)W!)T~h*cgZE(*tpq1@Mh zHSX}LT~ZI03&y*3z&pSfz*oqN%j?8jY?;_c(QRbmVfE44wpTcnFIlL^1_?w7SM+ZW-x!u279I}tye7s}ajl}&ligEhe_+3B zlWe|kc9bWK%br_~=eJdd+3Jsu2F^D7kMI{`PPZSW(xjeEy_Jez$7@VHp*L}Hf}HU# z2~#*>cmiWW`lrka%UDa)93M}2%a6C_MO|O5FT&q!Tsw|2-h8=MbE{g)U2QjgHSo&)E2t}eN=z!D(FWp2mT4}N)eS|=p55`EUOZSytw`;= zHyX+na;5g$&!+mew^<=amuJX}xw4r?xP2cS_WZN;kAbu?9Sax#n&kK@Vbx7tv(5Hz zN!q*{y=hs2+jBzePFhYO3|EljNFqibxPQSNt(r!uMiFG-Z}G*f#V88Z zHnTRIzTmQV2W++Mrp8Sh8pYkpnYflzmLDx&h*FQZjx20`-yEK!=C0dw{6) z^7S~bN98$%wyMY1C-sSsIv>yPwO>3W@YQ|F@r1)d`%{5^fAz>cgP?8LeNrY4JM9m} zCbh`pk7pFWL_UZ#WjiS7_-t=HRyO6(9QW8FTdVZLO4L(Bt2dKx{<&AIS(-gmanZ0= zwxhrovYR1;xs*@Ep|om#rMrs*r4D?ZLb@_;B{t&#l9)Vt#j&@zF)+XeUm4@ z_bK?Asy;G#WL;?NvLzM#V!^88)`QmXDKUY<#0OM%U-@!|b?ZN|3Y`sk6;i${Hn*cI zD-%*g;UxUnYv|8z2+1Z%?Uvlp;eJZMw}8aDmv!0UKbUl5_2N_x;cK!}ED7pU8IM$Q zL}Y{t##?6lpBL1$3bnqNdDy;H*kXzD6F)u-?w!k`B$I~emCpLDdB~+7G!$*A+9Zscv#l=Ss z-4h2sis--^5G;ry;d z;>kDSTH>uL(sC-Fg6XV*!6rA?6`g?F0n`=ko)YURyQu^9pH)?o2E^-qeEGR|2<8;~ zHN$h1N2M#pZnWN_Y=vLYGL}6<_?VXg@2S9hoQ|u1`cp`7-o#HXGgR=ymO1EX&|93X#ptA<18KCB)o5f8j;1txFn)GpE?zzw0U;O{ zKM${v5E~6QCzl`xryvIx4?7pXFfXStH#ZID4;?to(Zo#n;obX~v%qg+bQaFe_QD(- zZf}YB4Y>BX=fgr+- z5H8MQbO2NI6-?bN|AlMkgrO6l7zgx(gA2w9UF!6n~7y3xqSm$pZ2J0Q&Fa|2hD0L0S3l8UHITwzhwdaB{xq z3T}*{-T%7VNyEe5l;feP6T-#O*z}$&K=U>o4MYLqM^2`WG6-7;b1^z~V@Fd{JAke; zL=<~r8AnsNv*}&%SBwsDQ;3~YfSpS~gNsL)M^Knsh?SFDn3MB#t1`mG(#+$3Y!%et z;t~eD=jQ*ftw5Aa;Lh;>*Ucuz!e$6ZTR6bX(iU!R%3*J3PDk^XX2LQE8-yb`7+}YP z#zI+HSl-Ub8E$86Dt}ju4qO3dX=x&C%4=q9CSYXDZej%IV&^sD;e%3djC}TO%TQa#=oZu@o~ciI0gBDyqg-a3kmRYvI`1ua5CsYV469AFlRKU!b&qR=2z*NA5otM|lh~0?Sh=<)o zkXw+C*OcD~F31Tj=)^6ZOV$`;3)IS-<8sEA6Oc`6y4*JuzI5FZ9%r-(bKDt%E^9- zPajoCulKQsKtSN+p*Z_3f73h-tMrj{*ofAcayDyeWai}OyLWD7GSkql3pR8m(|w@( z^ogcng0rS2ekEyCAb>J}r)4ieh$r4@daE+KuQ1zTQ!rl0yUpB}_=NT4YSk?p7!FQH z3fsA-kF87f1Sfft&fp}!)Q-mKSPq)EY4#@*IFZ1?iAb~#APRmll2=bf-kYUMMlWyG z%mzweO)aZy6BBGZuT{P2*z`-gf3nKw>*3(gxRH$binKZSZ3y_0q^l%Y4ZNq<2Iqv8 z#q{)~G{2LrJF`OUxBEg~6KMjxqogp?&iwVjGS-~(&Ik;I1m7q_s+nS*Ho@E7Jv}jw z4Dyi#I5?Bby;p9JFK+L(`-yvR{*qbE54q+p~>o z0_MGLlkR zIii8R%gNS^M7?&Fbze5@5A*5$5-uRBC}+O4C5QxiY)r?PogSB_rb}K*<>O58hsyoW zneealjgDt|B#~5KYZmhVC+?**`9xe-vjlHFg**PS(*2L<-FY@Op zZZ(oYQ7QKnFGqobQep4uSGT1zR1&JyRmDs_G30EsG*6<$FS5=?)lJ^PV76da#@=Qk z=DB&ku&|I(^YprNIR*BAp5X_$jd;{|V|LcMkXl)dyO6r}n?`Y(wcH^2g2A_Kv5Sew zQd8gMz2zeee~O3v{Nig$-BzghZ3j$ru-t^GV4mx<-Op6MR!7eG2t(WMzCaG&y=DhN zui2D9rA!QU=iK(D95~B%$AgqVVU})kc{s*bl)5h6>dn@-md1j8^ZE1YT(*9VUD*<8 zx@wZ0Fy?_u4#Jm*$mGSjOWZLENJ#$VW*~WJaanI<3M?%Z4$nNj!jSUuYK%-r~wFcJ)sf^3`!@U!D2#f=HP8t5#n1HOx6xU9?mllUGQv zyRwg35%EN{r%aO|iDD0O>KQ#69`z>{-~GPHf?+0!=jJQiz8A#e7V8nG8q}5(NF2)3 zqivpGI*(oY*7IdTv~Xv{EAXRYRID%tH>ZJq^Li=k-??x`6^s-RQcH-pJ!DF7e)uUT zN5BC?LwHv@n%v7}D^zz_S(W3U`{JGjYB{<$r#kV}WvfRsju(Ooso&o)l5!4ggn+#7^0_QykdMPO^L+wt}raBYv6mmfw@Zbs1_Ar&& zfJ+Xp15WK?HIS4?L&pLAd+J=-Q{_kT8Ay&{EbQOoP*0@d<3dE&8`RX*jZ6O?xABog z^(}7C?>uAWNGp^QWBI|PK78rR^-5B-WSk#EONR3@Y9{thk5Sy?obx${`_-IN&yT9- zqZkjK%Rz=}c9qOwsDz86^P}SI5ULpdO z_;iq&QAcal{pmrvys7P8nuPz{5m7TJ_3MQ}RK3qj)i8nm0=u5VhzPs)3 zr)E(XBMHz~5-#1}UyZpPa=vV-NH8S68lMWW&+2r&bU9y=}pPgX=w3KFQwSL~IX?{_au<`JRqZDLR zCGlO4iG45QXQapk#?oBZ<@56Xw0rz6lMIN#DL%<-ijhD2KLNv-lAd1oPydfEqZ*VW zhczw`aV87@UhGW5y6VZbz;sz^pYF}yKL%IZtl`T&8B-M+*sGrr6E(gcAEY8QbuHW& zf92=`ae!qM#lU>+^Qq^MZGK8L-C!JgscbP{F`CObpfT^o<1$|ttzGIPg8aWgehhJ0 zX~e&76Il^eH^#RGvM^TrjOm(l9)*BOz2yR*ODzt_ zJn>Zf@$c1MEdaAXq#&`^sH*gq^6NZtlz-GYp91B`zsz_Atdt-n^7Edc?!5n6H-$ zBvH6LliKInOmfx9K^5^rUycB~>(gEi{mavOJq5$01ZvBt%H!-lx;!dDBnJ$6hJ4;o zvq`m=abTcjl=lF>G$1C#Hn@^r5nG$2ewpi~IDT7hmPm)fg~$Gyfxh+lQrImC{TZqh zAynS0QtC!Gi>Kdbj@6#2-@kl5k^s^Q=C2MxWc7P9iiZ1WL%|RUk0~w9om7>n?hYba zKXaLl3=&v1cd>S1R-*f%62~PM@(2e@ye&VKk0tr6;x^+!-u_!K7Xeva{|xo<7_~HG zI2UcCHnj>lrJ47NllbPdsppUZA82c=@T^Uloy$n#r;L2y(nDVTVbox(hDr<80GwyC z?a|c7sPUnV_c`9RCR+EibVVgvD#uyHXR+@a?5L{-xJ;#SZUhc{ z=VC8#Qb=;A7ATz4tI{MuL>HQQNut7e zA<|tX2#4k2=(WzFl5b;3qpu9{Sr90dbAt&t;}7npEM}m(kd0m% zAM!mKU)}hQOB{W+Iak?QoG^!QPm_B2`{{FABNkUVmyoIlk{FHnJ+jN7I4{o+@yJ|J*`vt@dHnvcp(J;MXAg-tmsYt5e?Ld*;`#ymOf}J=unoq{p&; z*b{y(F^zh%ws9IB4D=~^+;Lw~b>~znn^eO*Z|cX3(x2WAx9Z|A-_VKn+Oh;*0kR4a zsc(YGCk`DOXaip=$MMIkcboMfJ`*91$4Vjn!Jx*>R2*{S3Vz%|PSwcE3|GsZ#kG|2 z16iF@)YM?5R4y97ZHtGi2N6}a)#_!B3g(Yi*Z&}NA)gG{ONHU^obs#YQ9$troinyM z)Tu}IHgY+)42g>%cM1g>5uXbO;=2S$oT!PF3wI$~4Ab0!&7#C&~fsozr z%QKNRL?Ue6eSLAu-_*Z+(IGP+=LdRn8o{V31c>iGp|Ci2>6S^p`mb-^ok`W3zJc0* z(HNHwk)@_|9d^+qbJY0tXlo=6K5`;dgMR-R9$;g8`LSobw&%{W?Pv7|k(tBSNF_L# zl~Aidz0oO6?d*p$xZ|8WR^80%32#b6rM^W0I#tg}yx_j$9rjlO}U4(3TPv-34 zH_vKI1`qBCW=kasB3Fm zeh5cP1x*6Wm&di*Q_Y6Q`Iai^*!Jn>IdB0ABM@-&cg54A@tSiHT5rfbSS|~kYL1GV zrbo-2ocUrLqE2Wk>0~cS*%65jNz>f=3;XKMOo#d%rpjaBMR3OmrY=_OjHG=2+(gfW z4nHM@L)+uX0;7UBDt}+YEP2jsFMuWUM2|Y`l0spjgSgP{pBFOv`Uxx;c+SUyE>;wJ z=Ll~+d5*b71<(HG>le)tEb2=37({pq(iz(r1F1YMAcH6jN-j}{&UKw1c=DEtD#wsnk+~<`l?Qc-FAF|Wc<5h&m+y4q0=RMg_oz) zS^6{vyOPx3!g2+3_IAf)qk|UeaJ^aC7E71jy_tHrX;TDCI{zsy4?lki+5n0{adm!S z;qN{ktKP4IpY%W;#)#S1S!VJ5so>hpXUTh*4R_`{`_!|yD8+DW{J7mCXv|TYA)~}FZrx{qkFNO>^xYh7n)o!JSmmO zZVV7#m84L!t2%NGkHwro>9*eJAgNvMo`>D#eCPA$aY9FseaCfT3H3uheB6G0Bk5!) z0)wyT=sbv1n8F#Axj)LI4MUg#x8Gv%sBcP9Q7?9v@C2|iM2w^Ry~Rovm#E3HnFRJ3?