UnificacionUsuariosTextos.cs
1 using System;
2 using System.Collections.Generic;
3 using System.Linq;
4 using System.Text;
5 
6 namespace sage.ew.usuario.Clases
7 {
11  internal class UnificacionUsuariosTextos
12  {
17  private string TextoInicio()
18  {
19  /* Si algun dia queremos poner FontFace la Sage Text usar este código dentro del tag <style> y cambiar el font-family en el body
20  @font - face {
21  font - family: ""Sage Text"";
22  src: url(data: application / x - font - woff; charset = utf - 8; base64,d09GRgABAAAAAKHwABMAAAABZgwAAQBBAAAAAAAAAAAAAAAAAAAAAAAAAABCQVNFAACTWAAAADoAAAA6iy2UsURTSUcAAKHoAAAACAAAAAgAAAABR0RFRgAAk5QAAAAQAAAAEAAPAABHUE9TAACTpAAACq0AACbA3KL07UdTVUIAAJ5UAAADkQAAB / gKKAEjT1MvMgAAAiAAAABZAAAAYGPei + tjbWFwAAAFhAAABAYAAAXETJrLGWN2dCAAABEgAAAASQAAAHgqlABhZnBnbQAACYwAAAbtAAAODGIu / 31nYXNwAACTUAAAAAgAAAAIAAAAEGdseWYAABTQAAB2ggABBfrrCFQzaGVhZAAAAagAAAA2AAAANh1vkyloaGVhAAAB4AAAACAAAAAkB1EEcmhtdHgAAAJ8AAADBQAABsJVC00CbG9jYQAAEWwAAANkAAADZFzEnNltYXhwAAACAAAAACAAAAAgAwUPRG5hbWUAAItUAAACRgAABegTQZfvcG9zdAAAjZwAAAW0AAAJzB / tNrJwcmVwAAAQfAAAAKIAAAC94bZeIwABAAAAAQBBlb2YYF8PPPUABQPoAAAAAN1xdjUAAAAA3XHZL / +q / uQDyQO9AAAABgACAAAAAAAAeJxjYGRgYL79XxtIvvu / 6v8K5pMMQBFkwLgBALBDB8kAAQAAAbEAcgAHAHQABwACACQATgCNAAAAkA4MAAQAAnicY2Bh / MU4gYGVgZGpiymCgYHBG0IzxjEYMRoyMDAxsjKzMDGyMTID5dgFgBIMUODr7O3D6MDA + 5uJWfW / LcNb5tsMVxUYGCaD5Bj / 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); format(""woff"");
23  font - weight: normal;
24  font - style: normal;
25  }*/
26  //body { font - family: 'Sage Text'; margin: 20px; font - size: 15px; }
27  string lcInicio = @"<html><body>
28  <style>
29  body { font-family: 'Segoe UI'; margin: 20px; font-size: 14px; }
30  </style>";
31 
32  return lcInicio;
33  }
34 
39  private string TextoFinal()
40  {
41  string lcFinal = "</body></html>";
42  return lcFinal;
43  }
44 
45  private string TextoBienvenidaComun()
46  {
47  string lcHtml = @"Al unificar usuarios podrás disfrutar de las siguientes ventajas:<br/>
48  <ul>
49  <li>Podrás acceder a todos los grupos de empresa con el mismo usuario y contraseña.</li>
50  <li>Podrás definir accesos para los usuarios de forma más sencilla ya que no será necesario cambiar de grupo de empresa.
51  <li>Con tu Cuenta Sage podrás acceder a otros productos de Sage.
52  </ul><br/>
53  Pulsa siguiente para continuar.";
54  return lcHtml;
55  }
56 
61  internal string TextoBienvenidaFromMenu()
62  {
63  StringBuilder loBuilder = new StringBuilder();
64 
65  loBuilder.Append(TextoInicio());
66 
67  loBuilder.Append($"<h2>Bienvenid@</h2>");
68 
69  string lcHtml = @"Este asistente te guiará para <strong>crear usuarios unificados</strong> siguiendo unos sencillos pasos. Para unificar los usuarios deberás <strong>vincular una Cuenta Sage</strong>.
70  Si todavía no tienes una Cuenta Sage en este asistente podrás darla de alta siguiendo unos sencillos pasos.<br/><br/>";
71 
72  lcHtml += TextoBienvenidaComun();
73 
74  loBuilder.Append(lcHtml);
75 
76  loBuilder.Append(TextoFinal());
77 
78  return loBuilder.ToString();
79  }
80 
86  internal string TextoBienvenidaFromCentroUsuarios(string tcUsuario)
87  {
88  StringBuilder loBuilder = new StringBuilder();
89 
90  loBuilder.Append(TextoInicio());
91 
92  loBuilder.Append($"<h2>Bienvenid@</h2>");
93 
94  string lcHtml = @"Este asistente te guiará para <strong>unificar el usuario " + tcUsuario + @"</strong> siguiendo unos sencillos pasos. Para unificar el usuario deberás <strong>vincular una Cuenta Sage</strong>.