#ZCt2dDY}?btF?5+P(@kB{0!YNlS`2UgL&l*S{xQ3qRXk=|NL61DHUE5;D3B{5V+AUA+b4fc+{OL z8`_bjTWtRu9(b>D)LO^Z*4BHd@?d#zRqDx?$v(};kN2w;^7WoRj9@z-dptIxmH)(| zRKr4xo_8mD(oZq+T4kl=uO^dmuO24xwF_O*5$64*{{%A-1f(~=qCDC^*NBt`s+!yl zY+dT5Slt`E1~7WRiqwzK@o?4dBzo-(?;7-&Zydy?9mWbdnTZZ0f1HwboR?YeL$wf- z5<;&Mn&?u{XUOp$B9!^q$YXT{f36s3$l=_Z4SA3{e$efAJmVKzm-cvjInq>Ly^-Z= zqvhpRb}AhmPQiQ9z!ye*3S?9rStj02?|anX$}0^L)K=IHiVB=-sgMh)lx^(*g z#DLdI1!T)CmF`Hg>#Nf4jmBAzRr|M!wXA2Mf4{HF?rQh|9L4E4*+5D?I#fuGREI%ET)`gIu{rx9t2nAu|ia;5BsE1*;{;?~Z4fU2%Qaf_9I2T^F^& zqcxIA1)MgGA3b`c5{g*<5Qfh0zB{HQH~Yu%@vSwysh@7SpjxqSb+|COvL}YyIq$jo zD@8p+1>PFV$Hx(Say;lVHXH%8o56L;mkb}z8I*wy?-cbaNl+4I3?f_zHDh5A&@Q2qh z&dARfaH#{<><{F4IRbE>pgF+r@dTdCgr9GXgoqFlURG6QI)~HonU9 z=g*&Wt$IG^dhe}U$bR(DTen84->eHJC%Yd?MX72jcWeNgIyeME_H;^`HIg70!PUQ; z*H7;jXtC?Ym+^5Xx_RQ(==%?IPED?41j)OjqmVb-rM>^q60o0mx!>0(g(`~e9}p=G zFXk-#O06f#i3?lV2#1VXN|9?B@vaX(kCyi2i6U=G*UflG zZ6lm}&Rq3{))PC6nHh;z`^bUh7#?%G9dpxSyWs&FRL4*bVrc?-A~xu!=+t?<1LELF zf(}}G>VX2ES9S|Ps$PE2x_$rWz589M{~&MwgFMNS5;c0V5qKg^!TxT^A+$B7U~5Hy z?J{IP&7!WXXs~7s~?BZcqWQL z%JK7Ekh_A&O0BcbbPqRIERrCrLig@^Il)@VQiy__opt|gpMbvaq|?CpT&KhR%7gKp zMO4P2H#EnB^aUv}U50HJWsqm#u79g)G?D$&78=JUxq&`_j52 zZ}KmPTDvcXsNh*Ht^e~|sM2A~f6Z(AW0V26kG!o~QPOUPHjJK3v}JpD@`Z<@Y1xPj zjC!O%%uY7LiJl<9`krq`{pFtS6^V{$o$Sw{76aV((hk$cr}5GwvyoRUb_M^)N?to~ zOyN6$J((#16}$1B1(1iBts^h~Zg_WFogE)(Ds2r6+m*{AUZ}7oE;JHqFM+O0ldlFD z{#@z1K*AVZp2ppRE~9}&g(_=yITZ&3HiLbD=C|-OF(ACzCjQ9?+VN zOrtkTr|?eY$W>5KD})|XpM{{tRC<&sRH~{<9676JK$%T)KGdQZtZ2(F8NUcBwIW(j z0oH$Y@;Tm`m&>2;&lpvq1V_qL*Ri=bJ*QxjKQEHtoGbdoi+>=GxHFINJJ1bBLjy&S zX1woELL|2WRjWq7Krx$#LL`B0zMh3=5J)-E1zwT83l}i zBj$On$^MTb$csn$*x(0sUyIYC zh<);?1he$@M~~LLHoq7ieFiYQki^>{RatTMOJwpx$jV-u+$b@j?bz&NLK3^Q4sUae zLUtQaiMA?XktcK4uPe0OG}B%pqAR!Dqn{)?|f%B#1A`SiY_ zP>99nqCh!WqftbB?C-7z3%$v0A}5uYgibNPIihlJ_ecJ7;yaVTF220};|0Nb$>a%Q zj;qm<5cPrLh3?_%2neN~i^BF!bUj;g;WZc657F{~ll*GPy`Ivc z!~JlrUO53<5Z|oqFGf)C8u;#+s%HSV4<)TM73~xbcW1jZ)qj^bq-Opts*h4y2oF4A z09o4XCo;l9kRe~RtJ~jlXxOdyJCr5KpwFDtDYSZ2u5SrL8pbU}X1vxrx%qn9F4GER z%FaWBYL#1$DY*A{RuG^K^Iiim$$CxYwyi0MRG^B|C8}6aA)=dAhf^HNnaDKcohaR; zqW9!>B@j-@KXO*eIEZfEmJQ+ksDM=XY}2P|!SV5MCLNR+)a;L7RiZ>UuV25Ot^xH0 zZj%wp;z)Wj*$Acaq9otb%YW>iWY5@MA`BwqC<1s}gtc7pT1I7Dc!bnIGPv2vEuVcC zG}*^kY|vK3Cb!X^`T6smxttgXw3dsDL&)wpS(OE75xKm|Pf&PwSP>EdJyPrH%MQk^ zyJ;Q|ABdoL`3sQi&V#PaIfw5hbLnwP=ne?F zDM3?l;=Ma2_=J#JeCWS6_viQm7;6*tar~#P3P2@E&lx>$2MSJ7HmxV%P)OjQ&d8k4 zTC?GZCjtQ_7HnjMayXJ!jf8o923|3kt_t)n)%?N);TmXcj->quQeQrOep6H1SGmm> zo=%@B13YDwIl8zpIR>RH_G?QBzd`WAd`B~$Ec!GLPtRW;1oaLlLBT}xo3uk`N+_a`tz4BsY;ApW5);VWH?WsqbBm|0qld(laUA( zOfM&Fq-xZ|oB{^Cy=@Z`BaNpfqo($oWtWmRl>DIYo8WT1=TPE)wAH8l?;<5sY%0;J z@GN9e#0WS|g^BNP(1H+|e3TDKE>zdK_)Sj`B>&1l3Mvbw3D~WT3u+zC z%1Utm$D-%)p`ezY*HR%P+bN%Lo^GP64s5<#UkqdZJ*RADE@R?}!%Tu(?0+oUPBs9T zJANm{7yiB854TZD{2-`u`;y@=8GDL{uHpxQyx~7!9{l3)y@DTRlddB^W(9 z-l;iQsX{;{w@7s3Hmwhv0{IFlx3%E~1!KVR9KC5h_}A5Dgj z)$Z?SHTwgx>x*ELzq8LBqZBRb;V5`=xKRTSq%3-La(pzwPOX>+`l%dxo^v1Jefn<0 zEMz|4fRMR<0s{qtWc2x$m@b{@j)VF-Z=M43P3fd39?E+c*27Q(tje`E(Tx_@s@YVi z$oduJPL{5jVXfi^i^f*(>95;@uu!JWFP$Oa68Ym!#fa^4^v19rkQ+r=<#o{9G^3Zl zQ-maLvpi8^-IC}V*!U0%34H;XMT_})#cxwt+4S-Xx-Kp*BYx@cYm%%njm6H|jZIN8 z)%F6LM04wa+{rhCmIJ0y`Z`-H*7A;zR;9ap+Y8hrZZ33ZhR@7-cqS%h%=CYnw7YM+ zw}M#7G0$#(CfzvoA+!}nb}_Sqnj3;-ku)<+JAwh5D%u{Y1>4OXJAGH1u$^ab^bI^u zt*O~x58}`t@Ic(g9RfV(p##hZ=EumT4W(nkTs`KmHW1}k0g}}GqN)JxO;NXf98=Vv zng9$&Q_^#6WFcbPTFrRSV|Web>?PFnb7FEdV9&%z0+k?pDOs?A5Vksvxk>C8aK}`U z1b-1AZQW3c9El`Ya+a$9^Ed+MJL&bfz`$O%8=yvW18^l0gf4xbiTkG3XLQPj-gE*L zvsm0!S825V5w`saPaZjt>Wz@qCi2T>kfk8J#mnpsCJ@^9s(>bqj7>!uw(X6=flz*P z*U^ck{R-+}|FFv6DSe!!^S;k9CE`R+QKhB?h+Pd6=sP~v|N0Ap--lNN3Wi2t%8Og&(8GAb)QZ#2Bt6 z8aKo|og0sfD>ge7$69#W*=B2RLE2OFuF*uS8Vqfzl?3E>o=Yb|otOkR;RsFyOW)Vi_I_l%5o=7jhq$W;gExKGXv0kc$7JIu> zMNl(k)nSq>51{w=5#vA*{iNq^m`k&mto=!I()=Bdi;uiHeVjkcBa@(;&E zz|??i(EMbrkN>xn))@!R*7j3=tOiia$$}sTSP`kj= zmv0YPpFU#@zW|0GI#p1Z=dfFxG~hhd$IyAYmEIn+gT)BQ{m6ifu^Kd!hG1mYklqip zqI+SaP!J;_j}+E|h$5vY?ru-Pmgslv@gJ_KZ`f6rg01fDP2+#v&`Q+K5D9(|)c^hu zN8l%Z2wq>VI`RFF*LOsZoGI9j7pjh%|6}W`#&FOcUnq|D)s(UYfz$)?7xAkx|&<3N_=rJ^o?*o<(v)W!OSPEi+-`dw?lU?tbndgaGO zl-p?Vi+feRM;E!%K-LPXU)Nl}S;&Q0h0(K&f?9PkNVIS|+S0%3-NX+9gB!((+8)*RBq$5EANnN~V}{JNWJn&4~96{4gO0b*GOD%xnhb z?r}BR>|kE4Kel|TsL?;)bxFri19C1M$UXSU(N4QHvwX;1i={vOPSY*!n=k0)_t;30 z)~xhZFcgu@y19bm{LheOtq8VaQ%Kc*XMnbPg0M@|Lc_CPsj}u32jGpYEEJw=c7`B* z#)N6v{nIG3;~ZL;$*6sI;qxi# z#P(9$PVReK)Sm`C`G?ll%g(PRb;S1g?S@M1kN0NE>OvtFkos`X1=xz?|_;5xdgGwQ`j4wJBP++fjD2csMS{EYLyZs!A z6ColpH=w`P=fb}doC{1;Kz8<4`JH_A%iiUwg-|lOouL|9Qw!7}zVAurQ0A3ONGD)b ztXeyTQIDbS{ZqQ_%@6k+N_N*m{o;4*JBLttk%Y)JUQkG!av79|W&lL`30NQh92*DG zMYES+W_Grn1L{w_w){gy1~-@^E!xfh^T=k8xf!TOM)(?PPA${RgM>4{c4y`;&|7afgxbTf zmdl{<>L!IB8426`{d=-8T-hC&_7&6)J_$m=82*5X5|AP6Z!HiAe>35Zao?AL5d=(% zLKA{u>;xj@hqlVu5Bw)jlPD58I-g6S14wjd@l!KCaR_eR%L^m}-eIWmH>|Pxu(uRK zooP(y2o)kRODTvt1fLA~og6K3xA3}&ox@E70rGAEy7lXhxK1kx(^upR^LGgOxA%Yoq`hvdLORj7Ni^oHYghTfpqY-+*d#Tuli-Z zWc3iIT)Q6Ugy7x>Ip&~kGRTkCyIABq`JrmULeizigg~e-d#$XrR8ZD?PSMb+_?g+> z`c#Ns7(L(4vpyG)lK^@}fUFD93t-ba9QzR2ou?S`p?P~o#!&;blL4#ypz$t~uX-r% zjA!