95  Si todavía no tienes una Cuenta Sage en este asistente podrás darla de alta siguiendo unos sencillos pasos.<br/><br/>";
96 
97  lcHtml += TextoBienvenidaComun();
98 
99  loBuilder.Append(lcHtml);
100 
101  loBuilder.Append(TextoFinal());
102 
103  return loBuilder.ToString();
104  }
105 
111  internal string TextoBienvenidaAltaCuentaSageFromUsuario(string tcUsuario)
112  {
113  StringBuilder loBuilder = new StringBuilder();
114 
115  loBuilder.Append(TextoInicio());
116 
117  loBuilder.Append($"<h2>Bienvenid@</h2>");
118 
119  string lcHtml = @"Este asistente te guiará para <strong>Vincular una cuenta Sage al usuario " + tcUsuario + @"</strong>.<br/><br/>
120  La Cuenta Sage permite identificarte como usuario de productos Sage y su uso te ofrece una serie de ventajas desde el primer momento:<br/><br/>
121  Si todavía no tienes una Cuenta Sage en este asistente podrás darla de alta siguiendo unos sencillos pasos.<br/>
122  <ul>
123  <li>Mejora la seguridad de Sage 50 sin cambiar tu usuario y contraseña actuales.</li>
124  <li>Con un único usuario podrás acceder a todos los grupos de empresa de tu Sage 50.</li>
125  <li>Este usuario también te permitirá acceder a los foros de ayuda de Sage City.</li>
126  </ul><br/>
127  Pulsa siguiente para continuar.";
128 
129  loBuilder.Append(lcHtml);
130 
131  loBuilder.Append(TextoFinal());
132 
133  return loBuilder.ToString();
134  }
135 
140  internal string TextoUnificacionUsuariosCentro(string tcUsuario)
141  {
142  StringBuilder loBuilder = new StringBuilder();
143 
144  loBuilder.Append(TextoInicio());
145 
146  loBuilder.Append($"<h2>Unificación de usuarios</h2>");
147 
148  string lcHtml;
149  if (tcUsuario == Usuario._This._Codigo)
150  {
151  lcHtml = @"El usuario que vas a unificar existe en diferentes grupos de empresa con el mismo código pero con diferente contraseña. A partir de ahora
152  debes usar un usuario distinto por cada persona que acceda a Sage 50, por lo que es necesario unificarlos o desactivarlos.<br/>
153  <ul>
154  <li><strong>Si son el mismo usuario</strong>, unifícalos indicando las contraseñas de cada grupo. Esto te permitirá acceder con un único usuario
155  a todos los grupos de empresa a los que tenga permisos.</li>
156  <li><strong>Si son usuarios diferentes</strong>, desactiva los que no se van a unificar. En el último paso de este asistente podrás crear un usuario
157  nuevo para que todas las personas puedan acceder con usuarios diferentes.</li>
158  </ul>
159  Marca <strong>Usar contraseña</strong> para indicar cual usarás a partir de ahora para acceder a todos los grupos de empresa con el usuario unificado.";
160  }
161  else
162  {
163  //Usuario activo no es el mismo que se quiere unificar:
164  lcHtml = @"Informa la contraseña del usuario en cada grupo de empresa para unificar el usuario. A partir de ahora debes usar un usuario distinto por cada persona
165  que acceda a Sage 50, por lo que si usas contraseñas diferentes en el mismo usuario es necesario unificarlos o desactivarlos.<br/>
166  <ul>
167  <li><strong>Si son el mismo usuario</strong>, unifícalos indicando las contraseñas de cada grupo. Esto te permitirá acceder con un único usuario
168  a todos los grupos de empresa a los que tenga permisos.</li>
169  <li><strong>Si son usuarios diferentes</strong>, desactiva los que no se van a unificar. En el último paso de este asistente podrás crear un usuario
170  nuevo para que todas las personas puedan acceder con usuarios diferentes.</li>
171  </ul>
172  Marca <strong>Usar contraseña</strong> para indicar cual usarás a partir de ahora para acceder a todos los grupos de empresa con el usuario unificado.";
173  }
174  loBuilder.Append(lcHtml);
175 
176  loBuilder.Append(TextoFinal());
177 
178  return loBuilder.ToString();
179  }
180 
185  internal string TituloUnificacionUsuarios()
186  {
187  StringBuilder loBuilder = new StringBuilder();
188 
189  loBuilder.Append(TextoInicio());
190 
191  loBuilder.Append($"<h2>Unificación de usuarios</h2>");
192 
193  loBuilder.Append(TextoFinal());
194 
195  return loBuilder.ToString();
196  }
197 
202  internal string TituloUnificacionUsuariosCuentaSage()
203  {
204  return TituloUnificacionUsuarios();
205  }
206 
211  internal string TextoUnificacionUsuariosCuentaSage(string tcUsuario)