&h)ycZWc5A&z%TRtf6`uxvK}IqUkY+6cM;X1<{%Tv)r5&BFHgw&?J@=E=xc95J z&?S0hjs`(c%8t*D3S*-~*60>o3Tc#3N2b~M-T$^dK+u@}yqbcN;6QfGclPdD zyaLj&cNPjeV)1k6sysy5COCgIYvU~Fd;xQDFsmL}n^jTVX zUJ9I)6M^Kz)&y#G(oWz@>`JNN$~*NbH^@59oR>%5>KoGczqK%0!)Z|0V0W6N4Lz0_-ju zgcD_ap{czWnC4T~L#BOTMWstS&ZJD+Sq^PJuLcG3*JLhG>f8~M4WJ8JfK=a)%RwHB zZY=^#9KtAWM(K5Py*qSS-_dJ_#P0X&fKX~`{9tH4tOU~yLxAp+Lq`dSG{6}^+@W;K z7=+BKo3p=aenLqQm{9UXdW?gXHa7qcNoH6QR3C#IPc^+yhhds;2gf~{_3#OQG6PN* zY$uE|^?ogUqPXfPD-)e!fdnm4FPDahT;g~wR9PQ;oX^sLpnAOPfF%~#dX@3dANbTZ z^H5p{Dku{5iOvrx1VN5vw~kq=cqTA%13v^x=gToSSxL-D3c;<L)QK%=WvUW-?(tgMs_F<80TRrxy1M)R15%wcgy4;Bb7 zSL_&cMPZt)Vqn&hLKy0D?_&{rbBTQ12A%1Gpa|;tH?-60m%fB1kHNqzNi^n7AE@{6 z=K<*QpT%|wgM`Ibp9TploYJ@on#KAtk>3pCd4|Eg{vM@(-P?`YwR&m<_AQA(DqnXf zCzpBj=sk-PW;$S>h~h?ID2sY}bTyVb%NdDpYU(>uWR&4p!aMZm3wm$Pb=6F_MkzHI{RKdvAxo&^38`7k`NvKE=Q3GqJc*Wq*2A)9_x?z!Ka4t#|`Qs+=Hk zO6SIilhb5geSk`Wus`JKuubQc(v#g#!LYYCxT^oQrj1EqZ*k>845wsv%8|*GY*-s* z(tdZw-<6CRZS&fcNvIL{3S(%97K`2A_2Q(x zIfe*nEM=*W#>pHwZ;E+-!#3qNsgeXZh!~^vUH|s!ML}D4Z=yqnm@nm&{2isb4dhZZiV={N?)p*b_LoD6mwx`H18 zJXc>DwyoX{)4w$n=C>E+$A#UNBva~q0sIFVMCAN7oLSg+P5TVU10(9G{f53_-&HMN zSD<(ZLrq@o!l2^OU^33;`27t2%Ygx%zk?S(Wqv1MKm!aGUv7)ptEy zB{&RYx6Bj#d?~aH+{f_3F#{lbNw?OZ9t@)ZMq1Q#%eJzwfZ9MhW~EbPW;|%3V|}rp z{onDIUu1@FWfVc7Lm7b;6%bi5f+CI|a4K9sFa$CfeTF;nhZ{st43M6H7;++V1db zuh{QE0K4Y#=}S;S6MC>7d}u+EfHjvh84|%ST5gAm8hyYDa~`7n%FO$b3a_}?e=STX z5oBT9L9tKC1#8Nik9O+eW~+aGqzj)?y)!P)*C$?EdMhUs zWoU+@3wttJKYQnXr3PAJU>(N)E-;>;IF^sKO%&qtbxaVEG@&9cM0A&+->3+@s4li{$k_}KE2}foQ^S9dWG4w)BPodjgZI^n2MF#4=Y z#lL{67;5_ZwmK2?nHo`mqax~%DGb|;8$GQ1#(WyZdUo|?1r>Ch!Kb+VILE-&2&0k} zNk{XV4r-;-vDQj&Pj5E~zOb>E!?eq5povy1>}K>-*hfVe>Ss3wtS>bB3ibD*MclF* zA0X2l4PY(cBaVL7NPq2|)(ZvXF$Fdb(FJxc(fXQwuy$kD);dnFjjD~>rpA*Eibyt_ zof)Ys<%|L+2JHif2P3;%f^J)ZmHapiv(S{Dp7Z`(MjQp8TJco%Vh?K#feZ(cdd}Px zWz>@@Grq&vyS40O{@T}7$(B)U+BX;t2YI$OqCK}7;oH+QTwf|j{ye_V7>dg1?~|Sw zJwfHPu5F!VrbW+Br!ytGS8p=QKNMmkGxOawP@$gG-4ByE$5>0PSitP$)h)h(h z%{jO+(DeN+1A%%4jNErAe&Cj&#M7&*EekpI{j&syyVB51x)hKAP$Yic9y%~xGk8J~ zY!8nvI~;cR{24?`V%Db-7$dT~n)FF;`~I;+!iZy9wJSAg&irxTOx~W*;TG@fc~0Z$ z-<0B^Ld3%+7OV~&<$~f1D=Q13LsY#vI#>9=?lHGe`WO}{o+CK-w9_7n&h1N&wg;8N zko5289pMkdiR~|CkWPBOl%fUAeveIMGQ3Oe#&)fBl;Ycaj6v_taU8oQKg)XA>h3q^ zT9w07>8154XYe>fhg`spP}R_0vKQ|~4uj-c9AvaZi3I;V%>~U9^)w)CMS9VNdoKoD zWiL+VYFU7xkrhYU!Cx1z%d|D`t+ktKb6%Trgg1T(Xb?3dQHT9zT`)>XnU9U-Jbr#u zEHOXTWb7lxf*8?cCea*qRHR5eM?_)q1_)|*B!M6J!qb(yZaV9Lxktiyu`r{^3dK1$ zkT`hqbMNzV=80~do}1?{4l+htp(W#OYQMs*YsC472FK~6ph3997-F>+XIJ-I!c@$Y zcFFpd!t0&uP4|6#b|D8c>^jI^4yIcf<>iqImZ*-{RMH}yDzi90mDs830#)L6&+h6) z(dEsKP3E^oda$>MZ?F12*({(vAxDZLg^I?$T)Y$leX;?HQXKW`7ygDi8`(vlte15%u6Z0}u?D(EBl)%GnpgYO z^KHP$-k#VP5?E)#K2AK$i7 z_v<9G=0^jMeZN(AsAwmVj`{dIazX7wR-f&Hq+qhe_rMRQG(-`QB#s=D`l|bFPbIj| z9{5s@k9(;X>v`vYB*rbcKQuJfmX!F&FluTcU-i?l*82^Ck$Ju^!?6(|Zg<`RA}c}G zg@(_fgNEcI1n@VQf_sN6vaq^llVS2R3C7`9HsKxSi;x#hNJA0h>aN5(G~a`(5EM_a zk%iBwwywK0EO`=KVyNO@uw~gOkz;l@e3oEr=HdcRkO(yUeORD%ASsQdPj7 z-q&xb1BWA=UmP9X9j1SCI*r%Br=z{3Ya4W{-I7wSoS&o$O(Zaw{xu=9S5qy0b zE)*pbH`5l^4bLvl-Th&hemw1UxPQ{V{`vZSbM5uT)em3dB+8d&UCOq6rW(tFv%KIIkSo{&&;AS&RQwVlhOG6O`)jg{rxE+Tw=UXBc6T&Ki+ zeeDE^gr%yTELl6nqgDaq#iV?{S6Vyo`ZQrd^`)hpKI6ArE6Upsa9?4#K(b8Sm(z>AO~Y)08<*~w&54Bf7Isw`Oit)8@3E%`a3f! zymEY8UK0VkU5AnFNtL;5ZAq|hM|kJ#Sihk$i(Rvy688LttL)O{3`R{_M{@v*Js{bQOxekbzk0l0Lz~9 zsa-%mpY@&3bSSySW%QB-ntoAhY4+dkijOgNDn0+00wz18*D>|{2g^xNd`0fmxM}O~ zk@3P_7oOmHT7?9g_vZfLb9OR4Uf!zFsPvpKyv1J=fL=o5vk)ERk7U9?CxoXP%qhQK z{Uu9%I-pStW1@-{m2HBDb*Y0Hew*kU!+T{0!#PfB^S#+UfFR2=u=$3$0&$Pz+om)Pn=JuFVb|GSL5Zh?wA(P?k7AA24e z6lDrxE1Q-?qQ(KGEQac?u9vQ-#Uo8zNdZLE*euzh&&kaS9l&^uy%PrD5!-ndHtaMd zspw4rI!h|KRj{dGomx?eN^6m>{w`##QzWY`r~JDgosub*O^cQ4A`be8HYU*FWV;bu zsoDEM&jkXZS3bJJ^=gs1HF}C}g(juN7;sRbcR_s5jRWS9lpi6SH%lH_>Iu-21M? z!M*6yU-b;)Ye#|I5-wxNMc9%MD_vy~Oc;~+0)zM`s`D&Ii*SjZWIEr#ajuHx?(rt^ zw?aG6_L>&AM{;8JeZPKHSp~nsz&lx&_2w|}98Q_5oBeu#O^k##yALobO3>7v8=BSi zzgH>*4X%BsH>t5jwM&?CsV;7-VHY&s`#c5C4)kS+>2$20^p6*%DH;~zjtCl_aaPu^ zscnDMd$*s$v0!Kw<2<@3s3gxvpw08wb1qK2)m&f?D-Pq zF+G|+h4k+_)u(I)J80nt;uK{|}IL!3(Z(vn#=+ zFH^x?dl3oK!3`5H5PW^3PM-$7aPq>VlI6jCg^h~XD3P-7uSzga+)I~gD@?&A${2lH0 zkUN0v%AcMs4K5j9Itc1TYw%!}p>Ce8&=PHQH)U-2s5g439DBS&ZzXM!|D#LrF!2|* zu?`1azvqBRGfYMGkux7V*l^$-6*VC~6lgEUma}1^1h3ymqpB6UH6*w!{7@><4|BOU z9+8fgNUx5@!$%yg#8~G~WO5V=P$;ta6O7rRQ!y{2qALtxjLrKw#^Q_aoO3mT zsM)Qq1Qo|bZ@;;-6rrv=hkwxuI%z?p>SVB`^kJ#->Chsi=Rw9O zc{0+N_&!JJgs|PgWv%dOxN^Kil`zakg$dgo<>xPnyy{o}+wXW-FV7 zGIG-fx4|N!9-#x=JzYW6bLAmZjZe1#vEtLxGso%~o{&&Vkhn$s)qb_Uh$q?Mwg6 zpUn%U=9^pKP^#@Lubout$yv;yAPm_(Xa~Sk(_>}tm^Pxfxv}z+b)4C!i6b1I-oDov zY)PNC;hL)LS}qVqID(5m@F-)lenb0C#lUiht{h?W_2LbVsu8m$n1O| zdc}?1))h4AaptPWC_3st zXNrA}c6oLB2ag3?25M(yqlVuS$#-TpxdfZwuSAY4fz}76@^dw9RwURHzJ_$tSrvNp zG`G@|8}XF{8#RutdcT}gr)FY7+f6pAflj*K zdaTY-0L%cQ7JrTU@U44FKlzmHwlg{b2ppN#P>~3bG-@#WK2+w^xV~~F+YDd={it1j zS;W&j0j+-q3zJ5A)UurqPl!(C^$$+tU*uip#rI^o(iIn@1W2kvSV%}uFnnkxca;5r zq2=YHxyPQw9_h4zh1?XTgp1B1V`wY6)6EMw`M#PUewohQ4Z;~|`#2vqb8Z0wn0C1nj zY;SR)1E?)coe%mWaTPQv`(cMg@tZQJVUsCA$GL+wWI#6t%gE%O;p2p8z98&MaoJ+kb0kEJ&(*lB zH3}4n_v!s+3dWbMWNtK*qTI{w-)i2y0yw3zQ>Ds%2XvF!je>q3(!x|08sbU;@r@sD zal}84rxFh}L{6}fZ)gV)Mx7q(;^=iAB;|Zp0wKA_ND7B-W6Hl=PLln6QjqM3!dHFq z-$^b66KgH@qn(tO9TT{S-H2*G^I7p$5`64-H=vC!0A5$RlkAE!86g2(1``%0;tH~* zymwz;>IkNB3!Fhz3CBm+=%JU_L_r4(0m+G8;l;2n1-WhWHH`i^U07XLdB*l^Z0777 z0{L6bHvvhlrKs^6NDJ4Q6!krFp~gL z5N)Q0Ilc=(8U9JFUby(+Gus4W$4)XsB^nRJK_@eF8gQ-u&aHCE`V^V_Onc9YzuoZE zQL>E*vgJ2AdW#;;E$*s}lV64fDN+e#mQQIt55v)UKEJ4f4i2Qn{E{anKR|oRdTA46 z|3d!q6SSvl->q|2e`K}^4*88O<-0@;)gPT#ZyV3SM~27UFGd18&MqzcFXhQXuu>lZ ztd^!9-Doo8)q7swuoxP_u76ezLWpM_X-bgQ(VdOs?lS8kbQ+34QM~{?D1ht@NXVwL z9V8H@h69w^rUD8Cz}|bsulEMo4*HWDngEy9x^m-i9YhFuiXW9j{TF&Hdp7KMczMc_ zWAYe4uL}gS2BKEqrZv@Kxz;Z?ViAX~OM}WGiXHOfxi7zm3tI?> zq=Oq)TVQW5S^d9v7FfL;ar+Y5%suCq$2)@nN8bm+DE&4}yduNyf@DSkuZRw`X*lA( z@$K!v8_J*y(C#cffU2PI>tUG%i2znRtrC`yAOqMFz(%_qu;N?(MO`B)6(4bbeZYJ>;D6LC$&ug diff --git a/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre4ok.png b/03.spherical-refracting-surface/02.spherical-refracting-surface-overview/dioptre4ok.png deleted file mode 100644 index f2ce91e19a5f941d0b0c03f2379c34e02e1b1099..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 24984 zcmce8byU>d*DvY=`be2{iGU(7bf=&Kk|HRL0}KsAcPRo25`q#^A_x)^B3%N~DIguf zkkVZP-18k~e4gL?zIWZb?jP5+Tx&dYVxPVD+40$Xe5tA|OMIT{JRTk%vAo@8? z^R%fuj106^&zYodp1Slbh*nSCc8M|Qs@|ywwj93M_!sMI8K2}5GTv$_)67d=XJLBZ zxiLn+5-&L0wzAWlAnH=(!c#5Gi`S%+Z*R}@03YwmuG_OFJfw-IG-G7%SuS6^yHC!y zX<5NTAK$ri(-(n0l(~)P>Z5@E>sMK+5ZUf{5Mv;laUIvi@JL~4XR;|2-mlC>n%i`E z&z;TsU&x2-l95% ztaA2`pw5Z4Yb(Bs9m+;_43fTL%xrAbU&JWC*sYV=sU35etlv>2V{>}OT>9$j7fzL! z$mVyXN8`+F5BVelVA;KVx1Xd6nF=8_CB`!#9eI zV+NhMGqXfocv7bVr>ReCo#Byra}mXippJTy&ABOC=jwL*hng~(vFv?R${xBcPt`nL z!+hku-B|tA{ktItsjFx|hPt-_bewX*p^to>-T!-n{AGk=2zkSM&%{3r(Q?6HH4nqNNG55o~^-Wi9Ne$C&DHqEz)-oU-821 zr2q|n^0%|Qr&%u4yd(N@TjZA$kpNMxK?Ir4x6`M?&zF4DwV+(NDA-pU*m+YG?<{UXQV?z2_^41k4 zvjd4}$*>!b4vi$#%HuQQE7k9=f0sn@PHZ_`Nur;5ac2CQq=#Wvo{=WCGfDZYgjy=R z%c8;jhD!tH+$!16Zy2$`J-;?_TT^n8AV(TA8!W#4ZdEZVNJRzDD#SDm6^K_$gXd5!E;=^6cpdd!G5ezp-DiGH zJ;a+^sUF@O`!-!g=i8HD^_s!J@G`Q|7w@JNo%dA>DZ;r^MloT;ws<+;F7G~la)IQ- z?b9*Dreeg#x7!_Rr1OZbJiU}hXLV}0#wL$c{b}8=n`U_F--K;1>f$H-Vksf*zbonb zcfdCfu4fGA{!YH;c!&7MJ)#S|-wEubM=nY-U3q!uQaBUS)rsqj#@D{ku-+D69DZFX z$GWJfX5Qd%|+Wr<526FXUl$3q2{jv!)yw+`dfM0*?%8(_UF@C zT{w7t*-oV6d;7!?(RU+Tfy7|WhW=l}Yqu)skoCE!%H0b`AyU`PF0`G4J!g;>yY`kV zTJ_FNW*UZg23_BACCLf#*K)=eLSBTfmMb!(T_(TKf5GL_!i)CrFhhE~m^+LauiNBo zQf)5>-a5Prva#;@-`mE7yalncqbyYu#f_=~aWN(y5NMw6y$g5ouM9o^FP{ z<%kq#^pG!lynR{YrN#ZNPdrf}p{nnuhF_GIyW$s=#vo!ztb>pk-*D!lW zVZu@d;n0ywrS_%nr8cFH*Ll_n*7es5rU|DMro);IBI(t`A8@I!K6t{){^;gop$uCc zxaR8|v(FScF&|6rt-YT_)X&~$VwPc+WDe~<|IzFI?A!f03cavp8PlHVo}C`fu7kHP zTkf^oZkcakZV7xV`X*5QjryXxp~g(co2>Xp^YAA`GWRZAkIWCXdt(>8<`yx-lq)|X zpLOG>^6$jW+fH9H({DX4)GSoqO8affpY|?EJ79>Qkf1Q|cS%{szT;Nu@A6*GPo&C^ z5*I~c#YCs#sS-a7kqg16I^Y}P58yB4JHzL|S8SfxPt$8?=4SEH(z;J1h5x-$ zzjObLIkHb8>+o4d?WUm#PixHQwrjM+2~xDLJMK}R&nEfr{<(49aBf>3Io<(_E|b-ot|qPy+mCR+35V+%DGVv6Q>aqTHt-pd zqI6N`QPeDVF5ieGicDZhNc)sgY5vZ*e*nb7@E`A|_Bq$sQCU7^o* zWmAf_+s^uvo-KQk!F~#ftq-DobldfKbxF%4k}UY%iaH(lN(kx+Mh)v1)48O1L>$oV z(2>%TM#=g&8mWk@gwCGoG}UL(pVtqp(09{uBdkzy^;xxB)0*m84BjKyB|C85W!TRnc2(U?TMfK;?_%jiAH^HWVKMp=hvunHQ?*S+H{E;V zKlwdaNvTZfzdIhr9eT0;>-Uz%j#r;U4=>D87jx&_7~}DNfd2W{)?fP4MvSc70&7x} zt3=h5IwqT)Uz4=>Hu~68v^Gri57~`3(+8zcp z#yh{xpCf;Otn%=7J8CS=cL-~L7~h!GFEQ?T^n0)KJets3$CvX7r3|?ECi>sTzbf?=i)rH_O+TTgP`CeHM?3 z#^b%SB;I?!pZeB+-y5N#VXR?UXymkYJH&6nqKoQ5`?uuSKoQadI-6|%+)oXDCRI`4Gjl+o}t z*=g2e_|d{btoVw+h?LOMN7c&>?;EpJ~aZVY+2=K5L$F zkB0{pY@(I*oJ&2|gL>WuWRW~x7+xAyL7N}Xz9b0@-M0+wrxHyNjVnuYPMF`GlW-Z` z*{`R*EtoS#R6gj$Hq)0d%!}L^nHX{N7Tj1~@YvhAx6J7!<*JHSoq*3@50Sm<6N}d9 zM|C-r^%oZ(+V!FiycVmXRi3L%riUP^yJ5Q zkk5)M0{weeGV%B;X+7yyHCY9nSHaBZq2U%6=N0XM>jCtYo$iwB$-5~-jhQOSNkbBi zUfu#cJB0HJgO4L~mByv3#3|aTXxrg`YZ}R(B6`HfjPEP>7O(5lufgQYctP<~%gmL$ zjN{0#;}GVZg8WH5Ddq~7dUkw0xO}}KWo>;U^Xs{XR@O}UpH>NE zc7;UtA6>>%yNqXmpOSK2R93cnInZ$BbXPoE>BdXKi-{{cnn4)_$N3$dF1bFZvSzI1 znYAC6f+XQ@TRANUJUlXH=B!4P3;ZX?dPQeMr-U~VkV_?TabOUYISVP-DpZjX5AuB>k4ZfPWJ%qS_r zAm%CpHn2uG!Wmqxt!x}bT*VnN`-*_i&@d+>17?b&r8whl=s*TdB~=C)q&sfu@NW23So_~adZH4x&LfxYld`0I+!8I)fWydG|lgc2IY-MR2Mi9FR`-Mu@x4fXwTR3=juIG#n82GDvHPa&g9o zM)nAV4ItMMVv4PZj6DMGh`0m(iZcRf3UhD?a&QZ(bMuPu3XAaavT^ZLB!PFovOMutB;6Oln$ zA??AzfI40b6-r7X@-_~Ra2q3p{2g&da0QsTxiL6ihzr5P$HT#c;4$Xl6BaV&fb$s( za|pl@#ymm-f;@)YhPd^2kVZ}rGobY+%5RJ`0(<;(s(_IRf=d`K#9_oEC=8q)pCN}3 zH@7hdf{UM*+k~4R!7YTq?WSUH4&EQ!>fgIUR2hRE1q=-h1$c!K9435*yc~QcTznjG z6GIaYxRHRcpfJCQu`$9J(sGP8h{%~cI3n%cu4R5 zI_#kN|G4nj0|K8gc)us z!Hvvqp!dLvBhbhUZexl7hKZAr^Z)rq|9A2|A@%?FjW{8rbRsU!|0+q$cmFbAfB~2x zU=^W{f6OuX#~*`^umQ}n2j<$U!MPR>PlZMP&TVzqp`}s6_@7P*t7~U%tqTJyeik77 zlU?N_E8e6XJd~R<^d7y(y$8lTiM11Vd!Pb5S&r}m!h}W~z-Z#0f$nB+rZ zr%&Ta@%9v$b_%s7^cQA5eH>v7{G5~sso1JiJW3h8nO>J2bpA{(Q?vakJl_%VWAw%Z z{m}&dq_3dcmPK6-cD!<}fqFuQeqWVlnJ$i}{ym%g7hOC&2AAO?Yr^y-Z+Du-eIhF3 zrngL5Fo3j`XJ%%0ReJ0Qm3u9{vm`2sU~0w3!|SHxdLk7+tSmYkulh*K{2Okv9jd`! zzZTJX`iec!?bp+@lkv{$l%~(WhuWqmIt`TTq&&$fpJg-;o9O5@zj4W@zfW3Nx!O?oOoq*^8 zdV@F*ciz$7Y~Ag%v{xj?l4V@&TFK62WBK=4tANFGGlf3n%&>t;8&?JPih2kHqGYv} z5S7J@yhS$rUvaD5+}wm_VvHuk zx6{pgh_bO%><#r-k#wImrU_n0djStlBsR~kQ^fw& zdRTzu$-}cA}WVk>Sl=sf7%b(b!FX`OuH zG%G_&$pg^_so?x8YC%|sa(cX5+NnP~DBrz%S7<&pa#D3`v(}$L5pdxdWN$=V#@tNf z<6z~>B6S}D4{CsEVMv%_3_U*ZIbIP`Z67FVx6O!uS8Z}PrqVPz%pYSOq)Q+L;o|@G zT9zoPC8M;Hl(fftK)7vCV*+&zvQFRuWwxZ%0qlN9RL3+dn6%mcm`{j&k)k|L6@s}^6d(`t$7#DqHTlRK^0 zyjM?XrxTtVO}WZWjuFp=&j!