212  {
213  StringBuilder loBuilder = new StringBuilder();
214 
215  loBuilder.Append(TextoInicio());
216 
217  loBuilder.Append($"<h2>Unificación de usuarios</h2>");
218 
219  string lcHtml;
220  if (tcUsuario == Usuario._This._Codigo)
221  {
222  lcHtml = @"El usuario al que vas a vincular la Cuenta Sage existe en diferentes grupos de empresa con el mismo código pero con diferente contraseña. A partir de ahora
223  debes usar un usuario distinto por cada persona que acceda a Sage 50, por lo que es necesario unificarlos o desactivarlos.<br/>
224  <ul>
225  <li><strong>Si son el mismo usuario</strong>, unifícalos indicando las contraseñas de cada grupo. Esto te permitirá acceder con un único usuario
226  a todos los grupos de empresa a los que tenga permisos.</li>
227  <li><strong>Si son usuarios diferentes</strong>, desactiva los que no se van a unificar. En el último paso de este asistente podrás crear un usuario
228  nuevo para que todas las personas puedan acceder con usuarios diferentes.</li>
229  </ul>
230  Marca <strong>Usar contraseña</strong> para indicar cual usarás a partir de ahora para acceder a todos los grupos de empresa con el usuario unificado.";
231  }
232  else
233  {
234  //Usuario activo no es el mismo que se quiere unificar:
235  lcHtml = @"Informa la contraseña del usuario al que vas a vincular la Cuenta Sage en todos los grupos de empresa. A partir de ahora debes usar un usuario distinto por cada persona
236  que acceda a Sage 50, por lo que es necesario unificarlos o desactivarlos.<br/>
237  <ul>
238  <li><strong>Si son el mismo usuario</strong>, unifícalos indicando las contraseñas de cada grupo. Esto te permitirá acceder con un único usuario
239  a todos los grupos de empresa a los que tenga permisos.</li>
240  <li><strong>Si son usuarios diferentes</strong>, desactiva los que no se van a unificar. En el último paso de este asistente podrás crear un usuario
241  nuevo para que todas las personas puedan acceder con usuarios diferentes.</li>
242  </ul>
243  Marca <strong>Usar contraseña</strong> para indicar cual usarás a partir de ahora para acceder a todos los grupos de empresa con el usuario unificado.";
244  }
245  loBuilder.Append(lcHtml);
246 
247  loBuilder.Append(TextoFinal());
248 
249  return loBuilder.ToString();
250  }
251 
256  internal string TextoUnificacionUsuariosMenu()
257  {
258  StringBuilder loBuilder = new StringBuilder();
259 
260  loBuilder.Append(TextoInicio());
261 
262  loBuilder.Append($"<h2>Unificación de usuarios</h2>");
263 
264  string lcHtml = @"A partir de ahora debes usar un usuario distinto por cada persona que acceda a Sage 50, por lo que es necesario unificarlos o desactivarlos.
265  Selecciona el usuario de Sage 50 que quieres unificar marcando la casilla <strong>Sel.</strong> e informa la <strong>Contraseña</strong> que usas
266  para acceder a cada grupo de empresa.<br/><br/>
267  Si al informar la contraseña se resalta alguna fila en color rojo, significa que ese usuario tiene contraseña distinta para ese grupo de empresa.
268  Si quieres unificarlo introduce la contraseña para este grupo. Si no quieres unificarlo marca la casilla <strong>Desactivar</strong>.<br/><br/>
269  Los usuarios desactivados dejan de tener acceso por lo que recuerda crear nuevos usuarios con códigos diferentes para poder acceder a Sage 50.
270  En el último paso del asistente podrás crear un usuario nuevo.<br/><br/>
271  Marca <strong>Usar contraseña</strong> para indicar cual usarás a partir de ahora para acceder a todos los grupos de empresa con el usuario unificado.";
272 
273  loBuilder.Append(lcHtml);
274 
275  loBuilder.Append(TextoFinal());
276 
277  return loBuilder.ToString();
278  }
279 
285  internal string TextoCambiarCuentaSage(string tcUsuario)
286  {
287  StringBuilder loBuilder = new StringBuilder();
288 
289  loBuilder.Append(TextoInicio());
290 
291  string lcHtml = @"Para cambiar la Cuenta del usuario " + tcUsuario + @"</strong> informar una dirección de email y pulsar aceptar.</strong>
292  En el caso que no exista una Cuenta Sage para el email informado podrás darla de alta en 1 minuto.<br/><br/>";
293 
294  loBuilder.Append(lcHtml);
295 
296  return loBuilder.ToString();
297  }
298  }
299 }