^JG)}z_>|VSpg8MyHql_zd^NO*PEk2AoA4P~UPv?%e z434kPrqUBpJc&`CsjqEC@zQ;MQp$iaq^m7#xzGJbL~eRce!ncEh4=_pTM@@M>`Ywk zt}Fgou8AY|nG>YYDx@K_mf^h~oI@qW3=(% zRFYS$Xm!R~ms%f*G3+ZB+oSArfi(7VLS$?V|q?UsAiq{x;+qqzHNJCcg_2CU`HG5;TzYjV$TZwvFrdd?TQWRgXQeGN|Hf}p1$ZYr- z^4fGP2dQokuV}H$VV7s$_9Lj@o6SrVCw|#pvd2aiIA3fqr}W;qlmWO_-&*jFb#|L% zB`%#!nWq+{x)f(#AUnQdhTm*|8+yJWM&Eo-*=_Ijk$OLovI=M)E@Ev%Z)uPbf)@+D zd8)=J4xQRSiOpo8EA0biKYa&A$OsA3G;d+gH`A@&t>>H^=>gWe4$k{~x}{~cn|@y# zN1vH)oPhOtSz0G`ninQE<2FK8EbRt6k6hPG$vskTXu+DG=eu@@o|O#aRarSYBo1g# zE#(wj{zIUW(Z)=BsJ7X?_Q68lwzBHz`e)dyr9E``j4#W<=hwp!)ebCz=TkvvEYj33F%MnKq8v|Q z8mCOIZ-!?DZ`a|f|Fd_U7xYAAIzPE>5czW0)#O<}jM-brVy6UF7K+ZMOvftRk~Oj( zO}ydl=*Mb0mrwm9^Z+aWe#1@<8Q1W*;&E?L8qd|5 zY2d_OF|7K>~~sY1op zn}inMEDa%6AI|hJwLJDGKk%uKlg8@m0X2`YT)e6K){^Di!-Pt8jjQ@c8?>Q@;U^@l zN@iw`vnRSvzO?I#E%UBSRw<>e&zq}f(cx-~TQ`n5ZsE(&npt>>aYbG1uPAw0I(Q6z z_qBgZS8pG!Vs1mX^M_O!#}s7MHtJxk2KPeuM+F-D26la`Uk|-q-s}#qP&?INE&2Nw z9QqYPUoC##iuY`w3=rpEe36{_|;nhYj(vp@%n z!&nJ>ydA5+(U7p)o3B3By?8e6hJkx?csh&ua>o+9ud;vI>7NZYIz(5V`;kfrL9U9} z)ncEy?m0YzoCxdZg4$?ZMlPC0ACXF!ed~EDtYo7QBIW6tfnJU+Qg^h6*RVRy+*MT+nL-qE}}#E?qy15DWUlz>#-|Lb*h7VuPyb-6Bec?Lk}~oiKVrj1NBB-H{+#_ga>Y z@@(vvmisaZOqk($^faf>%Yqi4G0%dh%9!}fcN11N_d)3UE3ZSRGq`ElATdDKNup)U ze7fZWgyk`@MR)nmmaW-YF9ZYpBDgq_g!}WnVN9FNkeW?A#f{DVVL^!L__VKb3K5O*>0@y7N znpM0n&Av`HYNQ&%v8DH+N{C+z#1?BTc?BT55DJbT%!qudgq7HG*+Py`@CdJG$)6z+ zmt~s3HyI24)C1V9Oh?O{l9l2FlIvL0Df)2x1C@B`&=lsgL0$I_%R4>iL4=(YWwBK( z9D9JH^U}~&64Avxq4yNM*p=3`&;Pa~DE%EkO=N+ktRH0eLViR(Yj^!{dnGt_%i9UX z7CNNg#_e@Vjmmup7z)|00 zsZhuv-lGPefETB$$43XKHoJcMqbFQA+FCiQ#X4v%Kg#Bc!5*m$LcQH|pZ)a8ew|N8 zrhc&}Ldd9CZ(*|=+pT4erfB&$m&Qs=cWq@bv%WojL-R;iON;WD{QVnUNN8g*yEAbC zJP-lC0VOL{2enT9dgNs;D|BVfOH`0bh&V4&gbL5ZXs#O-E{#=+N-VF|k&^N!^cD+uiii#lJPe5!o)X<@ei4Ld7d&`%IjQ&m60AUldJ1;)2k z``N?UDJ(dzT9ExcNEeANH56YK2UAsC_x8UVjWGTp$u8VgixRKsR%-ec@4e4z}5lQ7%8cuZZ zus=6A;@(`sJiXDh{ATL(X;sAz;n{d0-!_o;f_2_`ogTs` z(Z#!$R;^E`1m2X&dFvaolM5inXwnp8FNI~79BvQS<$7;r?RGYYP4AE3T@rO!CR*_r zKd5aKb>w;hTnwa%Y1%NR;q`-ui=7z;I#Fayz?vIzpenBJyV|0(B4r9xdfZu&Hu3zxg6j;gUzILMuK)h*6lh^U4zgE%OV2SRklY z{P(3W@(2Uucq2<|fMNupaG!455A%ysFyPQHS4+eLY$<>%gOY@frTkVU1*lR#=2+f@*2;An%6`TU1s0I=?y;@`R<4PwJ4g9Hx+P|TMgGEgAVrq z&!rr+VaEGgmN|uZU8;xsTfqj8kAx6G*Ay*mKqON|pat`tmJXSy3k3B=Sq41+br1sx zd+Wu1u}Qe5cmh1|^-tF-366dpH!4Ps(;b%|Ji4wW#*}^s$^nlm*4Nivm7Ub|y2W67 z!p#|EsD=>2lzSmT>AFmk1aA^k!X$=DJ0hl~_cN28jVvQjiy`Pt~u;LXu=aUUM(2Yv4oDl zt8Vo*nX$t)ucU`+AUSi`Kb+b?L+`#hj^DD+8~H)hd2!%VtN;GkqUo(t(K|&3SycuF zRgKKY5*}%Qf9ivy_-xw={Lvg|+%ChGi|Nha1;)g@=*a{-Oa;r^i`$a-&G9k5i&Y zA^Ey;V=?JoR__c1dvdk<=V|w7)k*tl#IPoU^YyXL&7}(CH98B^?Uv!u09zyY?c|_O3p9>F2}% z=d{M}+!+6nyK=>E%FK7)=Asr+tG`$7Z1}?IdizsB!&A+XsM+6w$jYCq%>2^L8K(we z-ZALijjTu0g_=#%a?gNinM7rpzT->x(S!j&K#CR_wUD_@J-@$P6+W*_T3@02X~iyz zP_@ipmd^DzYhASZH;bs#PNN#hRibREZl3l(nt)k(?kKB?S^v$4TEf#cb6V<)qFIyu zHR01A-b54bNyz^Cwl^bKO)2@fvFfO7LgCgEV3B<~m&g{fs)qUd9_z_U@%^+gp^yw}Nj9s;D8>t!vq^}5G1-H*V6Gi9?-h*rN4-M<#BK|f72*3nPc>KGH z2A)e5IeNtUAYYvZAOju-#F-aA-0WG~*bHv8~`b? zlLxr~Gq)WtwT1zq^0+N$mFvX(to(J_FTM9wT&eZ& z5ppamlWN)yuv4Y-X44L2$$%8;A_TVzs~K2m0rKPoqlggP4y5U#ncBAuA_m?0H$B1l%1T1<8KgdX|JF_z@-}w>`!%7 zBU8E)UOlRT8u=5p`YQEZskKg}3stjvkxpV- z2B>^M=vV{r3Rg^Drjx_?KHZPFpE*VLv2-M}lADU#qX)#QtE)B`Ej_v04fWqWFEKft{Xur zgC~`k=>9uHNOqHwuL%?*Eb@WVF#|a?pn*Zf?<{Gk!*@TU1`45*ssXgX9hC1#Cuz7X z#>CE?uo_~v+)8FvPLRWQU}Gr%J$W|4ML+&J1R(x8DP2Ix|2(Y^dd&k_t)YSVk5Tuz zWRB&rF(^&IQ1D(#z-r)v>5EX)Bx`Kt1GAh%w}h+XfZ;}*QA zK{AJdn!>}t%j563pu(Z~1gtyJD!CQOBb4MM(b~u`lKLx@Z9u?s_rg%2W&E`?%ZKno9@>${bvx_@`lyUd+uj(?lpxI zUg9xSrYE}J>L5J~AmTQLvMH!ul)5vQ64tOckvLID{O9O-Vk*9y9i*gT^vHj9TmeNk zw|M#^9*4AlZHY-9y(ubflm9iikXtR$L5hmz6#UmYTe&{s9i)-tZjIs0*pgEC7<07l zrP)9T+y3W{2esr?7iI%vhl~Do@q>|B3G&%Mt*ci9*ySUrG7b_wc^rRtGlO`9O|0IOe@(x_R|z;^!Q#GXbL#Qhln*^}7i-OS45!Mh)! zK6i_4yg+lHc&agXepD24IzW?eTFcUVZH`SpJEaL)rHUY4(- zN4xIiL?L!RWT7i5gP^t5TuxqO=NTcWNvD3O*1x@ePiWX>&+ z7^KdR0HEyA5$vDZ(<$En>z4ejp?htK2|aPk?*zv{8Pwrq&uetvyA$fc{_iH3C{2j+ zB2o?6+)(ighRMQ*m3`_b?AR^<<)hwUf3LHbWwMzv2JV+@n%Vf|@^9az=K#_?WFoh* zYO;s7P1b|TzS@sBx+VG7TK#7>ceL$)G=lzvD}bUE82LIagZ*b!F_q4Om?YDzN1v&- z+*lr4?ud!2boOkpr_IKGo(dYysEX^YIxHvevUqiVTQB#LTO$2RSIx%e$*hs|DVux5 zdmf($BodoxuTiawbsvp6l+LA0KbxI*(}uYwCZ>ZAWEEe}sIRA0Y9=Z;xF$AVSaEYd z`9c8w=7r&*>x_GOv$W)K8EoII^cVOpiV(95`tTngg^wk8^nf&>^Et=??~!K*CL>dHZAUT2T}#Hjnu%F44)*y_v) zby|F#yjt$%?~N|&b#a$mWyV__2Y#eKZ>3FLqjW2lDZ>o%Zhkg*2jh?QEjM)@K#F)E z0>aP@s&CzNg+P@bz8MMSNm>~ajIQp#*O5T2EWVH(FG0}UIWK4|cQY%y?Ql*4@+grY z8#?1Ik-;SI4{J9+9nPv*~kS;)BQ{Pi2VXw&_vh*RxBlER{#5q7akt1IaTAa=?>{o$3 zRxhirZfWTSQZp65*)}AiIp9Dg_Yyz!Y|)wu`bfaL6!R zcLs&}>93kMH|wb&J!jdNAoUr5EKURH!WpZVHp1-%V- zGrOp;@p4@=mYws_;Mx4%i%hC8t?5$79h8xtNHrUH#_nbslRU@A|6)#W{}AJZ9zBD^ z!C>dI9&B+4u?wt`KLUy)?#y;1pwL_(#+CWUeUa5GH2lUE(v<^o)r0x=E+E%Tra}IAhE4 zyMCusFtFtNJBNFnKA{_R05@Z8@{MR!yEYtA6MjR!r4&?XKxj}KUFOv4`doJ%)m+V) zmA#n{6@jUS2l918 zxh<9#tZ3IkT6b+-wIFrluNwhT@y@|sXRh|vGS7z@kaz)6i%2hv%Qg!~K%vUb3TB0< z?|TywSveMSPu3Gp!L;b6)(5;uP5GzfBY60;K76)Oro|SbVh^74fW)39JZ+ zn2!@!5-ce_@MFsOhVPKjGF%jhg6bMA4UiDSx0MwDsVt{+FH zTH`+;{dj<(JXFJi%KuqAC1k_zJQLf0xdE2%aQ*tt*+VO77?g5X6k| zer>rUpD$h8`T2mgLA`>YV@ya!Y^P5Lzj7c7-;aqkiH=5m=mFp;o>WHZR-X=vXbp4; zxDm6&Du)d0Sd29b=MV_VtI0(5<-CPrqAR6O&zx5JB!@*D=g`}X@XUb5Va<;Gki@(~t5V+Or_ z3_xtt+SmYz-g$a@+Act7Dc<3{NM5h*9C!3XW)lr{3gE&iqY0ZI*hvUrxFa+bEI99#hBMnsAreh! zyOuYv2m_`X({c=u1Cf8i@GDL$W8xhbBOmA5M8MN#+=&R}uu)u>;)s1Khh347=V-n)c1fX zRO7Cg@ah~VZcYgFw1Ofv#vM>UY!sdZ?GYU0O!9XNb!|tXq~!gbY|zNlaWOr?K{=9` zkH0t#RQs8hbnLGrEMP)s=1hPQWCRui=)GP?f$aAu|0%|>0C9PX36O1|ML%Syj6%<_ zsSX&yGMCak50}j3)HG20nMIdOtv-_Fkc;S!r+N@>$*KNme-|>RA@h^LoS_BZd)L=1 z0;=CJ%jn7Sh*ewsESJpP{x$$L`6V*3MzLS~!a)(y^Lt&KiqRZ6Ac+P@Dn@(DF4feg zFHQBm3Twu-hKhMbo!mQ*JGVE8fq77rZA9#Q7=2$H%*dI@Tk*Nk{@NL=!ebqU_!hN$ zSkNipy4uPg3>Y-Tyj|tvBPQhT*zk}x0$yaFipFQ$awjr_riud6H2Y)!m=R2Xp(X2)0n;tu0GnTAb2w+dfO@C zbpA?MIoorlj0@>2& zvgx&bvtE!V5ynwa$lhU8ZE7jnZK>c^vC{GPb`gkO`H)a7>l zey$Ejl@e5vz1qLIY`u%6y^=$x2-6`*k{)k}8ed;nBbqG5%YZHOx{sr01W~Wn79*GmxUsUJ7I8F-=Oz$ae{mZ}0MzAb`ic-%+52Z9 zko82<^{`iG{>-XyTpHphVZbztV%ea73}S-#HK-nr+a2mYjOWdn9|hGPtlEH%VA8Yn zp0-e10&d>A!*c0t!!_fEzRv`hf+3_NkTc0%i>BlyGREE9eREF8a`X3azZ7maYC#(! z(2Dmr)c%GW^p@C&?fib*7}(sC@*}j{d|KRO#o8UM*ks%_6TSD%`}M-He1@8_&eA%n zVtNX&G^{&p51KZ@F=YKIq%IW=PqwWMykY%QTaDv_OUDaCmwbXF3jl$b*1lcWKoZ=% z^$pJBbxu15sI-AA)ov0HQCye}J&+CM!_{-g;)NY1N9<}oMpJcQ#hVMdcs-}C)4!CF z2W^q3aD{fjjfOoFZaM#vUUAw(tMU0!^>vLto7=i+KKih^s-bZ(?deCKSg-t z_ZJuK2<8DSf-A3YLcL2zYxKw5Am}-ZtHbZ@_4^$53%ys=F73|4acpPY$0uIKd+lJH zx)1k~mx{+pK5G}Azma4Y0LR`M9q+Y0XeSq2WtZ|4#|ZDeR)YpDZ~q&)i;vK2$P6J#a#AH>VjQHl0-;Rrcth3F`sW0b+I6y6>% z0u2)&DEGq-&3hdmjEC_yU%z~VY6SNPXWC-zSoWYIIc^9N+*joISjNQ@4W8=6ed3eT z(uys=CxPe#wp?JPHGXsgzPQVQSpl5J>BpjM~3>_?{2`-7JuyPzt0z zw{iV95I~5LAb>1f{jikmVfy9I#&8FdQ{y^okW)>s?UXSs7!KI?T5Q>$vzkomb(4e} zQSL%LhvPbgJQuV;yu%G4w-*QP9trOR8}M~uiAm~F7Udw}dDz-Y?1bIVrBi(8yW2;A z6a|Q2&6iHOv$gB^!5H}vtxrYrpQ|nOaggvruwovLou)}%0v+tpx=wFva96v<#wLSl zp5O(&7?NM zXcz8|*YCZ0vC;N8r)ucWkjM7o-%G>AVRaqBae~xnoZxfHmxFlQNePI!c5#OQBt!=M zB4%eS>dTkzRos@9?pr|)?Z?!@{|qTa!-z4KUSf;2E(!alOE_DHQp`|cuA1z-swJf-oHA6&SZpaTsV?@;A6Y#neL%h%y5FAq#d zjnH3E3%?X@s>_I-Y`hZyijWLgPhSZ^CII>5A(1X{Ugo=U|0EW}nB|HMC@}KJoepv& z+ue!46><0E54BHlTYBwpzU1w+K693ei20=1Ew`dVjK+BYo>R$i!igiB>O<##eVos0 zE+h{XntTEJmq+sJd~y3o0$5^laijA0F+T&Ah@qMGxH`d3#%Fr; zH!!A_!ATC@RNZ(hi+}M<^?(@%<(`zQ!`SABy%qM{qr*oU8nM6ee&PLTybeq;rxu{N z!YqGldb+mdEgSTc1T#Bp{iDnb5#!<3;OO*lQhpbh2>zkACff_L+Dn8dzWykAxC=Q#L-h*UK_7*oUo zDW6HR6K&9ZHOie3PgN|UdK{|T1*V!Bc(i|mt^xfzj3o6(ifp6S+~P*3AQzSmNg!_J zB)RVs%U#!nV*#&8+c}JnN^pLc{NO|f(YoGy({`FvVusIautS^rK8IVjt2Ji>!(8Sr zv}`YOi`|dt)r}^+D(d|Ftpa(#UP?efbl^5I_>T?VHm(rns_a{87S2uQee|^cl$mYy zbvECrCt!8wi#*(WD_7WZRq1$xCV<#=$1OX@n@%SysWDN!T*_&`(!;Q;2FFl-}biVQ_QlO{5qT)ALWG)l)uu;vb690_UkE~Ch&Vfi@nkF7pJxyMm zXp#|6)l*S+EB(EDeT_`BMJiP2!)F}iM^$FZeGh3KMT*rhVidmBJ$NdZTnBg@>IY$gUI!Ah)(?y)doGJzKw&5%q)Zt&?t^ zgX!J76iI7M(K4P=$*-9SXWfhf1BqJ=Hfk7<2D`Q7ldGFe-(M2QgY?h3baj?Z^6Pk9 zzD8uC;?_8Y-hya@c@$wYb?q!q)itZQeUdBJbJ0&8aFR!)uv>WNI@m~bUeFJ`*q<2Q zzhK`mAZej#D{@v-z+8Q-)xUas&!R!lk9wn|M`kI7E6BPu+|v|!EVDBlAeb(WA`3cb@?=sN zj+eMso@G!T8>InT{@efUNDbomx0Nf4??hEmqT_qY@sT#vLS0;daT)C7iLJKE9uml= z$Q07;$_uCi3+zn#DGw<;7|7P+SRaqNWK`q}#HsS4zMx{7PfP_UU(3@gRsj{w?fizn}OG(DqvU zYa1@Eq}CAz9;mbst$>~xueHi4)k%4+Wt#`((Kbib$rb*3(G!Jt9eC+}=6f`56I2(C zyt~pZpOX%{+-2r6rRK@~~!g%Fj?@)8}*_*z~S3O!Lu z)U||^IqBine{0_&Pv0tI=jfC?_Wb9^Wx)9PtBG+in!}ITs1EzR8C!+RmGTE}7QtQ2 z!E5aS7u_mM$rGu({U2s1B0t3 z+ogOJt{by;n~A26c4G71`|J>nn~%@}BV=>jzYd2hALj-ZDv zI!{R8!?`$8HnSgwpjqo8(sTS(*3&rC z1yjAM7X5UdC%FXMS0qZW2cSdp!#-9i<@Gb~xgRVQLtza{YHKozBR~PTU+H`pxyAT& zvh&ItC95|Ef*YR+f>)MF&MtN$fTfu1@)jnpcR0`;vC3&xO&l4@k$Rkz#J$}~d91^B zLwp`T%1@B2{qKhd#~zi)$p}JQ35~{tGd$I=7k;17{VQT+E_&M4;*nNoPi-0FE=hGi zqSdiq&!xU}9{TlEG$a{A;QJa#56u(K^iMt=XWwJZQa zD^0D*euQSZiBnA!z}ffg;wm1M~1AQ1N zHPPAA&Q&1!G+OQw_)tZhpF{(c00f>uKaUJ@Dh;oAN}I4Y>9RuGHkP=pSmWJpMeg8P z;IG@pO^<}>#h^;NK6>Z{%xi@TG?`w@v!6cS>VHpHiiMnVbf;aCWlVFmqak z8mn|E=Hd#c`lGbh3;0H@?um4duKrpm?`IB~#`GtkH&Ns0hH&WTr8oPgYsc{G0%$nr z3SFA>YDTyiAC2XY1!)qgs?^H02K8KT1gkypGN^q)2p!2 zB9o7#HrKtqVt9Wi$4516>>E%Pz4?{o4}@4?(*Dl2_knEvghfl46M+&|k1jR4Sh38w z!j{K2bdHe&g+?AgS~*imNz=hI&tD4bRO}9N6Pm4%Wb0ZY2pw37nc2jVu6-q9 zsr#;jSC!yvK3M?{FHhA0z5Jeq?u9R@XaJ-J^Y*&wl~eIS%_vZdTE5|Y?G;&Wnu}xi z-SE9z{TuQ#JoQ4!EfhL3yjOikm0?S9{)LFk=Zkc0m7UyUa}De?2NF<*c1lr_gh?y@ zks}QP(F?3h{Yd74nk8p$sKM%oBs7#MXI9eBJX#_KAn>qSR09 z)_C`C=?N;E&54qA1ayIxfw-g06Vb640x>^9Q<-Mgn@>N`{|;<0W9 zTnP>@N>LeItf)S?kF`Q^$mlF}>Sl-A9_T#;NCBAT^5235m_`fK!4Iix3Lhb|#C176 zJh792Z?8=p#-53$;?=CeI%4Zz*48I>dx4dh_gt>gXm?1uUUkDRHGp&0(_3ZQe(dIP!1e!` z$Cm~n_O3NYlJ*Hk*5Ip1pdqWs8pZKN`KtY|htU@bhdw`cp0v)%i$Os(&9LPU#1rnK ze4;`K=2(2Hl66>KXzIEZJ;pX-9M?HWX3cYAutdXW>TZ^?V#7)*`$wsyYcG@*pC zUaG6S@@Gx*{Ogl6ta2eXHTuT@kJrdf7-)<^nujAMA~|je7myJ+WU$@SPkw2r(>iobtiM z-}q%iaNRNja}dCmbZ&1lQWP8iGzz^KI(UvShdys~7?CXwaH|Q!^%FQ&QdzgUnK?&` zon@mJ<7FfW5802wN-e3*pA}qOs6XfgwAAb^{N~NPt2%|rjE@K)?@m`4Mll(EXAg)i z{_FFucJ8#KQGdXiEes!fSWL!z6(63?3w}!WJvn_P+Js$lj`bFZZ;*$0y5!uz*KFrF z>eZ^0^5^lb=NW+*wIykY?H-qhyl{A0Z!Y6!3pajC{j(-0c|7I|ub?QPJ&rb^uteAa zDHaVLkKA^l{JhN%gW8i7y|b^cag$&4S@+A4`M=12RXwxnnR^>oiaAqQxQUQu(+`ka z>b%22X-r`M*cJ`khg9R>UiK1MU{whYP{*srog^er$&?r~g}WqDUmVM$YibEO+2{Wq zVCvcwWZ8 zoONEdB}!J5!Hk>DdVJ(4ipyOMKV~)mLeTl*t5w;M(g4AK*wQsgYM3#{bF3nIcax<} zFT@+L4EB!{l--14j$xM_QcPrHp~}S&V%j9qm`sq70K?xNVb@{6p`~<%ES(tPEWUeh zqa_*VDw|?E;`pNPPs=DvrUdQUST81Hs=evO@mCiKqz(?Q#CQW4^(pHFg=ne5wMYBN z;z@U3M*%;P`0)U>vPx;KF@i8Ro}ZmFYI&%2vABXmv;!Q0sgK{Ap$Yf-Pk*q#Dcf{y z_b)&Ey98kJIhGs=!__J8xws!%0(*W3$Rl)=-#yoeR#Aadt#ic6aj%WjY)RXiP{j3j zCHCsaU@dJ8Xg6nZY-Z}j)h+N0g!QUHHt+D$hjX8xy_*+n?|=M${MmbW*Xr24sJ+Yi zHo`sH%IZS}#=)bJv+c{$C+K~euJ9n6C#|IXnWi-~6OC^?)RmKMc41B0SkBroPd%tB zGxI=XTOHt#T#^!*dn2xnkF{Vk+C(dz5~<-oZ%^mO=XD2}#H+IKUJ zMXWNRa^T{$i7>Ku(X7@d>P|6CtWjW8iOv&AUR)euaZM5m>eH1(xk`0mH8}=`UyVisTmlG4=*aRfiJ{j?=FgF* zfPYM5*T)^JcTF+g;<@Tp4*~CGJqC*eZA>7~YEL$WD;#gQq}nZK0my3kDz?~cYGkS< z2OLP+Kxsw`9I)ZHgGz;t!`;feJh&MB**KKa9kFs!S-xFJcE=@C^o@#4X2C#g7q7w1 zH^d^rMM&H#KK~CO_Yf+j921S% zdq-*5z4&--KI3PLbG@8T>)kWr(zX|99qhUE#qP_a{&oAi*n{=S&3#Aa8TjC4ipNTb zCMZ&+n1sfyz8>9H@_EgkGPVz0jV14wM4mzE7+JQGpGnUL)D?A!PaP%Sz}k`XPFO14 zxe(Ieg{id8rpc=h#uJ7y-+??D^<%#4IOjJ8K__~Iq$fh2y@w+^vZg#*LJCg-==xDP zx&+wSq15iJhr6Rmdh~=HMpwra{d*>no4_}Q1~FQIp&ch7azB_ zq|vsj`1KE*OZTtO#ZZW9D$eeMW@JBVGG@*=xH$CqW}Q0g89N*~l^==-uO-p@GU*AE z1TR$vj~;>}+5T}T0rGo+X!T4NC)|&Ul*x{CK2pXS3P54i1`*iZOw3Zq&^g(uIJ{`R zs#3l_TE<#7X8+k#zLGroj*GR5+RG~=$Q};_9d(sUth9TNL|Jz9mRg)t<+aoBx3Y%3x znDJ;{Ww5wmnTItlfUw$)X?F5`2K(ACv#fnUhkxwQsJ$lj+a zyneD$w2z|gd;*8R-nWas8PW^wep6(V)B?4l{=Y5JBT8L5mBQ+y7WCR!>ZdC~EgJ?! zEV;NYc#9d7;>y5s*<7$BBXitWz25fE?D%pG1?r&-hBZ!TTm4X>7~A_=a3mvIyP=?V zj%zm_Wn?6R7Th+?Imj@_8=BV*&t?{~smpmdLQi*YtRuI&1XNZxn z@$lJ_&*m;b{iN?ZYGkc2Zqh+^WZ&denTO=#)*Xq~AH5gW+@p|cgCC{Sy7@GGbk~DL zL%G1?!~1d&tXB|f+$CZDx_OUpZbR4)uRag%th=n_x@%j{F7gv|?nD!_zV}EBj!FYn zo9`Qk%l{>qP`TH*z-`N=F;Ihq-K0;sW1v#5V|U zaYkvhli?qSmS(x&W^1))CG~Jde9_-2o{!n4J!Ep|5IMZY>aG9tAuI$ER3#$3h${dZ zLK9d3umDY)P}n{7jU6PWn#Zu6R+~*n2pxUFRN5e=%BJL~7w^CMH1=Yq@m?xz-^F9j zvm{b%KGx0<*YaB*$k+^QDm0}Au25MH6O?vJ!gu0NsV>cUq|#)yy{^2tuI%D?-u4>! zVKKv%(o53fF-R;XPY->)@T>C**5JqJ4w0Iijg@P`uCin^XOyd%ZIv!=l7ZjYSMbamarbE13BkOAw_1N!c&dl}C#W{)WCf_!EMlze?;U{>WeR z+cP^K`$^OKi|g7F)ZG)QCou652i*SWx4fw7Ctzl?p;m1iFf_R11u_+|MVpbWFsKhg z#|~e}gF_{G!IyjUx#gq>HRue$4K;n4h*5Ir1ry0w=u`ni2m)j2pHYao0~49P5AL=y zn+ejSH(#vcq9Iovpp8l1#DXkEsA*3(K{8TXXQ2*!1*qq{KpUoQ+POx2+QDaY>ze|l W$KX@c%{h=es;!N~$*L3HxBdsg35Qt# diff --git a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.en.md b/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.en.md deleted file mode 100644 index 6ed0fb68e..000000000 --- a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.en.md +++ /dev/null @@ -1,59 +0,0 @@ ---- -title: 'new course : beyond' ---- - -! *YOUR CHALLENGE* : look at the picture, and think of the right answers to the following questions -! -! _Do not look at the answer, take time to think, a few days if necessary. The time to build your mental representation of the phenomenon, to formulate it in words is important, a thousand times more important than the ephemeral instant where you read the fews words of the solution._ -! -!
-! -! INDICE "key word" -! -! diffusion -!
-!
-! -! ANSWER -! -! diffusion -!
- - -!!!! *DIFFICULT POINT* (contribute, or indicate a difficult point of understanding) -!!!! - -!! *BEYOND* (to contribute) -!! - -!! *CULTURAL POINT* (contributor) -!! - -!!! *DO YOU MASTER ?* -!!!
-!!! -!!! Describe the test -!!! -!!! The text of the test (and its images, figures, audio, video, etc ...) -!!! -!!! Question text -!!!
-!!! -!!! Answer choice 1 -!!! -!!! Text if this answer 1 is chosen -!!!
-!!!
-!!! -!!! Answer choice 2 -!!! -!!! Text if this answer 2 is chosen -!!!
-!!! -!!! ----- -!!!
-!!! -!!! Complete solution. -!!! -!!! text of the solution -!!!
diff --git a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.es.md b/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.es.md deleted file mode 100644 index 790efacea..000000000 --- a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.es.md +++ /dev/null @@ -1,58 +0,0 @@ ---- -title: 'nuevo curso: más allá' ---- - -! *TU DESAFÍO* : Mire la imagen y encuentre las respuestas correctas a las siguientes preguntas. -! -! _No mire la respuesta, tómese el tiempo para pensar, unos días si es necesario. El momento de construir tu representación mental del fenómeno, de formular con palabras esta representación es importante, mil veces más importante que el momento efímero de leer las pocas palabras de la solución._ -! -!
-! -! ÍNDICE "palabra clave" -! -! xxx -!
-!
-! -! RESPUESTA -! -! xxx -!
- -!!!! *PUNTO DIFÍCIL* (contribuya o indique los puntos difíciles que deben tomarse nuevamente) -!!!! - -!! *MÁS ALLÁ* (contribuir) -!! - -!! *ESCAPE CULTURAL* (contribuir) -!! - -!!! *MAÎTRISES-TU ?* -!!!
-!!! -!!! Describe la prueba -!!! -!!! Texto de prueba (y sus imágenes, figuras, audio, video, etc ...) -!!! ![una figura para la prueba] (nombre de archivo) -!!! -!!! Prueba la pregunta -!!!
-!!! -!!! Respuesta opción 1 -!!! -!!! Texto si se elige la respuesta 1 -!!!
-!!!
-!!! -!!! Respuesta opción 2 -!!! -!!! Texto si se elige la respuesta 2 -!!!
-!!! -!!!
-!!! -!!! Solucion completa -!!! -!!! Texto de la solución. -!!!
diff --git a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.fr.md b/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.fr.md deleted file mode 100644 index 0619fc5f7..000000000 --- a/03.spherical-refracting-surface/03.spherical-refracting-surface-beyond/annex.fr.md +++ /dev/null @@ -1,59 +0,0 @@ ---- -title: 'nouveau cours : au-delà' ---- - -! *TON DEFI* : -! -! _Ne regarde pas la réponse, prends le temps de réfléchir, quelques jours si nécessaire. Le temps de construire ta représentation mentale du phénomène, de formuler en mots cette réflexion est important, un millier de fois plus important que l'instant éphémère de la lecture des quelques mots de la solution._ -! -!
-! -! INDICE "mot clé" -! -! xxx -!
-!
-! -! RÉPONSE -! -! xxx -!
- -!!!! *POINT DIFFICILE* (contribuer, ou indiquer les points difficiles qui méritent d'être repris) -!!!! - -!! *AU-DELÀ* (contribuer) -!! - -!! *ÉCHAPPÉE CULTURELLE* (contribuer) -!! - -!!! *MAÎTRISES-TU ?* -!!!
-!!! -!!! Descrire le test -!!! -!!! Texte du test (et ses images, figures, audio, video, etc ...) -!!! ! [a figure for the test] (file-name) -!!! -!!! Texte de la question -!!!
-!!! -!!! Choix de réponse 1 -!!! -!!! Texte si la réponse 1 est choisie -!!!
-!!!
-!!! -!!! Choix de réponse 2 -!!! -!!! Texte si la réponse 2 est choisie -!!!
-!!! -!!! ----- -!!!
-!!! -!!! Solution complète -!!! -!!! Texte de la solution -!!!
diff --git a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.en.md b/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.en.md deleted file mode 100644 index 38ec7b17f..000000000 --- a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.en.md +++ /dev/null @@ -1,52 +0,0 @@ ---- -title: 'Spherical mirror (parallel 1)' -content: - items: '- ''@self.children''' - order: - by: date - dir: desc - limit: '5' - pagination: '1' - url_taxonomy_filters: '1' -hero_classes: '' -hero_image: '' ---- - -new course : parallel 1 - -#####for parallel or other level course : -It will be possible to redirect towards an other page in the m3p2 cursus. -Or to write here some paragraphes separated by html from an other pages, I think. -Or write here a completely new parallel course - -For the moment, please wait. - -Ya es possible hacer -I can here : -- write a full "parallel 1 course" if required -- or add add a few word about a "course parallel 1" that is written somewhere in "pages/curriculum/..." -- or do nothing. - - Go - - [there](http://localhost:8000/en/m3p2-curriculum/physics-chemistry-biology/niv3/Geometrical-optics/geometrical-optics-general/geometrical-optics-validity/geometrical-optics-domain-of-validity-overview) - - [Current chapter](.) - [Parent chapter](..) - [Sibling chapter](../another-chapter) - [Child chapter](chapter) - [Anchor in the page](#slug-of-header) - -
- -TOWARDS parallel 1, if their are several - -This is a text -```math -f\colon\left\{\begin{aligned}\mathbb{R}_4[X]&\longrightarrow\mathbb{R}_4[X] \\ -P&\longmapsto P’\end{aligned}\right. -\qquad -g\colon\left\{\begin{aligned}\mathbb{R}_2[X]&\longrightarrow\mathbb{R}_2[X] \\ -P&\longmapsto XP’+P\end{aligned}\right. -``` -
diff --git a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.es.md b/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.es.md deleted file mode 100644 index c10bf6246..000000000 --- a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.es.md +++ /dev/null @@ -1,23 +0,0 @@ ---- -title: 'nuevo curso : paralelo 1' -hero_classes: '' -hero_image: '' -content: - items: '- ''@self.children''' - limit: '5' - order: - by: date - dir: desc - pagination: '1' - url_taxonomy_filters: '1' ---- - -nuevo curso : paralelo 1 - - -##### para un curso paralelo o de otro nivel: -Será (ya es) posible redirigir hacia otra página en el cursus m3p2. -O escribir aquí algunos párrafos separados por html de otras páginas, creo. -Tambien podemos aquí escribir un curso paralelo o de otro nivel completamente nuevo - -*Por el momento, por favor espere* \ No newline at end of file diff --git a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.fr.md b/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.fr.md deleted file mode 100644 index 5f25d7fed..000000000 --- a/03.spherical-refracting-surface/04.spherical-refracting-surface-parallel-1/default.fr.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'nouveau cours : parallèle 1' -hero_classes: '' -hero_image: '' -content: - items: '- ''@self.children''' - limit: '5' - order: - by: date - dir: desc - pagination: '1' - url_taxonomy_filters: '1' ---- - -nouveau cours : parallèle 1 - -##### pour un cours parallèle ou d'un autre niveau -Il sera posible (cela l'est déjà) de rediriger automatiquement vers une autre page dans le cursus m3p2. -Ou d'écrire quelques paragraphes avec entre du html emprunter à d'autres pages je pense. -On peut toujours aussi écrire ici un cours parallèle ou d'un autre niveau complétement nouveau - -*Pour le moment,, attendre, SVP* \ No newline at end of file diff --git a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.en.md b/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.en.md deleted file mode 100644 index 692bdb96d..000000000 --- a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.en.md +++ /dev/null @@ -1,12 +0,0 @@ ---- -title: 'Thin lens (parallel 2)' ---- - -new course : parallel 2 - -#####for parallel or other level course : -It will be possible to redirect towards an other page in the m3p2 cursus. -Or to write here some paragraphes separated by html from an other pages, I think. -Or write here a completely new parallel course - -For the moment, please wait. \ No newline at end of file diff --git a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.es.md b/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.es.md deleted file mode 100644 index e53f6f78b..000000000 --- a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.es.md +++ /dev/null @@ -1,12 +0,0 @@ ---- -title: 'nuevo curso : paralelo 2' ---- - -nuevo curso : paralelo 2 - -##### para un curso paralelo o de otro nivel: -Será (ya es) posible redirigir hacia otra página en el cursus m3p2. -O escribir aquí algunos párrafos separados por html de otras páginas, creo. -Tambien podemos aquí escribir un curso paralelo o de otro nivel completamente nuevo - -*Por el momento, por favor espere* \ No newline at end of file diff --git a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.fr.md b/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.fr.md deleted file mode 100644 index cd5868bd3..000000000 --- a/03.spherical-refracting-surface/05.spherical-refracting-surface-parallel-2/form.fr.md +++ /dev/null @@ -1,12 +0,0 @@ ---- -title: 'nouveau cours : parallèle 2' ---- - -nouveau cours : parallèle 2 - -##### pour un cours parallèle ou d'un autre niveau -Il sera posible (cela l'est déjà) de rediriger automatiquement vers une autre page dans le cursus m3p2. -Ou d'écrire quelques paragraphes avec entre du html emprunter à d'autres pages je pense. -On peut toujours aussi écrire ici un cours parallèle ou d'un autre niveau complétement nouveau - -*Pour le moment,, attendre, SVP* \ No newline at end of file diff --git a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.en.md b/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.en.md deleted file mode 100644 index 5785895d1..000000000 --- a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.en.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'Plane refracting surface (previous level)' ---- - -course : level-1 -- or level+1 if current level = 1 -- or level-2 if current level = 4 - -#####for parallel or other level course : -It will be possible to redirect towards an other page in the m3p2 cursus. -Or to write here some paragraphes separated by html from an other pages, I think. -Or write here a completely new parallel course - -For the moment, please wait. \ No newline at end of file diff --git a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.es.md b/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.es.md deleted file mode 100644 index 275c981f4..000000000 --- a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.es.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'curso : nivel-1' ---- - -curso : nivel-1 -- or level+1 if current level = 1 -- or level-2 if current level = 4 - -##### para un curso paralelo o de otro nivel: -Será (ya es) posible redirigir hacia otra página en el cursus m3p2. -O escribir aquí algunos párrafos separados por html de otras páginas, creo. -Tambien podemos aquí escribir un curso paralelo o de otro nivel completamente nuevo - -*Por el momento, por favor espere* \ No newline at end of file diff --git a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.fr.md b/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.fr.md deleted file mode 100644 index f3b1ebb60..000000000 --- a/03.spherical-refracting-surface/06.spherical-refracting-surface-level-down/page.fr.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'cours : niveau-1' ---- - -cours : niveau-1 -- or level+1 if current level = 1 -- or level-2 if current level = 4 - -##### pour un cours parallèle ou d'un autre niveau -Il sera posible (cela l'est déjà) de rediriger automatiquement vers une autre page dans le cursus m3p2. -Ou d'écrire quelques paragraphes avec entre du html emprunter à d'autres pages je pense. -On peut toujours aussi écrire ici un cours parallèle ou d'un autre niveau complétement nouveau - -*Pour le moment,, attendre, SVP* \ No newline at end of file diff --git a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.en.md b/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.en.md deleted file mode 100644 index f4c5db0b0..000000000 --- a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.en.md +++ /dev/null @@ -1,18 +0,0 @@ ---- -title: 'Refraction matrix (next level)' -hero_classes: '' -hero_image: '' ---- - -course : level+1 - -or level+2 if current level=1 - -or level-1 if current level=4 - -#####for parallel or other level course : -It will be possible to redirect towards an other page in the m3p2 cursus. -Or to write here some paragraphes separated by html from an other pages, I think. -Or write here a completely new parallel course - -For the moment, please wait. \ No newline at end of file diff --git a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.es.md b/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.es.md deleted file mode 100644 index 380d15135..000000000 --- a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.es.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'curso : nivel+1' ---- - -curso : nivel+1 -or level+2 if current level=1 -or level-1 if current level=4 - -##### para un curso paralelo o de otro nivel: -Será (ya es) posible redirigir hacia otra página en el cursus m3p2. -O escribir aquí algunos párrafos separados por html de otras páginas, creo. -Tambien podemos aquí escribir un curso paralelo o de otro nivel completamente nuevo - -*Por el momento, por favor espere* \ No newline at end of file diff --git a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.fr.md b/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.fr.md deleted file mode 100644 index e3b3ba33e..000000000 --- a/03.spherical-refracting-surface/07.spherical-refracting-surface-level-up/portal.fr.md +++ /dev/null @@ -1,14 +0,0 @@ ---- -title: 'cours : niveau+1' ---- - -cours : niveau+1 -or level+2 if current level=1 -or level-1 if current level=4 - -##### pour un cours parallèle ou d'un autre niveau -Il sera posible (cela l'est déjà) de rediriger automatiquement vers une autre page dans le cursus m3p2. -Ou d'écrire quelques paragraphes avec entre du html emprunter à d'autres pages je pense. -On peut toujours aussi écrire ici un cours parallèle ou d'un autre niveau complétement nouveau - -*Pour le moment,, attendre, SVP* \ No newline at end of file diff --git a/03.spherical-refracting-surface/topic.en.md b/03.spherical-refracting-surface/topic.en.md deleted file mode 100644 index 1d67d8809..000000000 --- a/03.spherical-refracting-surface/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Spherical refracting surface ' ---- - - diff --git a/03.spherical-refracting-surface/topic.es.md b/03.spherical-refracting-surface/topic.es.md deleted file mode 100644 index 6cdb9c256..000000000 --- a/03.spherical-refracting-surface/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le dioptre ' ---- - -Dioptre sphérique, -Dioptre plan \ No newline at end of file diff --git a/03.spherical-refracting-surface/topic.fr.md b/03.spherical-refracting-surface/topic.fr.md deleted file mode 100644 index 6cdb9c256..000000000 --- a/03.spherical-refracting-surface/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le dioptre ' ---- - -Dioptre sphérique, -Dioptre plan \ No newline at end of file